tag:blogger.com,1999:blog-30243438365705671502024-03-15T21:09:35.155-10:00Teaching in ParadiseCourtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.comBlogger220125tag:blogger.com,1999:blog-3024343836570567150.post-83047300324616521592023-08-16T10:28:00.003-10:002023-08-16T10:28:30.668-10:007 Tips to Save Teachers Time in the Classroom<center><div><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: center; white-space-collapse: preserve;"><span style="background-color: white;">Aloha, my teacher bestie! đ </span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: center; white-space-collapse: preserve;"><span style="color: #343541; font-size: 16px;">Let's dive right into the topic of something we all wish we had more of : TIME!</span><span style="background-color: white;"> If only we could trade every minute lost to classroom chaos, the relentless stream of announcements, surprise assemblies, phone calls galore, mandatory faculty meetings, and the ever-mounting admin tasks for a beachside retreat with a fancy coffee (or perhaps a tropical cocktail, depending on your mood).</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: center; white-space-collapse: preserve;"><span style="background-color: white;">I totally get it â time is like a magician's disappearing act for teachers. Your to-do list? Itâs a never-ending saga that rivals even the longest-running soap opera. But guess what? I'm here to champion the cause of drawing those oh-so-vital boundaries, reclaiming your hours, and letting you head home at a decent time. You deserve those cozy evenings and quality family moments.</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: center; white-space-collapse: preserve;"><span style="background-color: white;">Now, hold onto your educator hats because I've got 7 swift and splendid tricks up my sleeve to rescue your time and make your classroom life a whole lot smoother. Ready? Letâs dive in!</span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: center; white-space-collapse: preserve;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtJoR0b4s_6wkPwR49cVGrLSRDL7aQ-qR7CJzBVu4iyfht75KAAq_OJWRmZIk3j3yRvh77A4yAuXz2bFLllOCMTwe7M5NIu8Xpb06qYJIx-6JwxZjf-t1jYN1ZXe_Ubk3h7xbWCSZdxFFhXk4vVasY6gq8XoiLsmfjztiCgdsEKPlW8sq-EU9g4Gw65RA/s2240/time%20blog%20post.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1260" data-original-width="2240" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtJoR0b4s_6wkPwR49cVGrLSRDL7aQ-qR7CJzBVu4iyfht75KAAq_OJWRmZIk3j3yRvh77A4yAuXz2bFLllOCMTwe7M5NIu8Xpb06qYJIx-6JwxZjf-t1jYN1ZXe_Ubk3h7xbWCSZdxFFhXk4vVasY6gq8XoiLsmfjztiCgdsEKPlW8sq-EU9g4Gw65RA/w640-h360/time%20blog%20post.png" width="640" /></a></div><br /><span style="background-color: white;"><br /></span><p></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: left; white-space-collapse: preserve;"><b>1. Focus the First 2 Weeks of School on Classroom Expectations</b></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: left; white-space-collapse: preserve;">Explicitly teaching your students exactly what every single procedure should look and sound like in your classroom will make a huge impact on the rest of your school year. Yes- this can be a daunting task that'll take lots of practicing, stopping, and debriefing but trust me, it'll be worth it! </p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">Spending time in the beginning of the year will save you time throughout the year. You will teach and model your students to do thing so that your classroom will run smoothly and efficiently on a daily basis. There will be less chaos, less time needed for transitions and reminders and the teaching will be able to happen since students will know what you expect of them.</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">Not sure where to begin? Here's a list of ALL the things I made prcoedures for in my own classroom. You can grab the Google Doc <a href="https://docs.google.com/document/d/1Mt5boU2Ghj16iJ1kolq9MS0kqbadRYOCMjyGd3IjDCA/copy">here</a>. I'd type it out and use it as a check sheet for teaching students, marking if they've got it down and then also placed a copy in my Substitute Binder. </p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;"><b>2. Eliminate or Simplify Homework</b></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">Really think through and prioritize what is important when assigning homework. Are students completing the assignments on their own or are parents guiding them through? Are you truly getting a "snapshot" of if the student got it during your lesson? What about the students who don't complete their homework? </p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">What I found over the years were this. The students who needed the most practice were the ones not completing their homework. They were the ones that didn't have the support at home. Plus- when I was assigning homework - it made so much more work for me. I had to sort, grade, file and/or return the papers. Let's not even talk about keeping up with which students were missing what assignment. It just became too much.</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">Once I simplified what I did for homework - my life was so much easier. You can read more about my <a href="https://www.teachinginparadise.com/2016/09/weekly-homework-routine-in-my-3rd-grade.html">weekly homework routine here</a>. I could go on and on about homework but truly, kids work hard all day during school. I think it's important to allow them to go home to be a kid and spend time with family.</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;"><b>3. Use Student Groupings to Simplify Your Life</b></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">Divide your students up into 5 different groups. This needs to be posted and known to students which group they are in. You can use these groups for book shopping, 1-1 assessments, grading journals or papers, writing report card comments, etc.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnfoYESUVIU0G9t6mp-0MayDgXczNzLYw5AgwKxiXLTqw0EGOVxmuLgGSsF4bIU2hJ2W7Eoq18ZSlwkdMz-8R1iOeQDwfet9IJu6ANODXzO0f4WAFUXhB4OZrqOljqo2C_wnP-uBPQAFXAcB5qV_QR5kY9CJ4HeAjhLOOLlwjJnk3vUJOcKQ1Vgzsj1YY/s720/Wonders%20Pacing.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnfoYESUVIU0G9t6mp-0MayDgXczNzLYw5AgwKxiXLTqw0EGOVxmuLgGSsF4bIU2hJ2W7Eoq18ZSlwkdMz-8R1iOeQDwfet9IJu6ANODXzO0f4WAFUXhB4OZrqOljqo2C_wnP-uBPQAFXAcB5qV_QR5kY9CJ4HeAjhLOOLlwjJnk3vUJOcKQ1Vgzsj1YY/s320/Wonders%20Pacing.png" width="320" /></a></div><br /><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">I used these groups to allow students to book shop, that way you only have a few students shopping in your Class Library each day. They'll hold on to those books until the following week. </p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">Reading and writing in student journals can be a time consuming task if you do this daily - especially if you have a large class! Only doing this for 4-6 students a day doesn't take too much time and it'll help you to stay on top of things!</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">I also use this system for report card comments! It has helped me to always get my comments done early and quickly. I just do a few each day and I'm done in a week's time. Since it's not as daunting - I'm able to stay focused on the task easily knowing I'll be done soon.</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;"><b>4. Use Self Grading Assignments/Assessments</b></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">With many publishing companies - they now have online assessments that students can take for their weekly reading and/or math test. By doing this- it'll help to save YOU time on grading. You could also use digital task cards and/or Goole Form quick checks as exit passes for students to complete for you to check for understanding. </p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">Creating your assessments and assignments will take time on the front end, but if you're lucky enough to stay in the same grade, it can save you time year after year. I have a bunch of <a href="https://www.teacherspayteachers.com/Product/Grade-3-Operations-Algebraic-Thinking-Quick-Check-Formative-Assessment-Bundle-7338177?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=OA%20Quick%20Check">Math Quick Checks</a> available for 3rd grade that you can find <a href="https://www.teacherspayteachers.com/Product/Grade-3-Operations-Algebraic-Thinking-Quick-Check-Formative-Assessment-Bundle-7338177?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=OA%20Quick%20Check">here.</a> </p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">In my class - I did a lot of work in class on white boards and I'd monitor how students solved and ask questions along the way. Then - I'd use some type of exit pass so I could quickly check for understanding. Read more about that <a href="https://www.teachinginparadise.com/2015/10/math-workshop-nittygritty.html">here</a>.</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;"><b>5. Make use of Parent Helpers!</b></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">Parents are always willing and wanting to help their child's teacher out. There are so many tasks that parents can do to help you get ahead with your to do list. Some of those tasks are:</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;"></p><ul style="text-align: left;"><li>cutting paper towels</li><li>making xerox copies</li><li>laminating and cutting (or just laminating if you're OCD about cutting) lol </li><li>prepping centers</li><li>labeling class library books</li><li>reading with kids</li><li>helping with holiday activities</li><li>picking up supplies and food for class parties!</li></ul><p></p></div><p><span style="font-family: inherit;"></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;"><b>6. Empower Your Students with Class Jobs</b></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">Not only can class jobs empower students to take initiative and have responsibilities but it can also really help to cut down small tasks for you. Here are some class jobs that can save you time from "busy work"</p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;"></p><ul style="text-align: left;"><li>Mail Delivery - this student will be the one to return student work. I had mail boxes so students simply needed to file papers back into each mail box. I had a bin where I'd place papers to be returned. At any time throughout the day when the Mail Deliverer had extra time (sometimes they'd even come in a few minutes early in the morning) they'd pass papers out. If they didn't finish - they'd place it back into the bin. </li><li>Pencil Sharpener - I've done community pencils AND individual pencils and this job worked for both. Students were never allowed to sharpen pencils during the day (because we all know they'd constantly be needing to sharpen if that was allowed). Instead - I had a pencil sharpener that would sharpen all the pencils. </li><li>Librarian - I had a simple system where each book was labeled so students knew exactly which bin books would need to be returned to. At the end of the day, the librarian would just do a quick scan of the library to make sure all books were placed back neatly into bins and if any books were NOT in their bin, they'd return it to the correct place. </li><li>Teacher's Assistant - I utilized turn in bins called the "Assignment Drop Box". Students placed their work into their folder and would move their clip to the right to signal they've turn in the assignment. My teacher's assistant would go and collect each assignment (check that it's actually there) and move the clip back to starting point. They would then paper clip the assignments (along with the check sheet). The assistant would make a checkmark next to every child that turned in the assignment and would highlight the name of the ones that had missing assignments. This way I could easily follow up. </li></ul><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyXFiCp1J69oD_e6O7RcJhIAgM951_9fi9F95d2FeVjw9GVTyg_y2I3O917sRDnyhtiqqW-Y1WMBm9l6Uw8ZoDMJ5lkQpg5JFzgweYw4CRGUvAmzr3R_UZR97J4XJDJ9XTXKHcIwCvgTDcb2lzU1hPpR6evjSSb8claIjmuUt1vFtN3wx6AXsA9pgAgJ0/s320/photo-5.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="240" data-original-width="320" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyXFiCp1J69oD_e6O7RcJhIAgM951_9fi9F95d2FeVjw9GVTyg_y2I3O917sRDnyhtiqqW-Y1WMBm9l6Uw8ZoDMJ5lkQpg5JFzgweYw4CRGUvAmzr3R_UZR97J4XJDJ9XTXKHcIwCvgTDcb2lzU1hPpR6evjSSb8claIjmuUt1vFtN3wx6AXsA9pgAgJ0/w400-h300/photo-5.JPG" width="400" /></a></div><center><br /></center><br /><div style="text-align: left;"><br /></div><div style="text-align: right;"><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;"><b>7. Find a Grading System that Works for You</b></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;">First and foremost - keep up with your grading. The longer you let it go - the harder it will be to catch up. I used to like grading multi-page assessments page by page. I felt it went quicker. I'd grade the whole class page 1 and make a note at the bottom corner how many were correct out of the total number of points for that page. I'd continue this way through all the pages. </p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;"><span style="background-color: white; color: #374151;"><span style="font-family: inherit;">Teacher bestie, you're not just a timekeeper; you're a time liberator! It's so important to make every moment in your classroom count so that you can spend more time taking care of yourself and your loved ones at home. Letâs embark on a journey to save time, embrace balance, and rock your teacher-life like the superstar you are. đđ</span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;"><span style="background-color: white; color: #374151;"><span style="font-family: inherit;">Want to save this post for later? Just click the image below and save to Pinterest!!</span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-family: Söhne, ui-sans-serif, system-ui, -apple-system, "Segoe UI", Roboto, Ubuntu, Cantarell, "Noto Sans", sans-serif, "Helvetica Neue", Arial, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Noto Color Emoji"; margin: 1.25em 0px; text-align: start; white-space-collapse: preserve;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTe5bCqKjtzjzOoD0s7opE-3AUF0PZ_FM_dkTXZDvmbYY3EHkz-I7HzAfn8u_iBzKdwqJFDkA6QluTHN5EBysqcgkByOm3r9VIeYBixxZtCSzey3mNObh9dBaEHen-rqniszuSPSkWIWiHgo6TgpS6k_OqNAiyGiDFiy0Ikx29dotAw70U6rUuzQplXBA/s1102/Class%20Library%20Checkout.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1102" data-original-width="735" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTe5bCqKjtzjzOoD0s7opE-3AUF0PZ_FM_dkTXZDvmbYY3EHkz-I7HzAfn8u_iBzKdwqJFDkA6QluTHN5EBysqcgkByOm3r9VIeYBixxZtCSzey3mNObh9dBaEHen-rqniszuSPSkWIWiHgo6TgpS6k_OqNAiyGiDFiy0Ikx29dotAw70U6rUuzQplXBA/w426-h640/Class%20Library%20Checkout.png" width="426" /></a></div><br /><span style="background-color: white; color: #374151; font-size: 16px;"><br /></span><p></p><div style="text-align: center;"><b>With Aloha,</b></div></div><div style="text-align: right;"><br /></div><span style="font-family: inherit;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></span></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-73012090912434402082023-06-27T07:22:00.002-10:002023-06-27T07:22:20.664-10:00Setting the Foundation for Success with Beginning of Year Math Assessments<center><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-size: 16px; margin: 1.25em 0px; text-align: start; white-space: pre-wrap;"><span style="background-color: white;"><span style="font-family: inherit;">As educators, we know that a strong foundation is the key to success in any subject. When it comes to math, building upon the essential concepts from the previous grade level is crucial for students to thrive in their current grade level standards. That's why I'm so excited to present to you these <a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Category/Beginning-of-Year-Math-Assessments-536767?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Beginning%20of%20Year%20Math%20Assessment%20Post"><span style="color: #ff00fe;">Beginning of Year Math Assessments</span></a> for Grades 2, 3, and 4. </span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-size: 16px; margin: 1.25em 0px; text-align: start; white-space: pre-wrap;"><span style="background-color: white;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="background-color: white;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0V_JwVH2EAhW0S1PJUBoY7Pbm2n-m-jMd-VU8bnOeX3jfAwrYHjMPMKmHnhEpi3oY3mkhQ7pr72Ce4T4sUhRONXpxUW7LzA1-gE7ioFPekMe7BR_zscroWxk1KzcSfetRv5gOabrEDoowMRlX732tTOGkdn6HhtW4jQx6_k2-Y1M0NXj1BanPo3NypV4/s2240/BOY%20Assessment%20Blog%20Post.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1260" data-original-width="2240" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0V_JwVH2EAhW0S1PJUBoY7Pbm2n-m-jMd-VU8bnOeX3jfAwrYHjMPMKmHnhEpi3oY3mkhQ7pr72Ce4T4sUhRONXpxUW7LzA1-gE7ioFPekMe7BR_zscroWxk1KzcSfetRv5gOabrEDoowMRlX732tTOGkdn6HhtW4jQx6_k2-Y1M0NXj1BanPo3NypV4/w640-h360/BOY%20Assessment%20Blog%20Post.png" width="640" /></a></span></div><span style="background-color: white;"><span style="font-family: inherit;">These assessments not only provide teachers with an immediate baseline of their students' abilities but also serve as a valuable tool to reinforce essential skills while establishing rules, routines.</span></span><p></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-size: 16px; margin: 1.25em 0px; text-align: start; white-space: pre-wrap;"><span style="background-color: white;"><span style="font-family: inherit;"> In this blog post, we will explore the benefits of using these assessments and shed light on the importance of focusing on foundational concepts and classroom dynamics at the start of the year.</span></span></p></center><h2></h2><h3><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;"><u><span style="color: #ff00fe;">Baseline Assessment:</span></u></span></center></h3><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;">Understanding where your students stand at the beginning of the year is vital for effective planning and instruction. These Beginning of Year Math Assessments serve as a comprehensive tool to evaluate your students' grasp of the previous grade level's Common Core Math Standards. By identifying areas of strength and weakness, you gain valuable insights into your students' needs, allowing you to tailor your teaching strategies accordingly.</span></center><center><div style="text-align: start;"><span style="white-space-collapse: preserve;"><br /></span></div></center><h2></h2><h4><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;"><u><span style="color: #ff00fe;">Strengthening Foundational Concepts:</span></u></span></center></h4><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;">These Beginning of Year Assessments for Grades 2, 3, and 4 specifically target the essential skills and knowledge from the previous grade level. By revisiting and reinforcing the concepts that students struggle with, you can solidify your students' foundation in mathematics and make learning current grade level standards go quickly and smoothly. In my classroom, I like to use the first few weeks to review previous grade level content I know students need extra support with, build strong number sense, and strengthen classroom procedures and routines. </span></center><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;"><br /></span></center><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;">After administering the assessment, you're provided with Small Group Planning sheets that specifically target what extra support your students need based off the questions answered incorrectly. This is a great way to begin small group instruction in your classroom and building those routines and expectations. </span></center><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;"><br /></span></center><center><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7mugr2zdcj25XBxmdhB4Fkb_70D9KKs6ezcl1NapBtD_4b7ugooPzcqQs5TumTCr5OyE9RdyZAKr9EgmHXPzNAhZM-Z3joS_GhlaUQue4jLEt5idgIp8hlF8_i8OifUdTgzSKig3VObQM6ZTmJQNyakYbvRr3YiWe4GtiWcFe3pMIsosLK1AD_QIadHQ/s720/BOY%20assessment%20blog.001.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7mugr2zdcj25XBxmdhB4Fkb_70D9KKs6ezcl1NapBtD_4b7ugooPzcqQs5TumTCr5OyE9RdyZAKr9EgmHXPzNAhZM-Z3joS_GhlaUQue4jLEt5idgIp8hlF8_i8OifUdTgzSKig3VObQM6ZTmJQNyakYbvRr3YiWe4GtiWcFe3pMIsosLK1AD_QIadHQ/w640-h480/BOY%20assessment%20blog.001.jpeg" width="640" /></a></div><br /></center><h2></h2><h4><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;"><u><span style="color: #ff00fe;">Establishing Rules, Routines, and Procedures:</span></u></span></center></h4><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;">The beginning of the school year is an opportune time to establish a positive classroom environment and set clear expectations for your students. Focusing on rules, routines, and procedures lays the groundwork for a productive learning atmosphere for the rest of the year. Our <a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Category/Beginning-of-Year-Math-Assessments-536767?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Beginning%20of%20Year%20Math%20Assessment%20Post">Beginning of Year Math Assessments</a> can be seamlessly integrated into your classroom routines, allowing you to incorporate essential review activities while emphasizing the importance of structure and discipline. By dedicating time to these foundational elements, you create a solid framework that will support your students' progress throughout the year.</span></center><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;"><br /></span></center><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;">Want to read more about routines and procedures? Check out this <a href="https://www.teachinginparadise.com/2015/07/5-tips-for-new-teachers.html">blog post.</a></span></center><center><div style="text-align: start;"><span style="white-space-collapse: preserve;"><br /></span></div></center><h2></h2><h4><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;"><u><span style="color: #ff00fe;">Parent Collaboration:</span></u></span></center></h4><center><span style="background-color: white; font-family: inherit; font-size: 16px; text-align: start; white-space-collapse: preserve;">Effective communication with parents is vital for student success. With our <a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Category/Beginning-of-Year-Math-Assessments-536767?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Beginning%20of%20Year%20Math%20Assessment%20Post">Beginning of Year Math Assessments</a>, you can engage in proactive discussions with parents, providing insights into their child's strengths and areas that may require additional support. By sharing assessment results and highlighting specific skill areas, you enable parents to be active partners in their child's education. This collaborative approach fosters a strong home-school connection, setting the stage for continued support and growth throughout the academic year.</span><br /><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-size: 16px; margin: 1.25em 0px; text-align: start; white-space: pre-wrap;"><span style="background-color: white;"><span style="font-family: inherit;">These <a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Category/Beginning-of-Year-Math-Assessments-536767?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Beginning%20of%20Year%20Math%20Assessment%20Post">Beginning of Year Math Assessments</a> offer teachers a valuable resource to assess student abilities, reinforce foundational concepts, and establish a positive classroom environment. By utilizing these assessments, you can gain valuable insights into your students' needs, develop targeted instruction plans, and collaborate effectively with parents. Remember, a strong foundation sets the stage for success in mathematics and beyond. Start the year right with our comprehensive assessments and unlock your students' full potential.</span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-size: 16px; margin: 1.25em 0px; text-align: start; white-space: pre-wrap;"><span style="background-color: white;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="background-color: white;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZCN1WJNPRAv5xn4XG7JWDsbNZerl9F7PBizkFC5UInEGRKzCTucCuiHd6XDKrSaaRMQ72GoS9ajldoUij8yKmCQ7eISg-Wny6pOtP32mU0KQL6zvbgJKu787ERmNXFiScm9WBwcmfJm0vN5AukS0gKq2XYTJUCt0Jxd2YoJcW0l-wRrShur5TarPOJd4/s800/boy%20assessment%20photo.001.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="800" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZCN1WJNPRAv5xn4XG7JWDsbNZerl9F7PBizkFC5UInEGRKzCTucCuiHd6XDKrSaaRMQ72GoS9ajldoUij8yKmCQ7eISg-Wny6pOtP32mU0KQL6zvbgJKu787ERmNXFiScm9WBwcmfJm0vN5AukS0gKq2XYTJUCt0Jxd2YoJcW0l-wRrShur5TarPOJd4/w400-h400/boy%20assessment%20photo.001.png" width="400" /></a></span></div><span style="background-color: white;"><br /><span style="font-family: inherit;"><br /></span></span><p></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-size: 16px; margin: 1.25em 0px; text-align: start; white-space: pre-wrap;"><span style="background-color: white;"><span style="font-family: inherit;">If you'd like to start your school year off on the right foot, you can purchase your <a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Category/Beginning-of-Year-Math-Assessments-536767?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Beginning%20of%20Year%20Math%20Assessment%20Post" target="_blank"><b><span style="color: #ff00fe;">Beginning of Year Assessments here</span></b></a> OR save this post to come back later. </span></span></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-size: 16px; margin: 1.25em 0px; text-align: start; white-space: pre-wrap;"><span style="background-color: white;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="background-color: white;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHDtLtuyam3OtaerB4kgUIZKmO5WnreGkGoltFMTcDrLoulfdDgml78VR3XUOCBZeygUrpUX2OffkEjbN03rq8BSrntf0e1zXgp0lFS_EKFBbO0UZaZJpKyWBYevWOZ_NhafD0fclghnBxTKJrRpXwTOoHyeuP3UyRq-qRgtf13mW-hWRbdMDGjI5vRKU/s1102/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1102" data-original-width="735" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHDtLtuyam3OtaerB4kgUIZKmO5WnreGkGoltFMTcDrLoulfdDgml78VR3XUOCBZeygUrpUX2OffkEjbN03rq8BSrntf0e1zXgp0lFS_EKFBbO0UZaZJpKyWBYevWOZ_NhafD0fclghnBxTKJrRpXwTOoHyeuP3UyRq-qRgtf13mW-hWRbdMDGjI5vRKU/w426-h640/1.png" width="426" /></a></span></div><p></p><p style="--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgba(69,89,164,.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 transparent; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 transparent; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 transparent; --tw-shadow: 0 0 transparent; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; border: 0px solid rgb(217, 217, 227); box-sizing: border-box; font-size: 16px; margin: 1.25em 0px; text-align: center; white-space: pre-wrap;"><span style="background-color: white;"><span style="font-family: inherit;">Aloha,</span></span></p><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-58253364928247730462022-11-12T09:48:00.000-10:002022-11-12T09:48:28.644-10:00Teaching Multiplication to 3rd Graders<center>If you're here reading this post - it's probably because you are a 3rd-grade teacher. #bestgradeever</center><center><br /></center><center>Although I love the grade level, I must admit that 3rd-grade teachers are bridging the academic gap from the lower grades to the upper grades. You have SO MUCH new content to teach your kiddos through the course of the year and it can be A LOT.</center><center><br /></center><center>Over the years, I've really taken a look at my own teaching to learn how to make math, make sense for my students. I found that "following the book" aka our school curriculum didn't work for me and my students. I found myself getting confused at times and most of all, my students weren't getting it how they were supposed to. </center><center><br /></center><center>I took a deep dive into the standards and am here to share some tips and tricks that I've learned along the way to help my kiddos learn these math standards. If you're interested, you can sign up for <a href="https://view.flodesk.com/pages/611fe332c5c19b9c27479a43"><span style="color: #ff00fe; font-size: large;"><b>my email list geared specifically to helping 3rd-grade teachers. </b></span></a></center><center><br /></center><center><span style="font-size: large;">So today- let's chat about Introducing Multiplication</span></center><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrG14XLpbuJhBgdAaIkLxm8gR-s4x1yi8rrbkJaJzpqJdrvefcWWaOjJzTgKPIt1PslygRZ4Mq2dOyfliMTBKMGHA9mraCjWniQMBoJQj0_E--6E9Vc8ssZZuvv7js85OksgNDX9gvFCT6AvWZiud7yuMUCqz9650gHjdISm6Cf0F_UJMp6UcgNPBA/s2240/Introducing%20Multiplication.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1260" data-original-width="2240" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrG14XLpbuJhBgdAaIkLxm8gR-s4x1yi8rrbkJaJzpqJdrvefcWWaOjJzTgKPIt1PslygRZ4Mq2dOyfliMTBKMGHA9mraCjWniQMBoJQj0_E--6E9Vc8ssZZuvv7js85OksgNDX9gvFCT6AvWZiud7yuMUCqz9650gHjdISm6Cf0F_UJMp6UcgNPBA/w640-h360/Introducing%20Multiplication.png" width="640" /></a></div><br /><center><span style="font-family: inherit; font-size: 18px; text-align: left;">The way in which you go about introducing multiplication and getting your students thinking about it is critical for their later understanding and application of the concept. </span></center><center><div data-paragraph="true"><span style="font-size: 18px;"><span style="color: #ff00fe; font-family: inherit;"><h2><strong style="color: #ff52a9; text-align: left;"><u>Make it Concrete</u></strong></h2></span></span></div><div data-paragraph="true"><div data-paragraph="true"><span style="font-size: 18px;">When you first introduce multiplication, you want to be sure to emphasize that multiplication is <strong>all about equal groups.</strong></span></div><div data-paragraph="true"><span style="text-align: left;"> </span></div><div data-paragraph="true"><span style="font-size: 18px;">Before even jumping into the concept, talk to your students about things that <i>most always come in groups. </i>A fun way to do this is to allow them to brainstorm these items on chart paper and organize them by the number in each group. For example, eggs usually come in a dozen, juice or soda usually come in 6 packs, etc.</span></div><div data-paragraph="true"> </div><div data-paragraph="true"><span style="font-size: 18px;">Once they understand that objects come in a group, youâll want to ask them how they would figure out the total number of juices if someone had bought 4 juice packs from the store. </span></div><div data-paragraph="true"><span style="font-size: 18px;">For this, I like to give my students unifix cubes and allow them to actually represent the scenario. This is powerful because students can SEE the representation in a concrete way. </span></div><div data-paragraph="true"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin9uhYg75H0yKxl9g2wqICJ_O4IWz3LG_3hWC-U6wgRqpoJ-ln4pq9cRpPLmkgIoIGy-4Ea4_i5XH-rRtOpgVG2xDk4IXR6ljeb7GllI1UrIK0Vr_FliuTV0ymQVbOMTbBEABqPZOcNWsQs_jl-hE4BkjmRVN6_vqLeFTFvNRP-zo4mknDE4FVdZq2/s1024/Multiplication%20Post.001.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin9uhYg75H0yKxl9g2wqICJ_O4IWz3LG_3hWC-U6wgRqpoJ-ln4pq9cRpPLmkgIoIGy-4Ea4_i5XH-rRtOpgVG2xDk4IXR6ljeb7GllI1UrIK0Vr_FliuTV0ymQVbOMTbBEABqPZOcNWsQs_jl-hE4BkjmRVN6_vqLeFTFvNRP-zo4mknDE4FVdZq2/w400-h300/Multiplication%20Post.001.jpeg" width="400" /></a></div><br /><span style="font-size: 18px;"><br /></span></div><div data-paragraph="true"><span style="font-size: 18px;">To find out the total number of juice, students will most likely figure this out by using repeated addition or skip counting.</span></div><div data-paragraph="true"> </div><div data-paragraph="true"><span style="font-size: 18px;">This is where you will make the connection that multiplication is all about equal groups of items. You cannot multiply if you do not have equal groups (groups with the same amount of objects in each group).</span><span style="font-size: 18px;"> </span></div><div data-paragraph="true"><span style="color: #ae89ff; font-size: 18px;"><br /></span></div><div data-paragraph="true"><b><span style="font-size: 18px;">The reason itâs important to emphasize this is for when it comes to word problems. If you teach your students to draw out the information they know in word problems- they can easily identify when itâs multiplication</span><span style="font-size: 18px;"> </span><span style="font-size: 18px;"><u>and you wonât need to rely on keywords.</u></span></b></div><div data-paragraph="true"><br /></div><h2> <strong style="color: #ff52a9; text-align: left;"><u>Share the PURPOSE</u></strong></h2><div data-paragraph="true"><span style="font-size: 18px;">Being a good mathematician is all about being efficient. Ask your students how they might solve a problem if you bought 85 packs of juice. Would it be smart to use repeated addition? Obviously not- which is why we have multiplication! </span></div><div data-paragraph="true"> </div><h2><span style="color: #ff52a9;"><strong><u>Practicing Multiplication</u></strong></span></h2><div data-paragraph="true"><span style="font-size: 18px;">When your students see expressions such as 4 x 3, you want to train them to read it and think of it as 4 groups of 3. </span></div><div data-paragraph="true"> </div><div data-paragraph="true"><span style="font-size: 18px;">Training your students to read expressions in this way gives meaning behind the abstract representations. They can easily visualize how to represent this expression. </span></div><div data-paragraph="true"> </div><div data-paragraph="true"><span style="font-size: 18px;">When working on this standard, I like to throw out expressions and have my students represent it in a variety of ways: equal groups, repeated addition, an equation, array, and bar model drawing. </span></div><div data-paragraph="true"><span style="font-size: 18px;"><br /></span></div><div data-paragraph="true"><div data-paragraph="true"><div data-paragraph="true"><span style="font-size: 18px;"><b>This gets students to really visualize and understand the meaning behind each expression. </b></span></div></div></div><div data-paragraph="true"><span style="font-size: 18px;"><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Multiplication-Printables-1634777?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Multiplication%20Post" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="532" data-original-width="606" height="352" src="https://blogger.googleusercontent.com/img/a/AVvXsEifv22t0GTroFhBGbzsTvKp99r92JmIeNPZauhXGJrDmzhC3baGfRjkJ_YWa6oyIljTZ7b91bxA5PmEau28O994t0ygB_2BI8tLh-JugG51McuItcH7AdfjANVqkyhT8hxYouvMfo5nH6ltpDnYkOPtJdw3PRn7HAzcuMsyx-HsMI1GKQbz6wrLL6jq=w400-h352" width="400" /></a></div><br /></span><div data-paragraph="true"><span style="font-size: 18px;">You can find this organizer </span><a href="https://www.teacherspayteachers.com/Product/Multiplication-Printables-1634777?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Multiplication%20Post"><span style="color: #ff52a9; font-size: 20px;"><strong><u>here</u></strong></span><span style="font-size: 20px;"><strong><u> </u></strong></span></a></div><div data-paragraph="true"> </div><div data-paragraph="true"><span style="font-size: 18px;">As I'm introducing 3.OA.1, I train my kiddos to see/visualize and represent multiplication in all these ways. Having them think of the expressions as 'groups of', helps them to understand the <i>meaning</i> of each expression. </span></div><div data-paragraph="true"><span style="font-size: 18px;"><br /></span></div><div data-paragraph="true"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5gkrI39XC_kP_u8FaW5_8EqzXBJV4-5qJO02RQJWQNgr1KQkl7ypynwYztfUQfgMg9gfq5iV7tPAH-7-hFp0QPtglMPU1HkGycbYkhYuO8EoooJHtCQip2ETq9zpJshsij5ntSnyE000PyqA_7szB_B-l9BLoDR5hAFMESEUCbNEjvW_77GcUuhWe/s3072/IMG_2631.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3072" data-original-width="3072" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5gkrI39XC_kP_u8FaW5_8EqzXBJV4-5qJO02RQJWQNgr1KQkl7ypynwYztfUQfgMg9gfq5iV7tPAH-7-hFp0QPtglMPU1HkGycbYkhYuO8EoooJHtCQip2ETq9zpJshsij5ntSnyE000PyqA_7szB_B-l9BLoDR5hAFMESEUCbNEjvW_77GcUuhWe/w400-h400/IMG_2631.JPG" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">I found that focusing on building understanding of what multiplication truly is, having students practice representing multiplication, and teaching them strategies to learn their multiplication facts all lead to students being able to solve word problems with ease. </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">If you're interested, all of the worksheets I use to teach multiplication can be found <a href="https://www.teacherspayteachers.com/Product/Multiplication-Printables-1634777?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Introducing%20Multiplication"><span style="color: #ff00fe; font-size: large;"><b>here. </b></span></a></div></div><div data-paragraph="true"> </div><div data-paragraph="true"><a href="https://www.teacherspayteachers.com/Product/3-OA-1-Quick-Check-Print-Digital-7230695?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Multiplication%20Post" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2130" data-original-width="2124" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLN_cvix57uhZMhwTnBlLdoPLomLugM9mNjzDPsxJ7_hGHuTafdRVISEXKlZHgIvnsAET4tX6PyDRmJvbstddTO-U1reNCTD7N2URJnvcsfsIDSFE2uQsaOffeNXMdjZhqL892BYPsFUUqoea-uusucqt7VF3n8AvFo0z24nt3oMdYlabcrhv56NMs/s320/3.OA.1%20Quick%20Check.png" width="319" /></a></div><div data-paragraph="true"> </div></div><div data-paragraph="true"><span style="font-size: 18px;">As you begin to wind down teaching 3.OA.1, don't forget to grab these </span><a data-custom="link" href="https://www.teacherspayteachers.com/Product/3-OA-1-Quick-Check-Print-Digital-7230695?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Multiplication%20Post"><span style="color: #ff52a9; font-size: 18px;"><strong><u>Quick Checks</u></strong></span></a><span style="font-size: 18px;"> to use as formative assessments. They can be used as quick exit passes to assess student learning and guide instruction for the following day!</span></div><div data-paragraph="true"> </div><div data-paragraph="true"><span style="font-size: 18px;">There are half-sheet quick checks along with self-grading Google Forms! </span></div><div data-paragraph="true"> </div><div data-paragraph="true" style="text-align: center;"><span style="font-size: 18px;">Until next time,</span></div></div><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-87260990179288889632022-09-26T13:15:00.004-10:002022-09-26T13:15:37.609-10:005 Ways to Get Your Students Reading to Boost Achievement!<center><span id="docs-internal-guid-6ad7702b-7fff-74a2-7ec6-3e84e4b27cb2"><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: #222222; font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Are your students </span><span style="background-color: transparent; color: #222222; font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">reading 15 minutes a day</span><span style="background-color: transparent; color: #222222; font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">? If not they should be! Research shows that </span></p><span style="color: #222222; font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">r</span><span style="color: #343e47; font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">eading for 15 minutes a day</span><span style="color: #343e47; font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> makes all the difference between a successful student and a struggling student. But why 15 minutes?</span></span></center><center><span style="color: #343e47; font-family: Arial;"><span style="font-size: 14.6667px; white-space: pre-wrap;"><br /></span></span></center><center><span style="font-family: Arial;"><div class="separator" style="clear: both; color: #343e47; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0BhhOgZKCZGGB8SiXEFTYsThvyjPFXG_AcFC6rYqlQ6c5v1sGBf2GVflTuPckN-O4IeLNHa-vFioUQmOJ0jJkqFYj4Dl2YnnlFq6ay-vDqfA3U6XnQiRMZcn4kkYRAqj1QJaRpYJzMiSsYiyza4eIYm8n1lrNTnGT8FeTri7A6kQjIvPbWBm7nV5v/s2240/1.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1260" data-original-width="2240" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0BhhOgZKCZGGB8SiXEFTYsThvyjPFXG_AcFC6rYqlQ6c5v1sGBf2GVflTuPckN-O4IeLNHa-vFioUQmOJ0jJkqFYj4Dl2YnnlFq6ay-vDqfA3U6XnQiRMZcn4kkYRAqj1QJaRpYJzMiSsYiyza4eIYm8n1lrNTnGT8FeTri7A6kQjIvPbWBm7nV5v/w640-h360/1.png" width="640" /></a><span style="background-color: white;"> </span></div><div class="separator" style="clear: both; text-align: center;"><span id="docs-internal-guid-511ac234-7fff-eb7b-435c-f4611639dd89"><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><h1 style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; padding: 0pt 0pt 11pt;"><span style="color: #222222; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Importance of Reading</span></h1><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: #fcfcfc; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">A study comparing the engaged reading time and reading scores of more than 2.2 million students found that students who were </span><span style="background-color: #fcfcfc; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">reading 15 minutes a day</span><span style="background-color: #fcfcfc; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> or more got a higher reading score than the national average. Growth in a student's reading skills only happens when that student reads for at least 15 minutes a day. </span></p><br /><p dir="ltr" style="color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: white; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">In this same study it was found that students who read less than 5 minutes a day saw the lowest level of growth in their reading scores. Their scores were also well below the national reading average. Students who read between 5 and 14 minutes per day did a little better, but their scores were also below the national average. </span><span style="color: black; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">â15 minutes seems to be the âmagic numberâ at which students start seeing substantial positive gains in reading achievement.â </span><a href="https://www.renaissance.com/2018/01/23/blog-magic-15-minutes-reading-practice-reading-growth/" style="text-decoration-line: none;"><span style="color: #1155cc; font-size: 11pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Renaissance</span></a></p><p dir="ltr" style="color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span></p><p dir="ltr" style="color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="border: none; display: inline-block; height: 445px; overflow: hidden; width: 295px;"><img height="445" src="https://lh4.googleusercontent.com/gqh7Hc_KVkI5jKhW0BPEfW_aAy1rWqukwNZHXm4SNrwSz5mCFKbdkdhIcYRfaxupQqL1couJ-O_td7ItB2myORZh6xzk1H0CV9HYUyMFFe8aZkjr6tY9x5GFZ8lRmyWz0PvZInwZzxG6iNxNVQH3fo5xSRJq54e1uKnsOm3dAZ_La3LrjhRFW7MPAg" style="margin-left: 0px; margin-top: 0px;" width="295" /></span></span></p><br /><p dir="ltr" style="color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Reading Linked to Student Success in School </span></p><br /><p dir="ltr" style="color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: white; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">According to a study of the Programme of International Student Assessment (PISA) scores of over 174,000 students around the world, there is a connection between a studentâs reading practice and performance. </span><a href="https://talentnook.com/blog/the-15-minute-magic-elevate-your-childs-reading" style="text-decoration-line: none;"><span style="background-color: white; color: #1155cc; font-size: 11pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Talentnook</span></a></p><br /><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; padding: 0pt 0pt 11pt;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">So what is the difference between a student who reads for less than 15 minutes a day and a student who reads for more than 30 minutes a day? It canât be that big of a difference, right? <b><u>Wrong</u></b>. There is actually a huge difference. The difference is 12 million.</span></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; padding: 0pt 0pt 11pt;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">By the time a student graduates high school, a student reading for 30 minutes or more a day will encounter 13.7 million words. And the number of words their classmates who arenât</span><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"> reading 15 minutes a day</span><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> will encounter? 1.5 million words. It is so important that our students are </span><span style="background-color: transparent; color: black; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">reading </span><span style="background-color: transparent; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">15 minutes per day</span><span style="background-color: transparent; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> because it will greatly impact their success and achievement in school. </span></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; padding: 0pt 0pt 11pt;"><span style="background-color: transparent; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="border: none; display: inline-block; height: 303px; overflow: hidden; width: 456px;"><img height="303" src="https://lh6.googleusercontent.com/TvV3PRBnLxF20PguyWCKtFN4M7Y9e89C0MY5kunkTGPWTggfhktVwmlpiDanMvc9tBfSkmpbYaeiR4m9Nf1eFAdNCxDPY-ufNgMqNH83N5MyRI9x0x5JZDa-RQazjZ05ffY8raIY1ILsEZVa8FmxtjeOM0g5mzdxxnMd3iaYxJu4QwvrsRrIPtQ2WA" style="margin-left: 0px; margin-top: 0px;" width="456" /></span></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222;"><span style="white-space: pre-wrap;"><b>SO WHAT SHOULD YOU DO WITH THIS INFORMATION?!</b></span></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #343e47;"><br /></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #343e47;"><b>1. Encourage Reading in Your Classroom, in any way or form. </b></span></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">It is so important that we encourage our students to read. Some of the ways we can do this is to invite them to reread, or read it again and again. Rereading builds speed and accuracy and helps students gain confidence in their reading skills. </span></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">
For our youngest readers, teaching them that reading the pictures is also a form of reading. This will help them to feel capable of reading and begin a love for reading at an early age. </span></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b>2. Teach Students to Find Just Right Books</b></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222;"><span style="font-size: 14.6667px; white-space: pre-wrap;">Teaching students to find books that are a good fit is also extremely important. If students are reading books that are too difficult for them and/or not of interest, that is surely a way to discourage them from wanting to read more. By teaching them how to properly shop for books, we can help to build that love of reading.</span></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222;"><span style="font-size: 14.6667px; white-space: pre-wrap;"><br /></span></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222;"><span style="font-size: 14.6667px; white-space: pre-wrap;">When teaching students to book shop, have them open up a book and read through a few paragraphs. Can they read and understand most of the words? Is it too easy? Does what they are reading interest them? Is the type of book interesting to them? </span></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222;"><span style="font-size: 14.6667px; white-space: pre-wrap;"><br /></span></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222;"><span style="font-size: 14.6667px; white-space: pre-wrap;">If so- this is a good fit. If not, they can return it and find a new one. I also like to let students know that it's totally okay to start a book and decide that you don't like it. </span></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #343e47;"><br /></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #343e47;"> 3. <b>Organize Your Class Library to Make Book Shopping Easy</b></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #343e47;"> Let's be honest- finding books in a library are rather difficult if you are just browsing and don't have a specific author or title in mind. I believe it's important to organize your own classroom library so that it's easy for students to find books they love reading. We don't wan't students to get discouraged from reading because it's too difficult to find a book!</span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Library-Book-Bin-Labels?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Importance%20of%20Reading%20Blog%20Post" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="831" data-original-width="828" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7W9w701MfzVmOGm_bow1AW8ow12asXkxqdo8zb_e3d9IkrjRiq_1n7AfAVfiMtwsdQJm0RMwWE0PtL81qrJ6i9tYJ_V7Q17rtMFdkMixFQccrrJ7ElsBTAdAUR7gD6uoLmqHtKMrM-tVo6bn5EF2_8oWikdpCCjUXfNWMxq2EJOcOuZYw99AFLp1j/w399-h400/Library%20Labels.jpg" width="399" /></a></div><br /><span style="color: #343e47;"><br /></span><p></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #36403e; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Book bins are a great way to keep books organized and the best thing about it is that students can pull a bin out and easily look through to find a book they like. Students often check out books by looking at their covers. They are much more likely to pull out a book if they can see the cover versus just the spine. </span></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #36403e; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="color: #36403e; font-size: 14.6667px;">The other great thing I love about the bins is that you can choose different ways to organize your books to make book shopping easier for students. In my own classroom library, I had my books sorted out by popular chapter series, favorite authors, and genre. This way, students could stick to the books they love, discover new books by their favorite author or even explore new books in their favorite genres. You can grab my library book bin labels </span><a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Search:library+labels?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Importance%20of%20Reading%20Blog%20Post"><b><span style="color: #ff00fe; font-size: medium;">here</span></b></a>.</span></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"> </p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"> </p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">4. Host a Book Drive</span> </p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Another great way to make books accessible to students is to host a book drive at your school!</span></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">If you have never heard of a book drive, </span><span style="background-color: transparent; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">it is where students bring in gently used books and swap them out for a new one. </span><span style="background-color: transparent; color: black; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The great thing about a book drive is that it </span><span style="background-color: transparent; color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">p</span><span style="background-color: transparent; color: black; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">rovides new books to students and also makes reading more accessible to those who may not have books at home. It also helps to encourage reading at home. </span><span style="color: #222222; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">I held one at my school a few years ago and it was a total hit!</span></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6ycm-Ti20r0qXWu51t6xojQz4QGsclINxnERs0LXI3erUCkoWjL6lVUAv2MeNBjAJFpS29JSWjqmGCGA6uPFbp00VzH0gYHrALIdTOqokpmck5e180qcbGNUaOcGTwNfoD1O2-dRKvzxfwzE4iRev1Df32ytPfmW_G5DSE8b3bV1mN2F14yTCOUIq/s1640/Book%20Drive.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="924" data-original-width="1640" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6ycm-Ti20r0qXWu51t6xojQz4QGsclINxnERs0LXI3erUCkoWjL6lVUAv2MeNBjAJFpS29JSWjqmGCGA6uPFbp00VzH0gYHrALIdTOqokpmck5e180qcbGNUaOcGTwNfoD1O2-dRKvzxfwzE4iRev1Df32ytPfmW_G5DSE8b3bV1mN2F14yTCOUIq/w640-h360/Book%20Drive.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><span><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span>To ensure book swap inventory stayed up, I required children to swap for the same type of book they brought in (chapter book for chapter book and picture book for picture book). To keep track, when kids came to give their books, they would get a colored ticket (indicating picture or chapter book). They could then choose however many books for the number of tickets they had. </span></div><br /><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia8CMRJlQAdjmp-JxK9MpbhApqtsH3nKwWWj_4F2Pk4Mpt_zxeP1QpTnSpSIDJdFo6Wri0vqUcdcw6LbLAluxtpjEOQiZjgyElxnkcqonpNuKCTrQvNE9qgJNUF0lNvsGcWBm7OZfv6Kladdqvd3WIiOo6w7G1uocGgHvDkT2yjUYSnSmaLUbv4gY_/s1024/book%20swap.001.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="768" data-original-width="1024" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia8CMRJlQAdjmp-JxK9MpbhApqtsH3nKwWWj_4F2Pk4Mpt_zxeP1QpTnSpSIDJdFo6Wri0vqUcdcw6LbLAluxtpjEOQiZjgyElxnkcqonpNuKCTrQvNE9qgJNUF0lNvsGcWBm7OZfv6Kladdqvd3WIiOo6w7G1uocGgHvDkT2yjUYSnSmaLUbv4gY_/w400-h300/book%20swap.001.jpeg" width="400" /></a></div><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p>If you have any questions for me about hosting your own book swap, feel free to DM me over on <a href="https://www.instagram.com/teachinginparadise/">Instagram @teachinginparadise</a>. <br /><br /><p></p><p dir="ltr" style="background-color: white; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: #222222;"><span style="white-space: pre-wrap;"><b>5. Make Time for Read Alouds, Daily</b></span></span></p><div>I know that as teachers, you are always strapped for time. However, research shows how important it is for students to be reading daily. By Incorporating read alouds into your school day you are modeling fluent reading for students, introducing them to new books and authors, and most importantly, helping them to find the joy in reading!</div><div><br /></div><div>I love to use Read Alouds to introduce new concepts that we are learning about. It's a great way to throw in a fun picture book. </div><div><br /></div><div>In addition, during the month of December, we read 1 Christmas/Winter story a day. The kids are so excited and look forward to these daily holiday read alouds. You'd be surprised how many students are not read to at home on a daily basis. </div><div><br /></div><div>So, no matter how old your students are, they all love to be read to! I've seen 6th graders in our school library so excited to sit on the ground for our librarian to read to them!</div><div><br /></div><div>If you're a 3rd grade teacher, get my list of favorite Gr.3 Read Alouds <a href="https://view.flodesk.com/pages/60cab4e4b5a11075241c807f"><b><span style="font-size: large;">here</span></b></a>.</div><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">As educators, we want to do all we can to ensure that our students are successful in school and later on in life. One of the best ways we can do this is to make books accessible and ensure that they are </span><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">reading</span><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> the magic number of </span><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">15 minutes a day</span><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">.</span></p><p dir="ltr" style="background-color: white; color: #343e47; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"> </p></span></div><span style="color: #343e47; font-size: 14.6667px; white-space: pre-wrap;">Until next time.</span></span></center><center><span style="font-family: Arial;"><span style="color: #343e47; font-size: 14.6667px; white-space: pre-wrap;"><br /></span></span></center><center><span style="font-family: Arial;"><span style="color: #343e47; font-size: 14.6667px; white-space: pre-wrap;">Aloha,</span></span><br /><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center><center><br /></center><center><p dir="ltr" style="color: #343e47; font-family: Arial; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="color: black; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Sources:</span></p><p dir="ltr" style="color: #343e47; font-family: Arial; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><a href="https://www.renaissance.com/2018/01/23/blog-magic-15-minutes-reading-practice-reading-growth/" style="text-decoration-line: none;"><span style="color: #1155cc; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">https://www.renaissance.com/2018/01/23/blog-magic-15-minutes-reading-practice-reading-growth/</span></a></p><br style="font-family: Arial;" /><p dir="ltr" style="color: #343e47; font-family: Arial; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><a href="https://talentnook.com/blog/the-15-minute-magic-elevate-your-childs-reading" style="text-decoration-line: none;"><span style="color: #1155cc; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">https://talentnook.com/blog/the-15-minute-magic-elevate-your-childs-reading</span></a></p></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-64104146298073664952021-10-14T06:46:00.001-10:002021-10-14T06:46:00.188-10:0012 Ways to Quickly Check for Student Understanding<center><span id="docs-internal-guid-a54a52df-7fff-8050-d367-0b2b69184b8a"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;">Teachers around the world are picking up the pieces and filling in learning gaps caused by school closures, distance learning, and concurrent teaching. Students havenât had a normal school year in 3 years. Sadly, this means a loss of learning time for many and teachers are having to fill in those gaps and address those needs. </span></span></p><span style="font-family: inherit; font-size: medium;"><br /></span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;">Despite planning stellar lessons to teach your grade-level standards we must not forget about checking for student understanding. This simple act of checking up on learning throughout your teaching will make a huge difference in your students <i><b>getting it</b></i>. Let me say it now...<u><b>Do NOT</b></u> worry about your pacing. Instead, worry about making sure that your students understand what you are teaching. Itâll all pay off in the end, I promise. </span></span></p><span style="font-family: inherit; font-size: medium;"><br /></span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;">Letâs dive into different ways on HOW to check for student understanding.</span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFBvuPG2Gtja4wO9nsvtYIFdksabewzHo8E2tmh5Z4HdJmBiuVfcWW1zWUCU_BvBnJr3JiI4p6ikl2bS8shHEHrrlD2L0VK185a45NkTShCiqB1Wk-0jZTC4U3jBVCLdm6xQ1TwhyzP0U/s2048/Formative+Assessment+Post.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1072" data-original-width="2048" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFBvuPG2Gtja4wO9nsvtYIFdksabewzHo8E2tmh5Z4HdJmBiuVfcWW1zWUCU_BvBnJr3JiI4p6ikl2bS8shHEHrrlD2L0VK185a45NkTShCiqB1Wk-0jZTC4U3jBVCLdm6xQ1TwhyzP0U/w640-h336/Formative+Assessment+Post.jpg" width="640" /></a></div></span><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><span style="font-size: medium;"><div style="font-family: inherit; text-align: justify;"><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><span style="color: #f411da;">Turn and Talk </span>- Turn and talks are so powerful because they can be used with any subject in so many different ways. You can pose a question to students such as "share with your partner what you think the main idea of this paragraph is and why". You can have them solve a problem independently then share with their partner how they solved it and why. You can have them explain a concept that was just taught. </span></div><div style="font-family: inherit; text-align: justify;"><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><br /></span></div><div style="font-family: inherit; text-align: justify;"><span style="font-family: inherit; text-align: left; white-space: pre-wrap;">As students are sharing with their peers, you can walk around the room to listen to their conversations. You may pop into some of them to ask follow-up or clarifying questions. Depending on how students respond, this gives you an idea of their level of understanding. </span></div><div style="font-family: inherit; text-align: justify;"><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><br /></span></div><div style="font-family: inherit; text-align: justify;"><span style="font-family: inherit; text-align: left; white-space: pre-wrap;">While walking around, be sure to jot down quick notes about what you're observing!</span></div><div style="font-family: inherit; text-align: justify;"><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><br /></span></div><div style="text-align: justify;"><div class="separator" style="clear: both; font-family: inherit; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJ9IPtGdIfJTNGbFTHat2E7ixFvofc1SiTiTr4jMw8-I1RXHbJcyuNFfvykAfos6wHIeeWAjG6ghhOKG4ip2xnKT9J98ePvu3zyzpRh-z8tv-A1HRlvj3Ggpmszit8HEEMSrI5a4v7g8/s720/Formative+Assessment+Blog+Post.001.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJ9IPtGdIfJTNGbFTHat2E7ixFvofc1SiTiTr4jMw8-I1RXHbJcyuNFfvykAfos6wHIeeWAjG6ghhOKG4ip2xnKT9J98ePvu3zyzpRh-z8tv-A1HRlvj3Ggpmszit8HEEMSrI5a4v7g8/w640-h480/Formative+Assessment+Blog+Post.001.jpeg" width="640" /></a></div><span style="text-align: left; white-space: pre-wrap;"><div style="text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Standards-Based-Grading-Assessment-Trackers-7258785?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Formative%20Assessment%20Post-%20Assessment%20Data%20Trackers">Click here</a> to get this observation sheet.</div></span></div></span><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><div style="color: #f411da; text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;"><span style="color: #f411da;">Thumbs Up, Thumbs Down</span>- Teach students to put their heads down for this one (to avoid them looking around and copying others) OR have them place their thumbs by their heart so only you can see them. Pose different questions to your kids and have them give you thumbs up or down. </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">You could also use this one to get a gauge of student understanding after introducing new concepts. Thumbs up if this is making sense and you feel confident. Thumbs sideways if it kind of makes sense and you need a little extra practice. Thumbs down if you are confused and need more help.</span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">*This of course will take talking to your students beforehand. Let your students know that it is OKAY if they don't understand and give you a thumbs down. If they aren't honest with you (and themselves) you won't be able to help them. Let them know that nobody else knows what they're showing you. Teach your kiddos to keep their thumbs showing until you tell them (to give you enough time to write down who needs extra help). </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div></span><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><div style="text-align: justify;"><span style="font-family: inherit;"><span style="color: #f411da;">Whiteboard Checks</span>- Whiteboard checks are great to use for math. Have students solve problems (teach them to hold their boards down while they write), then have them hold it towards their chest with the back of the board facing out. This is your cue that they are done. When most of your students have their answers completed, you can have them flip their boards and hold it above their heads. You can do a quick scan to see who got the answer correct and who didn't. </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;">Jot down notes about how students are doing. Again, you can use a checklist like the one shown for student observations to mark how kids are doing with the concept. You can choose to make 5-6 kids at a time for each problem.</div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">Whiteboard checks also pair well with task cards. This helps you to not have to think up of the problems. It can also be utilized well with multiple choice questions for longer answers like ELA.</div><div style="text-align: justify;"><br /></div></span><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><div style="text-align: justify;"><span style="font-family: inherit;"><span style="color: #f411da;">Pinch Cards</span>- Pinch cards are great to get quick snapshots of student learning. You can use double-sided pinch cards so that you have a variety of question types that you can use. True/False, ABCD, Yes/NO, Agree/Disagree.</span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTa8-peXCNpjathlPfdMOtJAjDqN5Lf8vaHzKcaa-NEPXtRLwT9b0dg-Kt87zLmrEhNf3P51WFIHD0M3X4ZkfYbRm3zKaG9XaqjvMLAi562iD8rYaDJ8FhLjwzZwqRC0xKrniLsC_ynUo/s2048/IMG_1279.HEIC" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTa8-peXCNpjathlPfdMOtJAjDqN5Lf8vaHzKcaa-NEPXtRLwT9b0dg-Kt87zLmrEhNf3P51WFIHD0M3X4ZkfYbRm3zKaG9XaqjvMLAi562iD8rYaDJ8FhLjwzZwqRC0xKrniLsC_ynUo/s320/IMG_1279.HEIC" width="240" /></a></div></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">If you're interested in the pinch cards shown above, <a href="https://drive.google.com/file/d/1vQJ1MHvPFmXsi3Y3UgFTkLi2tCK1-Xyk/view?usp=sharing">click here</a>. </span></div></span><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><div style="color: #f411da; text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;"><span style="color: #f411da;">Quick Checks/Exit Passes</span>- Assign quick exit passes to your students to check for understanding of the day's lesson. Use these quick checks to determine what you will cover in tomorrow's lesson and/or to determine your small groups. </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Category/Grade-3-Math-Quick-Checks-200913?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Formative%20Assessment%20Post-%20Quick%20Checks" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipMifN5poRfSPdv8EG7JjRRtE8UQ1bhZzSUKd6JsOmTWfVw6WqcOx5bMAU4j_NZoZ011GiQBCI2A7w6hYLS4VUnLc0louewxx8lQurg9ullIoOaRHoCM1bfkjDxPJwFo1F8I9iitpfjko/w640-h480/Formative+Assessment+Blog+Post.002.jpeg" width="640" /></a></div></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">Utilizing Exit Passes like <a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Category/Grade-3-Math-Quick-Checks-200913?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Formative%20Assessment%20Post-%20Quick%20Checks">this</a> will truly help you to avoid serious intervention issues later on. Your pacing may get slowed down, but it's better than keeping up with pacing and then later finding out that half your class do not understand what was taught in the last month!</span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">I am currently in the process of creating these <a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Category/Grade-3-Math-Quick-Checks-200913?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Formative%20Assessment%20Post-%20Quick%20Checks">Quick Check Assessments</a> for every single Grade 3 Math Standard. You can pick up what I have completed so far <a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Category/Grade-3-Math-Quick-Checks-200913?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Formative%20Assessment%20Post-%20Quick%20Checks">here</a>. </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">Be sure that you are following me on <a href="https://www.instagram.com/teachinginparadise/">Instagram</a> and <a href="https://www.teacherspayteachers.com/Sellers-Im-Following/Add/Teaching-In-Paradise">TPT</a> so that you can be notified when I post new resources (and Quick Checks). Any time I post something new, I will ALWAYS mark it down 50% off for the first 24 hours! </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="color: #f411da;">Graphic Organizers</span>- Graphic Organizers are a great way to assess reading comprehension! It's a quick snapshot to see if students are understanding the various comprehension strategies. </div><div style="text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Reading-Comprehension-Graphic-Organizers-5464910?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Formative%20Assessment%20Post-%20Graphic%20Organizers" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6Z3EQX0JhHRA5qZ62WG61ayHxev0ZTdCjeGVRSGTyy8mIDy_ehv5dggj5K4DqiGowhKvw9NnaMRlMYzElPCNoVFR4t8sc3So3hyIx0XLzBMeFyT9EAD2RI_kkXoMrvg1gfKsLx0dpBlM/w640-h480/Formative+Assessment+Blog+Post.003.jpeg" width="640" /></a></div><br /><div style="text-align: justify;"><br /></div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">I have a ton of <a href="https://www.teacherspayteachers.com/Product/Reading-Comprehension-Graphic-Organizers-5464910?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Formative%20Assessment%20Post-%20Graphic%20Organizers">Comprehension Graphic Organizers</a> readily available for you. The best thing about them is that there are both printable and digital options available. </div><div style="text-align: justify;"><br /></div></span><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><div style="text-align: justify;"><span style="font-family: inherit;"><span style="color: #f411da;">Frayer Model-</span> Yes, I know. Technically the Frayer model is a graphic organizer, but I felt this one needed to be a stand alone option. This is great because you can have students show their understanding in a variety of ways. You can truly see the understanding or lack of understanding through the various ways of representing something.</span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0ZjApTT67aK-t7UtM2xAQLGepD6BGfxbOhYeWUQRkLDiJ7gnD9oOc2W3BB-cyGEafLcyxRw9nHSsSFDg_AMQLMGwuzkhtvuzUEqCxqAMfYaVw7LwvAKUGcFB4iknie_GO8VZjsnrT6kQ/s720/Formative+Assessment+Blog+Post.004.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0ZjApTT67aK-t7UtM2xAQLGepD6BGfxbOhYeWUQRkLDiJ7gnD9oOc2W3BB-cyGEafLcyxRw9nHSsSFDg_AMQLMGwuzkhtvuzUEqCxqAMfYaVw7LwvAKUGcFB4iknie_GO8VZjsnrT6kQ/w640-h480/Formative+Assessment+Blog+Post.004.jpeg" width="640" /></a></div><br /><br /></span></div></span><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><div style="text-align: justify;"><span style="font-family: inherit;"><span style="color: #f411da;">DLIQ</span>- This is another great Exit Pass. This comes in the form of a Graphic Organizer. Students fill out each section below:</span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVdPDRW3i0QfpWInEqr7PLLnGueiRuEnPqAaEAm_gAWwCXb0RJRmVHkpAfKkEfqu1SK6Ud4kZdbxdzpxyaNhf2E0YTyJch2E4oeisjBDY9OI_LebCQ_7klUpxEv5pca0vtaFLVSvxkfyQ/s720/Formative+Assessment+Blog+Post.005.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVdPDRW3i0QfpWInEqr7PLLnGueiRuEnPqAaEAm_gAWwCXb0RJRmVHkpAfKkEfqu1SK6Ud4kZdbxdzpxyaNhf2E0YTyJch2E4oeisjBDY9OI_LebCQ_7klUpxEv5pca0vtaFLVSvxkfyQ/w640-h480/Formative+Assessment+Blog+Post.005.jpeg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;">To get a copy of this DLIQ sheet, <a href="https://drive.google.com/file/d/1TtHmCalSYzttwbp7qyb_PS8uzDJiNS7L/view?usp=sharing">click here.</a> </div><br /></div></span><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><div style="text-align: justify;"><span style="font-family: inherit;"><span style="color: #f411da;">Whip Around</span>- Whip Around and Pass works well for anything that can be answered with a quick response. You can decide if you want to allow students the opportunity to pass or not. </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">This works great with math facts, phonics practice, reading of sight words, etc. You can have a list on display, whip around the room and point to a different word, problem, or sound. Students must quickly respond then it's on to the next student.</span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">This is a fun one that students often feel like it's a game. I used to time how long it would take us, and they would set goals to beat their previous records! </span></div></span><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><div style="color: #f411da; text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;"><span style="color: #f411da;">Hashtag it</span>- Hand out sticky notes to students have them come up with hashtags for certain concepts. For example, you might ask them to hashtag multiplication. They might come up with #equalgroups #repeatedaddition #arrays #rowsandcolumns</span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: justify;"><span style="font-family: inherit;">As they exit the room, they can submit their sticky note (be sure to include names) so that you can quickly and easily see if they understand the concept. </span></div><div style="text-align: justify;"><br /></div></span><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><div style="text-align: justify;"><span style="font-family: inherit;"><span style="color: #f411da;">Observations</span>- Similar to the turn and talks, you would want to have some type of checklist to use while observing students. You could conduct observations while students are working independently (watch how their solving problems), listen in on conversations, observe them working on the computer, etc and take notes of what you notice. </span></div><div style="text-align: justify;"><span style="font-family: inherit;"><br /></span></div></span><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><div style="text-align: justify;"><span style="font-family: inherit;"><span style="color: #f411da;">Share Out</span>- Have students share their thinking! This gives you so much insight into their own understanding of certain concepts. You can ask follow up questions to really dig deeper at student understanding. This is so much more powerful than a paper pencil test because you can truly see conceptual understanding through students sharing aloud their thinking and reasonings. </span></div></span><center><br /></center><span style="font-family: inherit; font-size: medium;">Regardless of how you choose to formatively assess your students, make sure you are doing it on a daily basis! In addition, make sure it's quick and easy so that you're actually able to <b>check </b>those assignments and use it to inform instruction for the following day. </span></center><center><span style="font-family: inherit; font-size: medium;"><br /></span></center><center><span style="font-family: inherit; font-size: medium;">If you use any of these ideas, freebies or resources offered in this post, I would LOVE for you to share it and tag me on <a href="https://www.instagram.com/teachinginparadise/">Instagram</a> @teachinginparadise .. It would truly make my day :) </span></center><center><br /></center><center><span id="docs-internal-guid-7b5bab97-7fff-ed9d-e67a-f0532986c909"><h1 dir="ltr" style="line-height: 1.38; margin-bottom: 6pt; margin-top: 24pt;"><span style="font-family: "Bree Serif", serif; font-size: 18pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Save for Later!</span></h1><h1 dir="ltr" style="line-height: 1.38; margin-bottom: 6pt; margin-top: 24pt;"><span style="font-size: medium; font-weight: normal;">Don't want to forget about these tips? Pin the image below to save for later. </span></h1><div style="line-height: 1.38; margin-bottom: 6pt; margin-top: 24pt;"><span style="font-family: inherit;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcPS6Vvl-HgnniYp0FoU2YiHoHQwMN16syPmqOj5vkZpBO_bjfwrSAaUgC3J_Y_Zd3x1HpjcUR1wJcoFV5mJgR6aicRbLzGu-hBmcPBxsdLcuJCBdx3dOzZxInMO-FstdZEgIQW3erpvY/s1200/Formative+Assessment+Blog+Post.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcPS6Vvl-HgnniYp0FoU2YiHoHQwMN16syPmqOj5vkZpBO_bjfwrSAaUgC3J_Y_Zd3x1HpjcUR1wJcoFV5mJgR6aicRbLzGu-hBmcPBxsdLcuJCBdx3dOzZxInMO-FstdZEgIQW3erpvY/w426-h640/Formative+Assessment+Blog+Post.png" width="426" /></a></div></span></div><div style="line-height: 1.38; margin-bottom: 6pt; margin-top: 24pt;"><span style="font-family: inherit;"><span style="font-size: 14pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 400; vertical-align: baseline; white-space: pre-wrap;">Until Next Time...Aloha!</span></span></div></span></center><center><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-17248181611066304142021-10-07T15:57:00.003-10:002021-10-07T16:00:47.421-10:007 Tips for Planning Parent Teacher Conferences<center><span style="font-size: large;">I remember my very first year of teaching, I was SO NERVOUS for Parent-Teacher Conferences that I thought I was going to throw up. Luckily, I had prepared well for conferences so I had all of my talking points, which was a good thing!</span></center><center><span style="font-size: large;"><br /></span></center><center><span style="font-size: large;">Over the years, I've perfected how I plan for conferences which have helped ease the nerves...but it is still a stressful time for sure. Today I'm here to share some tips on preparing for your parent-teacher conferences to help ease those jitterbugs.</span></center><center><br /></center><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyXLuVpLTgtKQ7FmdfbAYrC0EyU8JdSxP_kH28SR0DBPAEHWzp5SY2vCTxfZHO9PkXdvyLUkKFSd-KZ0BK_Xx84scpswZLYLP_2gLVKGyDrFekp8ncLnXp2b3j2hnBof9SimSTr4Mx0dk/s2048/PT+Conference+Post.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1152" data-original-width="2048" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyXLuVpLTgtKQ7FmdfbAYrC0EyU8JdSxP_kH28SR0DBPAEHWzp5SY2vCTxfZHO9PkXdvyLUkKFSd-KZ0BK_Xx84scpswZLYLP_2gLVKGyDrFekp8ncLnXp2b3j2hnBof9SimSTr4Mx0dk/w640-h360/PT+Conference+Post.png" width="640" /></a></div><br /><h1></h1><h1><center><span style="font-size: x-large;">1. Send Home a Parent Questionnaire</span></center></h1><center><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Parent-Teacher-Conference-Forms-384459?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Parent%20Teacher%20Conference%20Tips" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1666" data-original-width="1666" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0wmrQR9AGHTwUcjl8UG7B8-jWh6nDG6KkZO6pnmPvt0T5i60tliCMXRPggBKAS7cBm7-_1ZPZWFOu1iFO2AvA0awFV_7OrFQ9BFYobQudxdU6rCNuj9LalDsjdsDkSh6Xh9Q2xKqPoWA/w640-h640/1.jpg" width="640" /></a></div><div style="clear: both; text-align: center;"><span style="font-family: inherit; font-size: large; font-weight: 400; text-align: left;">Sending home <a href="https://www.teacherspayteachers.com/Product/Parent-Teacher-Conference-Forms-384459?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Parent%20Teacher%20Conference%20Tips">parent questionnaires</a> can help you to plan for your conferences. Choosing a questionnaire that asks parents what they feel their child's strengths and areas of need are can help you to know beforehand if the parent sees the same things you see in school. It can also help you to get a gauge of how your conference will go as well.</span></div><div style="clear: both; text-align: center;"><span style="font-size: large; font-weight: 400; text-align: left;"><br /></span></div><div style="clear: both; text-align: center;"><span style="font-size: large;"><span style="font-weight: 400; text-align: left;">In addition, plan to ask about any concerns that the parents have in your questionnaire. This will allow you the opportunity to address those concerns during your conference time. </span><span style="font-weight: 400; text-align: left;">Knowing the parent concerns ahead of time will help you to plan out your talking points and gather any necessary evidence pieces or resources that may be needed.</span></span></div></center><h1></h1><h1></h1><h1></h1><h1><center><span style="font-size: x-large;">2. Share Glows and Grows for Each Child</span></center></h1><p></p><center><span style="font-family: inherit; font-size: large;"><span style="font-weight: 400; text-align: left;">Many times, students are totally different at home than they are in school. We as teachers spend the majority of the day with these kids, we actually see them more than their own parents get to! </span><span style="font-weight: 400; text-align: left;">Because of this, it's nice to share Glows (Strengths) and Grows (Area for Growth) for each child. </span></span></center><p></p><p style="text-align: left;"></p><center><span style="font-weight: 400; text-align: left;"><span style="font-family: inherit; font-size: large;"><br /></span></span></center><center><span style="font-family: inherit; font-size: large;"><span style="font-weight: 400; text-align: left;">Having a </span><a href="https://www.teacherspayteachers.com/Product/Parent-Teacher-Conference-Forms-384459?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Parent%20Teacher%20Conference%20Tips" style="font-weight: 400; text-align: left;">checklist</a><span style="font-weight: 400; text-align: left;"> similar to this one makes conference prep easy. Not to mention, this sheet will become a sort of "cheat sheet" for your talking points.</span></span></center><p></p><center><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Parent-Teacher-Conference-Forms-384459?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Parent%20Teacher%20Conference%20Tips" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="2048" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_qYV_9V3_l-dyyiH8B2KX69bLReCrjXo2kDyXMcvbVK6iplTrgsqWAmKN1aniLd-Bu01lJYvMyjPSMYXEr1KCeRRl8gbXqEY2pVwJFJ0hv2bNxPVzXHthWLdpl9NoxV7wKgbw1Vg76X4/w640-h640/IMG_2651.JPG" width="640" /></a></div><br /><span style="font-size: large; font-weight: 400;">When planning for each child's conference, I check off the boxes or add notes for each individual child. I try to grab student work samples to show as examples for both grows and glows. I put them in order and paper clip them to each checklist. In addition, I add in any beginning of year assessment data to share with parents so they have an idea of how their child is performing academically.</span></center><center><span style="font-size: large; font-weight: 400;"><br /></span></center><center><span style="font-size: large; font-weight: 400;">As you go through the talking points on this sheet, you can pull out student work samples that address those Glows or Grows. Place the student work in the order of what you plan to discuss. </span></center><h1><center><div class="separator" style="clear: both; text-align: center;"></div></center></h1><h1></h1><h1><center><span style="font-size: x-large;">3. Plan and Organize in the Order of Your Conferences</span></center></h1><center style="text-align: center;"><span style="font-size: small;"><span style="font-weight: 400;"><br /></span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;">Know that you do NOT have to have ALL 28 of your conferences prepped and planned before any of your meetings begin!</span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;"><br /></span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;">A good rule of thumb is to be at least 2 days ahead of schedule in your planning. For example, if it's Monday, you have Monday and Tuesday's conferences all planned and prepped. At the end of the day on Monday, you can begin working on Wednesday's meeting prep. If something comes up for you on Monday afternoon, you don't need to worry about scrambling for Tuesday's conferences since it's already done.</span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;"><br /></span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;">Decide on what you would like to share with your parents. They truly appreciate seeing work their child </span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;">has completed, so try to incorporate showing samples while you talk. It also helps parents to better understand what you mean when you're able to show examples. </span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;"><br /></span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;">I use the above checklist to gather student work and figure out my talking points for each child's conference. In addition, I add the parent questionnaire to my paper-clipped stack. I go through the questionnaire to see if there are additional things I need to address and I'll write it at the bottom of my checklist (above). Any additional items I'll need will get paperclipped to that child's conference packet. </span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;"><br /></span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;">I add all of my paperclipped conference packets into a basket in the order that the conferences will happen with the most recent conference being at the top. I'll add a schedule into my basket too so I can refer back to it to keep myself on track/time. </span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;"><br /></span></span></center><center style="text-align: center;"><span><span style="font-family: inherit; font-size: large; font-weight: 400;">If you have breaks in between your conferences, use that time to begin working on prepping more meetings! </span></span></center><center style="text-align: center;"><span style="font-size: small;"><span style="font-weight: 400;"><br /></span></span></center><h1></h1><h1><center><span style="font-size: x-large;">4. Send Reminders</span></center></h1><center><span style="font-weight: 400;"><span style="font-size: large;">Be sure to send out reminders to your families notifying them about conference week coming up and the modified school schedule. In addition, you'll also want to send home reminders to families about their specific conference day and time. </span></span></center><center><span style="font-size: small;"><span style="font-weight: 400;"><br /></span></span></center><center><div class="separator" style="clear: both; font-size: medium; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Parent-Teacher-Conference-Forms-384459?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Parent%20Teacher%20Conference%20Tips" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="2048" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpqYEPAXud8ggChoKesWOEhIZFzEeux6yBURb_o8xWYM32b5nvJ7KStBa_RcXVlqdM0zaXEj5QiacLKppKnr1hiI1vOd6f53Qb1NP3QRA_VaWDVJGSX5KpFGyhyphenhyphen8xJwWn1GadVHtCoXMI/w400-h400/IMG_2649.JPG" width="400" /></a></div><div class="separator" style="clear: both; font-size: medium; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="font-weight: 400;"><span style="font-size: large;">You can print out simple <a href="https://www.teacherspayteachers.com/Product/Parent-Teacher-Conference-Forms-384459?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Parent%20Teacher%20Conference%20Tips">reminders like this</a>, fill them out for each child and staple them in the child's planner or communication notebook. </span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-weight: 400;"><span style="font-size: large;"><br /></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-weight: 400;"><span style="font-size: large;">I suggest sending home the reminder a few days in advance just in case a parent will need some time to rearrange their schedule.</span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-weight: 400;"><span style="font-size: large;"><br /></span></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-weight: 400;"><span style="font-size: large;">Sending reminders home for each child does take a little extra time, but if you can save yourself from missed conference blocks (and making them up later), that time on the front end to send reminders will be worth it!</span></span></div><div class="separator" style="clear: both; font-size: medium; text-align: center;"><span style="font-weight: 400;"><br /></span></div></center><h1></h1><h1><center><span style="font-size: x-large;">5. Set Up a Waiting Area Outside</span></center></h1><center><span style="font-weight: 400;"><span style="font-size: large;">Set a waiting area up outside for your families in case they arrive early for their conference block.Set out chairs for families to sit and wait and a table that has books or student work that parents can look through. This will help them to pass time comfortably.</span></span></center><center><span style="font-weight: 400;"><span style="font-size: large;"><br /></span></span></center><center><span style="font-weight: 400;"><span style="font-size: large;">In addition, be sure to include a sign on the door that reminds parents that you are currently in a conference. You'll be surprised how many parents will try to enter your room if you don't have a sign up!</span></span></center><center><span style="font-weight: 400;"><span style="font-size: large;"><br /></span></span></center><center><span style="font-weight: 400;"><span style="font-size: large;"> Next to that sign, it is also helpful to include a conference schedule so that families can see what time their conference begins and what time the conference before them ends. Sometimes parents with multiple kids get confused about which child is during what block. That schedule helps them to check and head off to the correct meeting!</span></span></center><center><a href="https://www.teacherspayteachers.com/Product/Parent-Teacher-Conference-Forms-384459?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Parent%20Teacher%20Conference%20Tips" style="font-size: medium; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1525" data-original-width="2048" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLepo97KW6D_bep2oS29cvISjJiFx_jAmGSOkrtji902Y6SXkq93Y-LBHP8E2zPpAbBwOkt5vs8zhqjMs1d71MVrcez4c1M5dHSeRdUEYGSbZzfWBsPOgKveGCSI69GQnC5VnfUYD7ktI/s320/Screen+Shot+2021-10-07+at+6.48.36+AM.png" width="320" /></a></center><center><span style="font-size: small;"><br /><span style="font-weight: 400;"><br /></span></span></center><h1><center><span style="font-size: small;"><div class="separator" style="clear: both; text-align: center;"></div></span></center></h1><h1></h1><h1><center><center><span style="font-size: x-large;">6. Set a Timer</span></center></center></h1><p></p><center><center><span style="font-weight: 400;"><span style="font-size: large;">You'll be surprised at how quickly your 15 or 20-minute conference block will go by! Set a timer at the start of each conference so that you don't get off schedule. Let your parents know that you'll be setting a timer so that you can honor the time of all families. </span></span></center></center><p></p><center><center><span style="font-weight: 400;"><span style="font-size: large;"><br /></span></span></center><center><span style="font-weight: 400;"><span style="font-size: large;">Set the timer to go off 3-5 minutes before the actual end of your conference so that you can address any final questions the parents may have. </span></span></center><center><span style="font-size: medium; font-weight: 400;"><br /></span></center></center><h1><center><center><center><span style="font-size: x-large;">7. Have Parents Write Letters to Their Child</span></center></center></center></h1><center><center><div><span><span style="font-size: large; font-weight: 400;">One of my absolute FAVORITE thing about conferences is having parents write a letter to their child. I ask parents to write an encouraging letter focusing on their child's strengths, what makes them proud, and to encourage their child to keep doing their best. </span></span></div><div><span><span style="font-size: large; font-weight: 400;"><br /></span></span></div><div><span><span style="font-size: large; font-weight: 400;">I provide a simple half sheet of paper and an envelope. Some parents will finish their letter during our meeting, work on it outside (and drop it in a basket I leave on the table), or some take it home and secretly send it back the next day. </span></span></div><div><span style="font-size: x-large;"><span style="font-size: medium; font-weight: 400;"><br /></span></span></div><div><span style="font-size: x-large;"><span style="font-size: medium; font-weight: 400;"><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Parent-Teacher-Conference-Forms-384459?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Parent%20Teacher%20Conference%20Tips" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1600" data-original-width="1200" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpC92O25bRxOlZl-DM7O0YkD69q4MNjMHtJmOGMVkgQA7mbG4RPP16VQ4B0hq3hxa1yJorb05TscoHokfhFapb9kf_zSPMARzrDXRGbpcg-VKe1hzg0cOPtwrIa2sch0OyzPyd4n1LhvI/w300-h400/image.png" width="300" /></a></div><br /></span></span></div><div><span><span style="font-size: large; font-weight: 400;">**If the child is in the conference, I kindly ask them to leave while I share a secret surprise with their parents. </span></span></div><div><span><span style="font-size: large; font-weight: 400;"><br /></span></span></div><div><span><span style="font-size: large; font-weight: 400;">Once all conferences are done, I'll leave the letters on each child's desk. Their faces are SO surprised and they LOVE reading what their parents have to say. Many of the children keep the letters in their binder or pencil boxes. I've seen students take them out to read when they're having bad days. </span></span></div><div><span><span style="font-size: large; font-weight: 400;"><br /></span></span></div><div><span><span style="font-size: large; font-weight: 400;">If you're interested in any of the conference sheets I shared in this post, you can snag them <a href="https://www.teacherspayteachers.com/Product/Parent-Teacher-Conference-Forms-384459?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Parent%20Teacher%20Conference%20Tips">here</a>. </span></span></div><div><span><span style="font-size: large; font-weight: 400;"><br /></span></span></div><div><span><span style="font-size: large; font-weight: 400;">I hope this post was helpful for you in planning and preparing for your Parent-Teacher Conferences. One thing to keep in mind, most of the time, parents are probably just as nervous as you to hear how their child is doing. </span></span></div><div><span style="font-size: x-large;"><span style="font-size: medium; font-weight: 400;"><br /></span></span></div><div><span style="font-size: x-large;"><span style="font-size: medium; font-weight: 400;"><br /></span></span></div><div><span style="font-size: x-large;">Save for Later!</span></div><div><span style="font-weight: 400; text-align: left;"><span style="font-size: medium;">Don't want to forget about these tips? Pin the image below to save for later. </span></span></div></center></center><h1><center style="text-align: center;"></center><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8TAmbvuTovss_9eSa8RkV7zYgrO790NI6ifmFf07YY4Sg73hxr2rcGNCnJxk1KnCoTFMXHWxq13p4IUDF5W9n7ezbh8Ldk1wbFeSBTUr5MZt2EyvPmat2M6j6R9TBt8fL_h-CXuwemr0/s1200/PT+Conference+Pin.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8TAmbvuTovss_9eSa8RkV7zYgrO790NI6ifmFf07YY4Sg73hxr2rcGNCnJxk1KnCoTFMXHWxq13p4IUDF5W9n7ezbh8Ldk1wbFeSBTUr5MZt2EyvPmat2M6j6R9TBt8fL_h-CXuwemr0/w426-h640/PT+Conference+Pin.png" width="426" /></a></div><br /><center><span style="font-size: large; font-weight: 400; text-align: left;">Until Next Time...Aloha!</span></center><center><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" style="text-align: left;" width="200" /></center></h1>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-67308925546629291242021-09-21T12:11:00.003-10:002021-09-21T12:11:26.019-10:00What are the SMPs Part 2<center><span id="docs-internal-guid-41bf53d9-7fff-ecb6-411a-7a271f672ce3"><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;">Why hello, there teacher friend! I'm back this week to share about the last 4 Standards for Mathematical Practices. If you missed my previous post that included information about the first 4 practice standards, you can <a href="https://www.teachinginparadise.com/2021/09/what-are-smps-standards-for.html">find that here. </a></span></p><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">Let's jump in, shall we?! </p><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><div class="separator" style="clear: both; font-family: inherit; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjg95KVAOYB3WzKkSuc96CnXWZpNi4PXzJoaG5w1RcsOBaprBcsc6Oilh-R0k7RcYnxCXvTapnT3vnFkOIM43wK_P2XkAAM1CsiNAX9Txwpuk6e1wikgn2EYnHhw9g_w9TPpHSaiwBdQvY/s1200/SMP+Blog+Post+%25281%2529.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjg95KVAOYB3WzKkSuc96CnXWZpNi4PXzJoaG5w1RcsOBaprBcsc6Oilh-R0k7RcYnxCXvTapnT3vnFkOIM43wK_P2XkAAM1CsiNAX9Txwpuk6e1wikgn2EYnHhw9g_w9TPpHSaiwBdQvY/w426-h640/SMP+Blog+Post+%25281%2529.png" width="426" /></a></div><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><u>Standard 5: Use appropriate tools strategically</u></span></p><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Standard 5 is all about students being able to select the most appropriate mathematical tools to be able to successfully complete a math task. Typically when you hear the term </span><span style="font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">math tools</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> one might think of a ruler, protractor, or calculator right? While that isnât incorrect, the term math tools have a much broader definition when weâre looking at Standard 5. Tools are anything that can support students to perform a task. This could be concrete materials such as base-ten blocks, connecting cubes, counters, a number line, etc. Calculators, paper and pencil, and mental math are also math tools. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Often times there is more than one tool that can be used for a task, but some tools are more efficient than others. This standard is all about students choosing the tools that are MOST efficient in solving their math tasks. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><u>Standard 6: Attend to Precision</u></span></p><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">This standard in particular is referring to precision in calculations and performance of math tasks as well as precision in communication. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">In math, there are times where estimation works. There are other times when precise calculations are vital (balancing a checking account, ordering window blinds to fit within a frame, calculating hourly pay, etc). Initially, precision may be answers expressed in whole numbers, but as our students get older and progress in their understanding of math, that precision is refined with answers expressed as decimals to the tenths, hundredths, or thousandths. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">In addition, students must also be precise in other math tasks such as constructing graphs, determining the probability of events, using a ruler, measuring angles, etc. As primary students learn about measurement, they may start with lining up cubes to measure an object. They might notice gaps between the cubes whereas their neighbor doesnât have any gaps and their measurements differ. As students develop their skills, attention is placed on moving the cubes together to eliminate gaps, and in turn, their measurements become more precise. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">When we talk about precision in communication, we expect students to thoroughly describe math ideas, precisely explain how they solve a problem, and give specific examples as they construct their mathematical arguments. In order to do so, students must know the words that express their thoughts. This is where math vocabulary comes into play. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">If a student is explaining that they measured âaround itâ rather than talking about the perimeter of the figure, this student doesnât quite have the vocabulary to precisely explain their thinking. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b>How do I get my students to be able to do this?</b></span></p><ul style="font-family: inherit; margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Model precise communication by using grade-level appropriate vocabulary.</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Discuss important math vocabulary and explore the meanings of math words through familiar language, words, pictures, and examples</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Expect precise communication and ask students to elaborate on ideas, choose specific words, specify units of measure, and explain symbols they use.</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Orchestrate ongoing experiences for students to talk and write about math. </span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Require students to label units, quantities, and graphs </span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Expect students to justify labels (e.g., what area is labeled as square units and volume is labeled as cubic units</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Model specific and thorough explanations</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Allow students opportunities to work with partners to come up with explanations </span></p></li></ul><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b><u>Standard 7: Look for and make use of structure </u></b></span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Standard 7 focuses on understanding the structure of mathematics and using this understanding to simplify things! For example, when adding up how much your grocery list will cost, you donât worry about the order in which you add the items. If your students understand math properties, they know that the order in which numbers are added will never change the total. Another example of this standard in real life is when baking. If you canât find the Ÿ measuring cup, you could simply use the ÂŒ cup three times because you know itâs the same amount or quantity. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">This standard is where conceptual knowledge is necessary. Students must truly understand how math works to be able to apply properties and see patterns. The goal of this standard is to get students to see the flexibility of numbers, understand properties, and recognize patterns and functions. Below are a few examples of each.</span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b><u>The flexibility of Numbers:</u></b> This is the understanding that numbers can be broken apart and put together in a variety of ways. Using this understanding can help students to be more efficient in how they choose to solve problems. This also helps students tremendously with mental math. </span></p><div style="text-align: justify;"><br /></div><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">6 x 8 is the same as 5 x 8 plus 1 x 8. 6 x 8 is ALSO the same as 6 x 4 + 6 x 4.</span></p><div style="text-align: justify;"><br /></div><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">53 + 18 could be solved by adding 53 + 20 = 73 - 2 = 71. Here the student understands that it is easier to add 20 to 53 and knows that 18 is 2 less than 20. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b><u>Understanding Properties: </u></b>Understanding the different properties helps students to be able to solve problems more efficiently. </span></p><div style="text-align: left;"><br /></div><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">If a student was asked to solve the following problem:</span></p><div style="text-align: left;"><br /></div><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The cafeteria had 14 rows of seats and 8 seats in each row. How many people can be seated? </span></p><div style="text-align: left;"><br /></div><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">A student that understands properties can quickly and easily solve this problem in their head. They will immediately break the 14 rows apart into 10 rows and 4 rows. In their head, they would figure out 10 x 8 = 80 and 4 x 8 = 32 and 80 + 32 = 112. This understanding of how distributive property works helps the student simplify the task. </span></p><div style="text-align: left;"><br /></div><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b>Recognizing Patterns and Functions:</b> When students are able to truly make sense of math, they can look at the numbers to find patterns. Look at the table below.</span></p><br /><br /><div align="left" dir="ltr" style="font-family: inherit; margin-left: 0pt;"><table style="border-collapse: collapse; border: none; table-layout: fixed; width: 468pt;"><colgroup><col></col><col></col><col></col></colgroup><tbody><tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/2 = .5</span></p></td><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/3 = .33</span></p></td><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/5 = .20</span></p></td></tr><tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/4 = .25</span></p></td><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/6 = .167</span></p></td><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/10 = .10</span></p></td></tr><tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/8 = .125</span></p></td><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/12 = .083</span></p></td><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/20 = .05</span></p></td></tr><tr style="height: 0pt;"><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/16 = .0625</span></p></td><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/24 = .0467</span></p></td><td style="border-bottom: solid #000000 1pt; border-color: rgb(0, 0, 0); border-left: solid #000000 1pt; border-right: solid #000000 1pt; border-style: solid; border-top: solid #000000 1pt; border-width: 1pt; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: top;"><p dir="ltr" style="line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">1/40 = .025</span></p></td></tr></tbody></table></div><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">In this table, we see that as the fractions are being halved, their decimal equivalent is also halved. Using this knowledge students can solve other types of problems. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">For example, if you donât know the decimal representation for 3/8 but we know that 1/4 is .25 and that 1/8 is half of that or .125, you could triple .125 to find that 3/8 equals .375</span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b><u>Standard 8: Look for and express regularity in repeated reasoning. </u></b></span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Standard 8 is all about students seeing and finding patterns and repetition in what they are doing in math. By recognizing the repetition, students are then able to develop shortcuts- like algorithms or formulas to make tasks easier. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">In Kindergarten students notice repetition in the counting sequence, always following a 1 to 9 sequence. Once they recognize this, they are then able to continue their counting with âtwenty-one, twenty-two, twenty-threeâŠ.thirty-one, thirty-two, thirty-threeâŠ.forty-one, forty-two, forty-threeâŠ..â. </span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Standard 8 is where you as a teacher help your students to discover patterns and make sense of them to gain a deeper understanding of math as opposed to just telling them. Letting students discover on their own will make the learning stick.</span></p><br /><p dir="ltr" style="font-family: inherit; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b>How do I get my students to be able to do this?</b></span></p><ul style="font-family: inherit; margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Set up learning opportunities for students to gather data and observe repetitions to find shortcuts.</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Ask students to explain shortcuts</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Frequently ask âWhat do you notice?â âDo you see any patterns?â âHave we seen this before?â</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Pose problems that draw attention to repetition</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Ask students to think about how new problems are like previously solved problems</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Ask students to use familiar problems as a way to decide on an appropriate strategy</span></p></li></ul><div style="text-align: justify;"><span style="white-space: pre-wrap;"><br /></span></div><div style="text-align: justify;"><span style="white-space: pre;">I truly hope that these blog posts helped you to gain a better understanding of what the SMPs are as well as how incoporating</span></div><div style="text-align: justify;"><span style="white-space: pre;"> these math </span><span style="text-align: left; white-space: pre;">practices play a critical role in getting your students to achieve true proficiency with the Common Core Math Standards.</span></div><div style="text-align: justify;"><span style="text-align: left; white-space: pre;"><br /></span></div><div style="text-align: justify;"><span style="text-align: left; white-space: pre;">If you're interested in learning more, this is a wonderful book that has many examples of each Practice Standard across various grade bands. </span></div><div style="text-align: justify;"><span style="text-align: center; white-space: pre;"><br /></span></div><div style="text-align: center;"><span style="text-align: left; white-space: pre;"><iframe frameborder="0" marginheight="0" marginwidth="0" scrolling="no" src="//ws-na.amazon-adsystem.com/widgets/q?ServiceVersion=20070822&OneJS=1&Operation=GetAdHtml&MarketPlace=US&source=ac&ref=qf_sp_asin_til&ad_type=product_link&tracking_id=teachinpara0f-20&marketplace=amazon&region=US&placement=0325046557&asins=0325046557&linkId=003b28aadc85279adf4a6379c9d0e7b0&show_border=false&link_opens_in_new_window=true&price_color=333333&title_color=0066c0&bg_color=ffffff" style="height: 240px; width: 120px;">
</iframe></span></div><div style="text-align: center;"><span style="text-align: left; white-space: pre;"><br /></span></div><div style="text-align: center;"><span style="text-align: left; white-space: pre;">If you'd like to save this post to view later, you can hover over the main image at the top of this post to save to your Pinterest board!</span></div><div style="text-align: justify;"><br /></div></span><div style="text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" style="font-family: inherit; text-align: center;" width="200" /></div></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-87117006016843834262021-09-10T05:00:00.005-10:002021-09-22T08:37:24.188-10:00What are the SMPs (Standards for Mathematical Practices)?<center><span id="docs-internal-guid-3fe1b4e7-7fff-9726-3a0d-65230bd0e315"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Raise your hand if youâve ever had a parent say âWhy is math so difficult now?!â or âThis isnât the way I learned math. Itâs so complicated and confusing now.â </span></p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5XX_ZXzAa3elLcewz4DxfwM8KMBRY6fT4gacUoiF0y-akUbnlxoBs7B7Do4FT6CW1nX4JZd7bncq_LKXuQK26QPfn6FAQb6_5xWUAlriMxndOU2wsqr8wZncpXwD1Oe5h6iGYR45PI6o/s200/80be7837d982868f811fc8a2754ff409.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="200" data-original-width="200" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5XX_ZXzAa3elLcewz4DxfwM8KMBRY6fT4gacUoiF0y-akUbnlxoBs7B7Do4FT6CW1nX4JZd7bncq_LKXuQK26QPfn6FAQb6_5xWUAlriMxndOU2wsqr8wZncpXwD1Oe5h6iGYR45PI6o/s0/80be7837d982868f811fc8a2754ff409.gif" width="200" /></a><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Chances are that if youâre an elementary teacher, youâve definitely heard this or maybe even thought this yourself. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The Common Core Math standards can not </span><span face="Quicksand, sans-serif" style="font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">effectively</span><span face="Quicksand, sans-serif" style="font-size: 12pt; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"> </span><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">be taught without a focus on the Standards for Mathematical Practices (SMPs). Understanding the SMPs will enable you to better be able to shift your teaching practices from a focus on content (the standards) to a focus on application and true understanding. The SMPs are actually the heart and soul of the Common Core Standards.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">You might be thinking:</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy-w6lb2lz1jNdhvQOgPtjAPJNOnfmIUwzoX6d7mJfpfLz6iPP07_aTTBsABHdzNQP-jhaV_tEGLjJExJfgLJiK7UqlTljkRYrvfMY2-thxomkIZVGadAXyScgeHZc2s9ySrR4JIBlqMY/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="624" data-original-width="742" height="337" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy-w6lb2lz1jNdhvQOgPtjAPJNOnfmIUwzoX6d7mJfpfLz6iPP07_aTTBsABHdzNQP-jhaV_tEGLjJExJfgLJiK7UqlTljkRYrvfMY2-thxomkIZVGadAXyScgeHZc2s9ySrR4JIBlqMY/w400-h337/image.png" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div></span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Think of the SMPs as the process which one must take to learn their content standards. In order for students to be truly proficient with their content standard, they must be able to apply, communicate, make connections, and reason about the math content. This differs from how you (or your studentsâ parents) learned math because back in the day, proficiency was measured by a correct answer or one's ability to carry out a computation (based off of rote steps). </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">These practices canât be learned in a quiet math classroom filled with drill and kill activities/worksheets (think back to when you were in school). This level of thinking must be developed in classrooms filled with thoughtful conversations and hands-on explorations about math concepts. Your ability to ask thought-provoking questions is what will truly be the change in your math classroom.</span></p><br /><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: x-large;">Letâs take a look at Standards 1-4:</span></span></h1><br /><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><u><span style="font-size: medium;">Standard 1: Make Sense of Problems and Persevere in Solving Them</span></u></span></h1><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">In short, what is expected is exactly what the standard says. Students will be able to understand the problem-solving process and know how to navigate the process from start to finish. They have a variety of strategies and know how to go about solving a problem. Last but not least, students donât give up at the site of a challenging problem. They have the tools in their âtoolbeltâ to power through and figure it out on their own. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b>How do I get my students to be able to do this?</b></span></p><ul style="margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Focus classroom activities and discussions on studentsâ thinking rather than on the correct answer</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Do not rely on oversimplified methods to teach concepts, such as keywords (I saw the word altogether so I added).</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Pose students with problems that push students to apply their understanding of math content and allow them the opportunities to explain their process of solving.</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Provide students with opportunities to explore complex problems that include multiple approaches to solving. Allow them opportunities to </span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">share</span><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> all of these different approaches. </span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Praise student efforts, put value on their persistence and process on solving rather than praising the correct answers.</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Create a supportive and nonthreatening classroom environment where discussions of confusion points are encouraged. Openly discuss these confusion points and include insights on ways to simplify problems and move through confusion. </span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Acknowledge the efficiency of particular strategies but also celebrate individual, reasonable approaches. </span></p></li></ul><br /><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><u><span style="font-size: medium;">Standard 2: Reason Abstractly and Quantitatively</span></u></span></h1><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Standard 2 addresses the importance of building a strong understanding of numbers. When students are given a problem, they are able to represent the problem using numbers, symbols, and diagrams (abstractions). Students must see the connection between the problem situation and the abstract representation (equations). Once the equation is solved, students should refer back to the context of the problem to evaluate if the answer makes sense. </span></p><p style="display: inline; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"></p><div style="text-align: justify;"><b style="font-family: Quicksand, sans-serif; font-size: 12pt; white-space: pre-wrap;"><br /></b></div><div style="text-align: justify;"><b style="font-family: Quicksand, sans-serif; font-size: 12pt; white-space: pre-wrap;">How do I get my students to be able to do this?</b></div><p></p><ul style="margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px; text-align: left;"><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><span style="font-size: 12pt; white-space: pre-wrap;">Ask students to identify and describe the data in the problem.</span></li></ul><ul style="margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Model building appropriate equations to solve problems.</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Use diagrams to model math situations to make it easier to see what is happening in the problems. Can students draw a diagram to show a word problem for 3 x 5?</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Frequently ask âwhat operation makes sense?â or âHow should we build an equation to match this problem?â</span></p></li></ul><ul style="margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Ask students to write a word problem to go with a given equation.</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Consistently ask students to explain equations or diagrams, connecting them to the problem scenario (e.g., What does the 6 represent in our equation 6 x 3 = 18?)</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Ask students to label answers by referring back to the problem to determine what the quantity (solution) represents. </span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Ask students if the quantity makes sense when referring back to the problem (e.g., Does 3.5174 buses make sense?)</span></p></li></ul><ul style="margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Discuss building appropriate equations to solve problems (are there more than one equation that could be used to solve this problem?) </span></p></li></ul><br /><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: medium;"><u>Standard 3: Construct Viable Arguments and Critique the Reasons of Others</u></span></span></h1><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">This standard means that students are able to come up with a correct answer and also explain WHY itâs correct. In addition, theyâre able to listen to the justification of others, or even look at how a problem may have been solved, and identify any misconceptions or misunderstandings that the person may have had. They are able to communicate their thoughts to others. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b>How do I get my students to be able to do this?</b></span></p><ul style="margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Donât just accept an answer from a student, follow up with questions such as âwhy?â or âHow do you know?â </span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Encourage students to use math vocabulary in their justifications</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Use probing questions such as âDoes that make sense?â, âWhy is that true?â, âDoes Ronaldâs way to solve this problem also work? Why or why not?â</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Give students the opportunity to listen to their classmates' reasoning. Rather than the teacher asking clarifying questions or correcting a misunderstanding, allow the students to do this. </span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Create a non-threatening classroom environment where students feel safe to share their arguments and know how to ask clarifying questions, and how to respectfully disagree with others. </span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Provide students opportunities to work with error-analysis problems. </span></p></li></ul><br /><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: medium;"><u>Standard 4: Model with Mathematics</u></span></span></h1><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">This standard encourages students to create models or visual representations of abstract math ideas. When students create models of problems, they are able to see the problem clearly and then work towards a solution. When you ask students to create math models, you are challenging them to represent their math understanding- to get it out of their heads. The power of this is that as students share their own thinking (Standard 3) and view the models of others (and listen to their thinking) they are able to gain new insights and strengthen their own understanding. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><u>How do I get my students to be able to do this?</u></span></p><ul style="margin-bottom: 0px; margin-top: 0px; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Model the use of diagrams and drawings to represent problems</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Encourage the use of manipulatives</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Encourage students to create simple diagrams to show problems</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Encourage students to come up with multiple ways to model a given problem</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Have students justify why they chose to use a given model</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Ask students to interpret models of their classmates</span></p></li><li aria-level="1" dir="ltr" style="font-family: Quicksand, sans-serif; font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Have students share out about the models they created and why</span></p></li></ul><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif"><span style="white-space: pre-wrap;">I hope that this post was helpful in learning a little about what the practices are and why they are important. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span face="Quicksand, sans-serif"><span style="white-space: pre-wrap;">Head on over to<a href="https://www.teachinginparadise.com/2021/09/what-are-smps-part-2.html"> this post</a> to learn about the last 4 Standards for Mathematical Practices. </span></span></p><div><span face="Quicksand, sans-serif" style="font-size: 12pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-11529161287415645822021-09-03T03:30:00.002-10:002021-09-06T19:50:41.547-10:00How to Set Up Your Emergency Sub Plans<center><span style="font-family: inherit;"><span id="docs-internal-guid-c417735a-7fff-fb13-da2d-f74ea02af25c"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Emergency Sub Plans are a MUST for every classroom teacher. Setting them up is the most daunting task, but once you have them created, youâll be so grateful for them the day you actually need them. Today Iâm here to share some tips and ideas on how to get your plans started!</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjka2Z0OmBTfa1L0Rof-RNKtXpQazAynI92bpOjiuTdnKz92_k4Kw7XNyNFc_mmFkJ4qVWrhhVP-PTGGdJTyqKtKjcZSlVceZSAAOkKMceAjh78a0jKJmH_KTuy_wzbLFdpHy1IgWYWNos/s2048/Emergency+Sub+Plan+Header.png" imageanchor="1" style="font-family: inherit; margin-left: 1em; margin-right: 1em; text-align: justify;"><img border="0" data-original-height="1152" data-original-width="2048" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjka2Z0OmBTfa1L0Rof-RNKtXpQazAynI92bpOjiuTdnKz92_k4Kw7XNyNFc_mmFkJ4qVWrhhVP-PTGGdJTyqKtKjcZSlVceZSAAOkKMceAjh78a0jKJmH_KTuy_wzbLFdpHy1IgWYWNos/w640-h360/Emergency+Sub+Plan+Header.png" width="640" /></a></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p></span></span></center><h1><center><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><u>Set up your Emergency Sub Plan Binder/Folder. </u></span></center></h1><center style="text-align: left;"><span style="font-family: inherit;"><span><b>In this folder, include the following:</b></span></span></center><center><ul><li style="text-align: justify;"><span style="font-family: inherit;"><span>Class List</span></span></li><li style="text-align: justify;"><span style="font-family: inherit;"><span>Daily Class Schedule</span></span></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Your School's Emergency Procedures</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Contact Info (let the substitute know who to contact for various reasons)</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Behavior Management System</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Class Procedures/Routines</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Ideas for activities that the substitute can do with extra time or early finishers</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Instructions/Notes for the sub on how to access the appropriate materials to use for the day</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Extra papers for recording attendance and lunch counts</span></p></li></ul><span style="font-family: inherit;"><span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRfDZXA5DlO4I85ZME6pS-cPI4vFNwUQvHr9OLuLJ3LXx2wjyBwoEV3i1xElayd8bM-IhsgfNHKLFnQaw8CWKj85t7REPxmWL0rXqB_tnygQU_cXAQJdGKk0qNRDeR4N373lIRrhLwLow/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1080" data-original-width="1432" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRfDZXA5DlO4I85ZME6pS-cPI4vFNwUQvHr9OLuLJ3LXx2wjyBwoEV3i1xElayd8bM-IhsgfNHKLFnQaw8CWKj85t7REPxmWL0rXqB_tnygQU_cXAQJdGKk0qNRDeR4N373lIRrhLwLow/w320-h242/image.png" width="320" /></a></div><p></p></span></span></center><h1><center><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><u>Preparing Lesson Plans and Student Work</u></span></center></h1><center><span style="font-family: inherit;"><span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">I recommend creating several student work options for each subject that the substitute can choose from. Therefore, itâs probably best to house all of these materials in a filing crate or file box. Youâll also be able to fit your Sub Binder in here as well!</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Youâll want to be able to provide your substitute with different work options for each main subject in your daily schedule. To do this, think of work options that students can do throughout the year. Print those worksheets and write up a lesson plan to go along with each worksheet set youâll be including in your Sub Tub. </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzX0LorhoFWnzt_xf2-mSSL56mnyvZ-0vC__gkmfil8w5Dlr1IiAP0Mg7W-HmRrRZJGnbF-aaDlQD1njmsOqTGTT3bsb8OngXRM0sGkh7NxJxHfgdYMB3YKsDmySW2wA71WC-xqBHQmb8/s720/Emergency+Sub+Plan.001.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzX0LorhoFWnzt_xf2-mSSL56mnyvZ-0vC__gkmfil8w5Dlr1IiAP0Mg7W-HmRrRZJGnbF-aaDlQD1njmsOqTGTT3bsb8OngXRM0sGkh7NxJxHfgdYMB3YKsDmySW2wA71WC-xqBHQmb8/w400-h300/Emergency+Sub+Plan.001.jpeg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">When choosing math assignments, think of different assignments students could use extra practice with throughout the year. Create different lesson plans depending on the time of year and what has been taught. When creating these plans and putting them in your tub, donât forget to label that folder with the time of year it can be used! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p></span></span></center><h1><center><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><u>Bonus Ideas</u></span></center></h1><center><span style="font-family: inherit;"><span><ul style="margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Try to create ELA and Writing lessons focused on a picture book. Have the substitute read the story aloud. Students can fill out graphic organizers, write summaries, or answer comprehension questions about the story that was read. Later, they could write a different ending to the story and draw a picture to go along with it! Donât forget to also put the book into your Sub Tub! If you're in need of <a href="https://www.teacherspayteachers.com/Product/Reading-Comprehension-Graphic-Organizers-5464910?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Emergency%20Sub%20Plan%20Post%20-%20Comp%20Graphic%20ORganizers">Reading Comprehension Graphic Organizers</a> to use for this purpose, I have them in my TPT store.</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Utilize your Time for Kids or Scholastic News Articles (if your school purchases them). They work great for having your students read through and completing the assignments/questions. </span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Include an additional lesson plan page or instruction sheet letting your sub know of different activities or games they can do with students if they have extra time in their day. I recommend providing approximated time and corresponding activities.</span></p></li><li aria-level="1" dir="ltr" style="font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Make it a day and set up plans with your Grade Level Partners!! You can each write plans and search for the materials for the different subject areas, then share with each other. Youâll get the work done so much faster and youâll both be prepped and ready!</span></p></li></ul><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">If youâre strapped for time, or canât handle ANOTHER task for your to-do list, Iâve got you covered if you teach 3rd Grade! Check out my already created </span><a href="https://www.teacherspayteachers.com/Product/Grade-3-Emergency-Sub-Plans-6423928?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Emergency%20Sub%20Plans" style="text-decoration-line: none;"><span style="color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Emergency Sub Plans!</span></a><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> All you need to do is add your class information and youâre set to go!</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">What other tips do YOU have for creating Emergency Sub Plans? Iâd love to hear them in the comments below!</span></p><div><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div></span><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></span></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-63412430901887228072021-08-27T06:16:00.015-10:002022-10-19T14:11:22.268-10:00How to Teach Rounding to 3rd Graders <center><span id="docs-internal-guid-51a26383-7fff-3e92-860b-72197de65e28"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Hey, there fellow 3rd Grade Teacher Friend!!</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Whether you're new to the grade level or just need some extra tips on teaching Gr.3 Math, I'm here to support you with tips, ideas, and resources to best address your Math Standards! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBrCQQWG1ugQMduwigKEAGm-84tUWB1FzjPFXbVzuYfsQDZWq35_cjwAwi9YBri0oU1nt85AfRKQ6h8GoZAwb5jsn5dZhWfqEEFMRk88pSZdrekzeYugOMXMBfIUm_8H3EzOh5fuzeVE0/s480/giphy.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="270" data-original-width="480" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBrCQQWG1ugQMduwigKEAGm-84tUWB1FzjPFXbVzuYfsQDZWq35_cjwAwi9YBri0oU1nt85AfRKQ6h8GoZAwb5jsn5dZhWfqEEFMRk88pSZdrekzeYugOMXMBfIUm_8H3EzOh5fuzeVE0/w320-h180/giphy.gif" width="320" /></a></div><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Did you know that most of the math content taught in 3rd grade is brand new concepts for your students? For the first time ever, many students tend to struggle with math because they're learning everything for the first time! I'll be updating this blog frequently to share some tips with you on teaching these tricky math standards!</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Before we begin though, I did want to share<a href="chrome-extension://efaidnbmnnnibpcajpcglclefindmkaj/viewer.html?pdfurl=https%3A%2F%2Fachievethecore.org%2Fcontent%2Fupload%2FSAP_Focus_Math_3.pdf&chunk=true"> this important resource</a> with you. Use <a href="chrome-extension://efaidnbmnnnibpcajpcglclefindmkaj/viewer.html?pdfurl=https%3A%2F%2Fachievethecore.org%2Fcontent%2Fupload%2FSAP_Focus_Math_3.pdf&chunk=true">this</a> as a guide to know what your critical math content is and where you should spend the most of your time and focus on in instruction. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Letâs jump in and talk Rounding: 3.NBT.1.</span></h1><div><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHewcJU8eOOx5nQhkgm1O6JxLK66xkP52Js2atNNp1f1-5drdW-ugyHCxc7LbZTCpJan3OVnGkpozBTg7mDSc1lxFyDVekQbPLpn5U17fA2kxvfhaLgsb2ge5_TFwZblqe5ev1h8SpDF0/s2048/Math+Standard+Blog+Headers.png" imageanchor="1" style="font-family: Times; margin-left: 1em; margin-right: 1em; white-space: normal;"><img border="0" data-original-height="1152" data-original-width="2048" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHewcJU8eOOx5nQhkgm1O6JxLK66xkP52Js2atNNp1f1-5drdW-ugyHCxc7LbZTCpJan3OVnGkpozBTg7mDSc1lxFyDVekQbPLpn5U17fA2kxvfhaLgsb2ge5_TFwZblqe5ev1h8SpDF0/w640-h360/Math+Standard+Blog+Headers.png" width="640" /></a></span></div> <br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">First things first, Rounding is NOT a critical skill for 3rd Grade. I would not spend any longer than 1 week (max) focusing on this skill. Students WILL need to know and understand how to round in the 4th grade (they will round to larger place values).</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Now, I want you to forget about all prior ways of teaching rounding you may have used in the past. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><ul style="margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;"><li aria-level="1" style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Rounding Mountain</span></p></li><li aria-level="1" style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The Roller Coaster</span></p></li><li aria-level="1" style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: disc; vertical-align: baseline; white-space: pre;"><p role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Any cute songs or poems about â5 or more raise the scoreâŠâ or âunderling the digit youâre rounding to, look next doorâ</span></p></li></ul><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b>ALL OF IT! </b></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRsj7EwearBAdcHQnPgSh9z6-hfHMhyT6XXua4yQxqW-ihitGh_poWg7runfMkBRRw-8Rac84NI0ryoVai3ILxMMM1PQPQOSO57uXABtardgQ4yRPGVlh0Htz-9Mf0vWw3pG_RDuEKFwA/s220/cat-stop+%25281%2529.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="160" data-original-width="220" height="233" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRsj7EwearBAdcHQnPgSh9z6-hfHMhyT6XXua4yQxqW-ihitGh_poWg7runfMkBRRw-8Rac84NI0ryoVai3ILxMMM1PQPQOSO57uXABtardgQ4yRPGVlh0Htz-9Mf0vWw3pG_RDuEKFwA/w320-h233/cat-stop+%25281%2529.gif" width="320" /></a></div><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">What is Rounding?</span></h1><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Engage in discussion with students about what it means to round. They must understand that rounding means estimating a number's value by finding the nearest ten or hundred. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Then, you'll want to talk about instances when a student might use rounding. </span></p><br /><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Before Teaching:</span></h1><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Before teaching, make sure that students can skip count by 10s. Continue to skip count well into the hundreds so that students can see/hear the patterns (110, 120, 130, 140âŠ..210, 220, 230, 240, etc). </span></p><br /><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">The Simplest Way to Teach Rounding:</span></h1><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Number lines are the best way for students to visually see and understand what a number will round to. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAId9P_5Gfh2Ik8YPh3RNsGv8fihIdeAFPJDg3tstBjlCkszke5Qp67dPCdRiwp4mBoAzyTBZ5nT-bvZPIW9lkn0DIltEVOsibSQatorV50oTs7W5-IHekfO1PtFn1UUacMjxWFc2qyEA/s2048/Rounding+Email+Image.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAId9P_5Gfh2Ik8YPh3RNsGv8fihIdeAFPJDg3tstBjlCkszke5Qp67dPCdRiwp4mBoAzyTBZ5nT-bvZPIW9lkn0DIltEVOsibSQatorV50oTs7W5-IHekfO1PtFn1UUacMjxWFc2qyEA/w400-h300/Rounding+Email+Image.jpg" width="400" /></a></div><br /><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span><p></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Iâve created <a href="https://drive.google.com/file/d/1B81OyJBEj9U010GHErwg1UgDFnTOxcu6/view?usp=sharing">this number line</a> that can be used for Rounding to the Nearest 10 and 100. Before teaching, all you need to do is print a double-sided copy for each student and place them in a sheet protector. Each child will have their own to work from. They can simply use an expo marker to practice and then erase.</span></p><br /><ol style="margin-bottom: 0; margin-top: 0; padding-inline-start: 48px;"><li aria-level="1" dir="ltr" style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Ask students what two 10s the number is in between. Label it on the number line.</span></p></li><li aria-level="1" dir="ltr" style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Ask students what the halfway point between those two 10s is. </span></p></li><li aria-level="1" dir="ltr" style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Ask students where the number they are rounding falls on the number line? Is it before or after the midway point? Plot it.</span></p></li><li aria-level="1" dir="ltr" style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; list-style-type: decimal; vertical-align: baseline; white-space: pre;"><p dir="ltr" role="presentation" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: justify;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Students can then visually see which 10 the number is closest to. </span></p></li></ol><div style="text-align: justify;"><span style="font-family: Arial;"><span style="white-space: pre-wrap;"><br /></span></span></div><div style="text-align: center;"><span style="font-family: Arial;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6Kx1bXCmzJkUlqYX5fdp7vW_0mdoiIH6xy2tfqHw9QpEkxvosclLbRJWNfJZGL1e9ILbl57szd9F3Pqp36HR5HF6uk5BkxHXL5g9UsQuM7Y5VSMzsvj1xKp4HbF7G9UYhOyi6OiY5810/s2048/IMG_0688.heic" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6Kx1bXCmzJkUlqYX5fdp7vW_0mdoiIH6xy2tfqHw9QpEkxvosclLbRJWNfJZGL1e9ILbl57szd9F3Pqp36HR5HF6uk5BkxHXL5g9UsQuM7Y5VSMzsvj1xKp4HbF7G9UYhOyi6OiY5810/w400-h300/IMG_0688.heic" width="400" /></a></div></span></div><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">You would follow this same procedure for rounding to the nearest 100. </span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">This method is so simple, yet so effective! Have kids hold their âboardsâ up so that you can do a quick scan around the room to check for accuracy. The best thing about this strategy is that eventually, students will begin to visualize that number line in their heads and will no longer need to draw it out! </span></p><br /><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Guided Practice</span></h1><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Rounding is so easy because you can literally throw out ANY number for students to practice with. BUT, if you want something consistent and all the answers figured out for you, Iâve got a set of <a href="https://www.teacherspayteachers.com/Product/Rounding-Task-Cards-156555?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Rounding%20Post">Rounding Task Cards</a> for you available in print form OR a <a href="https://www.teacherspayteachers.com/Product/Digital-Rounding-Task-Cards-Distance-Learning-5872450?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Rounding%20Post">Digital Google Form</a> (best thing about this is that it self grades for you!)<b> </b></span><span style="font-family: Arial; text-align: left; white-space: pre-wrap;"><span style="color: #ff00fe;"><b>If you want to save 10%</b></span>, you can pick up both items in </span><a href="https://www.teacherspayteachers.com/Product/Rounding-Task-Card-Bundle-5872399?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Rounding%20Post" style="font-family: Arial; text-align: left; white-space: pre-wrap;">this bundle. </a></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhii_FIaLm5hqdqgwoAyt1IbKYkZ8EEdneHr9rD61lTQ4PFRR-CKMFePn5xB9ACBv46TbFy0v9QYxildC-QbxIa4cZFX6FycNddmRQGjakVJHLV4abtFFQMU1FPgd77cG4Cya7YYZI9tEk/s800/Rounding.001.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="800" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhii_FIaLm5hqdqgwoAyt1IbKYkZ8EEdneHr9rD61lTQ4PFRR-CKMFePn5xB9ACBv46TbFy0v9QYxildC-QbxIa4cZFX6FycNddmRQGjakVJHLV4abtFFQMU1FPgd77cG4Cya7YYZI9tEk/w320-h320/Rounding.001.jpeg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br />I also have these <a href="https://www.teacherspayteachers.com/Product/Grade-3-Numbers-and-Operations-in-Base-Ten-Quick-Checks-1766819?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Quick%20Checks%20NBT">Quick Check Formative Assessments</a> in my store for use with ALL of your <a href="https://www.teacherspayteachers.com/Product/Grade-3-Numbers-and-Operations-in-Base-Ten-Quick-Checks-1766819?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Quick%20Checks%20NBT">Grade 3 NBT Standards.</a></span></center><center><div style="text-align: -webkit-center;"><br /></div><div style="text-align: -webkit-center;">For more tips, tricks, ideas and FREEBIES specifically geared towards 3rd Grade - be sure to subscribe to my exclusive <a href="https://view.flodesk.com/pages/611fe332c5c19b9c27479a43">3rd Grade Teacher Email List! </a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br />Unit next time! Aloha,<br /><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-75379073677780741932021-07-25T01:30:00.000-10:002021-07-25T01:30:00.189-10:00Cut Back on Grading and Paper Clutter NOW!<center><span id="docs-internal-guid-0ab204f6-7fff-b119-74c1-67bdc83c021c"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;">If you've got stacks of ungraded papers piling up (or shoved in drawers), this post is for you! </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Letâs be real, you have enough on your plate and donât need to be grading unnecessary amounts of </span><span style="font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">stuff.</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Itâs time to think about what really matters and letâs get rid of some of that paper clutter AND grading.</span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGv_jzH3QQnNlCLyz3ekJ9Bx7dRHQaZDg6FtGJGnRRYdKRJGb3kwqMuzu7MrH4V0pr63V292Wa5wmDm-cx_F2LpWOdWKFiVck7grbsWGZmRue87GB0mwtpwKgH_sVlbYwzBWM4NyZT0VI/s1200/Blog+Titles.003.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="628" data-original-width="1200" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGv_jzH3QQnNlCLyz3ekJ9Bx7dRHQaZDg6FtGJGnRRYdKRJGb3kwqMuzu7MrH4V0pr63V292Wa5wmDm-cx_F2LpWOdWKFiVck7grbsWGZmRue87GB0mwtpwKgH_sVlbYwzBWM4NyZT0VI/w640-h334/Blog+Titles.003.jpeg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: x-large;"><b>Tip #1: Stop assigning tons of homework</b></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;">Re-assess what you are currently assigning for homework. Ask yourself these questions:</span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;"><b><br /></b></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;"><b>1. What is the purpose of this assignment?</b></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;"><b>2. Is the purpose of this assignment being met?</b></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"><span style="white-space: pre-wrap;">When I first started teaching, I viewed homework as an opportunity for students to get the </span></span><span style="font-size: large; text-align: left; white-space: pre-wrap;">extra practice and support</span><span style="font-size: large; text-align: left; white-space: pre-wrap;"> needed to gain mastery. When I reflected on the questions above, I realized that the students needing the most support were </span><span style="font-size: large; text-align: left; white-space: pre-wrap;">the most were very ones NOT DOING THEIR HOMEWORK!</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: large; text-align: left; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: large; text-align: left; white-space: pre-wrap;">It was a constant battle chasing down assignments (and trying to keep track of who did or did not do each assignment). </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: large; text-align: left; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;">When I truly thought about it, most of my homework assignments werenât even truly serving the main purpose. So, I stopped.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA-fEd3cM1UW6HNnZ94AlZQd1RS7E8rx59PDDeAmLVdP41Tmb6Q8zjJxXYij9DCvCmEOqRZqn9t8-XjUd-z6MFXKLCSWxE6UJvQwBAqgMZEP_dc7z77H9Fiw1Zx2Us2qfROSibM-nLgmQ/s400/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="300" data-original-width="400" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA-fEd3cM1UW6HNnZ94AlZQd1RS7E8rx59PDDeAmLVdP41Tmb6Q8zjJxXYij9DCvCmEOqRZqn9t8-XjUd-z6MFXKLCSWxE6UJvQwBAqgMZEP_dc7z77H9Fiw1Zx2Us2qfROSibM-nLgmQ/w400-h300/1.png" width="400" /></a></div><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><br /></span><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"> I stopped assigning math homework (because parents tried to undo what I was teaching anyway) and stopped any type of spelling homework (because I didnât want my students memorizing words). </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;">Instead, I only assigned quick and easy assignments that truly supported my studentsâ learning. It was something I knew they could do independently (which is what I wanted). </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;">You can read about my nightly homework routine <a href="https://www.teachinginparadise.com/2016/09/weekly-homework-routine-in-my-3rd-grade.html">here</a>. The type of assignments that I did assign, for the most part, I was able to do a quick spot check, mark my grade book, give it a star then return it back to students. </span></p><span style="font-family: inherit; font-size: medium;"><center><span><span style="font-family: inherit; font-size: medium;"><br /></span></span></center><p dir="ltr" style="font-size: medium; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: x-large;"><b>Tip #2: Use Task Cards</b></span></span></p></span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">I love task cards because youâre able to provide your students with LOTS of practice and you only use up 1 sheet of paper! </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: medium;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit; font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkwBiT9AnpGrcoehGkwPuLxZ0DbIkAoY2lzNgm3looogw2PGzBDRmJOI2Ryq_QQq5qOxGLJ0BfSf8sCM-oRHNEpKb8zVi5puYFRe_3SWEf8eOLmen1uTl_Zx6md4a3p5Rc9gWp-OxleWI/s400/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="300" data-original-width="400" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkwBiT9AnpGrcoehGkwPuLxZ0DbIkAoY2lzNgm3looogw2PGzBDRmJOI2Ryq_QQq5qOxGLJ0BfSf8sCM-oRHNEpKb8zVi5puYFRe_3SWEf8eOLmen1uTl_Zx6md4a3p5Rc9gWp-OxleWI/w400-h300/2.png" width="400" /></a></span></div><span style="font-family: inherit; font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Teaching math using the </span><span style="color: blue; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><a href="https://www.teachinginparadise.com/2015/10/math-workshop-nittygritty.html">math workshop</a> </span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">approach allows you to differentiate work, differentiate instruction, and provide lots of practice with little paper clutter. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">One of my stations would be âhands onâ where my students would be doing a scavenger hunt around the room solving task cards. Since my rotation blocks were short, they would work on completing that 1 set of task cards throughout the week. I would also typically assign 1 worksheet to check up on how studentsâ understood the small group lesson for the day. </span></span></p><span style="font-family: inherit; font-size: medium;"><br /></span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;">For the entire math block, I would only be collecting 1 piece of paper for every student (and the task card sheet at the end of the week). </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;">For more ideas on how to use task cards in the classroom, you might enjoy this <a href="https://www.teachinginparadise.com/2019/04/5-ways-to-use-task-cards-in-classroom.html">post</a>.</span></span></p><span style="font-family: inherit; font-size: medium;"><br /></span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;"><b style="font-size: xx-large;">Tip #3: Grade Right Away!</b></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;">My last tip is to grade whatever assignments you need to right away! This one probably seems like a no-brainer, but might be one of the most difficult because you'll need to get yourself into the <b>HABIT</b> of doing this. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;">Find some time during recess, at lunch, or after school. Make it a rule to yourself that while you're grading, you won't get distracted by anything (no scrolling social media or checking emails). </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-size: large; text-align: left; white-space: pre-wrap;"> Not letting the grading pile up will be a tremendous help later. Plus, grading along the way will provide you with valuable information about what your students know and/or need extra support with. </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAmDXid90qdanjvhOZpT9FrlOrHFOUdcbMnKTjGKIMdPzVhxi-aD2Az6_hVVfaNhE9ulA2OdQvDFFCXsMJb43f1l_FyQ7AJN43KxP1DYpOFZqH3i7eqM3toEvT8ocigT6TEjPHZLcHl1I/s400/3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="300" data-original-width="400" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAmDXid90qdanjvhOZpT9FrlOrHFOUdcbMnKTjGKIMdPzVhxi-aD2Az6_hVVfaNhE9ulA2OdQvDFFCXsMJb43f1l_FyQ7AJN43KxP1DYpOFZqH3i7eqM3toEvT8ocigT6TEjPHZLcHl1I/w400-h300/3.png" width="400" /></a></div><br /><span style="font-family: inherit; font-size: medium;"><br /></span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><b style="font-size: xx-large; text-decoration-line: underline; white-space: pre-wrap;">Tip #4: Create a System for Grading</b></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;">Grading multi-page reading assessments used to take forever, until I came up with a system! Grading 1 page at a time for all students makes the grading 10x faster (this is especially easy with multiple-choice questions). </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit; font-size: medium;">I then write how many points the student earned on the bottom right-hand corner of the page. That way, when Iâm done, I can add up all the points then record them on the front of the assessment. </span></span></p><div><span style="font-family: Handlee, cursive; font-size: 14pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div></span>Until next time!</center><center>Aloha,<br /><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-2693971901767861512021-07-18T01:30:00.001-10:002021-07-18T01:30:00.185-10:00Using the CPA Approach to Teach Math<center><span style="font-family: inherit;"><span id="docs-internal-guid-e1eb3108-7fff-fbfd-a469-80f7461e3308"><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 17.3333px; white-space: pre-wrap;">Do your students struggle to retain the concepts that you are teaching? Do you often find yourself asking "Why don't my kids get it?!". </span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 17.3333px; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 17.3333px; white-space: pre-wrap;">If this sounds like you and your students, this post is exactly what you need to transform your math instruction! </span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1KL09HIPptg86MDXeqfALttUrNGzJNQXojnevS_AGX6JTwd-pVBgasj7o98TNvmnP67xHHiezXzJ-OhhcAm8SOnLc-A216BAZUhWyD14UUk_fSgNJ5mZzaLkUS2xKu7IfnV2X3QSBcqM/s1200/CPA.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="628" data-original-width="1200" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1KL09HIPptg86MDXeqfALttUrNGzJNQXojnevS_AGX6JTwd-pVBgasj7o98TNvmnP67xHHiezXzJ-OhhcAm8SOnLc-A216BAZUhWyD14UUk_fSgNJ5mZzaLkUS2xKu7IfnV2X3QSBcqM/w640-h334/CPA.001.jpeg" width="640" /></a></div><span style="font-size: 17.3333px; white-space: pre-wrap;"><br /></span><p></p><h4 style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: x-large;"><u>What is the CPA Approach? </u></span></span></h4><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The </span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">CPA Approach</span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> was created by psychologist Jerome Bruner and stands for concrete, pictorial, and abstract learning. </span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Jerome Bruner proposed this approach as a means of scaffolding learning. </span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The </span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">CPA Approach</span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> builds on a child's existing knowledge by introducing abstract concepts in a concrete and tangible way. Itâs learning that transitions from concrete materials, to pictorial representations, to abstract symbols and problems. </span></span></p><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><img height="251" src="https://lh3.googleusercontent.com/0CuohtFQb8iJ-K8RuWF7uq2oEBxQA_MfF1bZWJ1tXYc3a2ih8f8t8lbf4m0-8SoafGB6goL8scMGIXdoRy8vtqzr3IxawyZ_WPhVPZNA88NVNoHUCvtSBl1_KifCdE_DlXLSk7Xq" style="font-family: inherit; font-size: 11pt; margin-left: 0px; margin-top: 0px; text-align: left; white-space: pre-wrap;" width="377" /></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Concrete:</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Using physical objects to solve math problems. </span><span style="background-color: white; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">This is a âhands-on' approach using real objects and it is the basis for understanding math concepts. </span></span></p><span style="font-size: medium;"><br /></span><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Pictorial:</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Using drawings to solve math problems. </span><span style="background-color: white; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">It is sometimes referred to as the âseeingâ stage. </span></span></p><span style="font-size: medium;"><br /></span><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Abstract:</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> Solving math problems using only numbers. It is sometimes called the âsymbolicâ stage. </span></span></p><br /><h4 style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: x-large;"><u>Why should I use the CPA Approach? </u></span></span></h4><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Math is abstract and can be confusing for students! That's why </span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">providing concrete learning is so important in teaching elementary math. By using </span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">concrete materials students are able to âseeâ the math, and make sense of what is happening. The </span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">CPA Approach</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> makes learning math accessible to all students, including those with math learning disabilities. </span></span></p><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="border: none; display: inline-block; height: 306px; overflow: hidden; width: 459px;"><img height="306" src="https://lh6.googleusercontent.com/Xplk6QS1L0fq7iLCazdU3r6cVBUrOGCS0guKVSJD_Q0BYVeFR0ZlaYldS8wmR9W9MIDz35bXI64oUIzKUSdQaEp8rUPa_sVBFiTAADhS2bclWo2zSZChIlXHiB8f2JRtMN-RI0pw" style="margin-left: 0px; margin-top: 0px;" width="459" /></span></span></p><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">T</span><span style="background-color: transparent; font-family: inherit; text-align: left; white-space: pre-wrap;">here is a common misconception that older students do not need to use manipulatives and that they are just for the younger grades. However, concrete learning is equally important with older learners as it is with younger learners! ALL students benefit from learning math concepts in a concrete way, as opposed to just memorizing a procedure. </span></span></p><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"> </span></p><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: medium;">Concrete Learning</span></span></p><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: medium;">One benefit of concrete learning is it promotes discussion, which allows students to talk through and explain math concepts. As students work through math problems using manipulatives, teachers are able to observe and gain a greater understanding of misconceptions and to analyze students' depth of understanding. </span></span></p><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"> </span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: medium;">In the 3rd Grade, many of the math standards are NEW to our students. Itâs their first experience with these concepts and they have a difficult time jumping into the math workbooks because the math is so abstract. Over the years, I have found that when Iâve used manipulatives to let students truly understand what they were doing and make connections, this helps them learn the standards the best. </span></span></p><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"> </span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: medium;">Pictorial Learning</span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: medium;">Once students feel confident in concrete learning they can move to pictorial learning. Pictorial learning involves drawing pictorial representations or sketches. Students are no longer using the manipulatives but still are supported by the drawing. </span></span></p><span style="font-size: medium;"><br /></span><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: medium;">Some teachers choose to skip over this step, but it is an important bridge between concrete learning and abstract learning. Without this step, students can find visualizing a problem very difficult. </span></span></p><span style="font-size: medium;"><br /></span><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: medium;">Abstract Learning</span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: medium;">Once students have grasped an understanding of the concept through concrete materials and pictorial representations they can progress to abstract learning. In this stage, students are using numbers to solve problems. </span></span></p><br /><p dir="ltr" style="background-color: white; line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><span style="border: none; display: inline-block; height: 424px; overflow: hidden; width: 317px;"><img height="424" src="https://lh4.googleusercontent.com/IpLMnsHikST3w2MOALDDaIaqQYVOD4ua760nJFNvCMdVEGUyObss0jmmWsCPDriB4zrTBHvKx6Kf8hEUY_Y-StdAm0gV8pdPRBpu3waty3XQYYAd6JgnyOdsl-uVM0OHpV82c9k7" style="margin-left: 0px; margin-top: 0px;" width="317" /></span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Although the </span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">CPA Approach</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> has three distinct stages, teachers should be using all stages within one lesson. This allows students to make strong links between each stage. </span></span></p><br /><h4 style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: x-large;"><u>Applying the CPA Approach</u></span></span></h4><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="font-size: medium;">One of the greatest struggles I hear that other 3rd grade teachers have is with problem-solving. Using the CPA Approach to teaching students how to problem-solve will be a game-changer. Let me walk you through some examples of what that might look like.</span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="font-size: medium;"><br /></span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="font-size: medium;"><b>Concrete: </b>Have a discussion with students about what it means to add. When students explain that it means putting two amounts of something together and getting a new total or amount, ask them how they might show that using unfix cubes. Go through several examples of having students add (you can give word problems) and have them demonstrate it with their unifix cubes.</span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="font-size: medium;"><br /></span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="font-size: medium;"><b>Pictorial: </b>Now make the connection for students of what a pictorial representation would look like. Draw out what you see in front of you. Ask students if that picture represents what they have in front of them.</span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="font-size: medium;"><br /></span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="font-size: medium;">I usually ask students how I might show a larger number. Would I draw each individual unifix cube? No! That's when you transition that understanding they just built to bar model drawings. </span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="font-size: medium;"><br /></span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="font-size: medium;"><b>Abstract: </b>Now that students have been walked through this process, they can see that this bar model drawing now represents an addition problem or equation. They should be able to determine equations by looking at different bar model drawings.</span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="font-size: medium;"><br /></span></span></p><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><span style="font-size: medium;">I go through this process with all 4 operations. Getting students to truly grasp what it means to add, subtract, multiply and divide helps them to be able to solve problems. When they read word problems, they are able to draw a pictorial representation and from that, can determine what equation (what operation to use) <u style="font-weight: bold;">without</u> relying on keywords. </span></span></p><span style="font-size: medium;"><br /></span><p dir="ltr" style="line-height: 1.56; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-size: medium;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">What do you think of the </span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">CPA Approach</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">? What questions do you still have? Leave them for me in the comments below and I'm happy to answer them for you!</span></span></p><div><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div></span><br /><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></span></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-84141005374664361612021-07-11T00:30:00.002-10:002021-07-11T16:18:35.386-10:00Ideas for Welcoming Students Back to School<center>In Hawai'i, teachers go back to work on July 28 and students return on August 3. July has always signaled Back to School Mode for me as setting up a classroom is NO JOKE. Since I'm not in the classroom this year, I figured I'd get you started with some ideas (that you can save for later) for Welcoming Students Back to School!</center><center><br /></center><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPJKocRRTj5q9y3mO2dltjnhEj54oW3q7v2zg6qmrzcbYNfumiXRbZhOXrGVOkho5SYlJxVwselfwFC47O5re7SU5ZkZbz8pwTBAtiWYDQXPDUWHbcBdz1hbHzQybS_m1xjmrGXGPNq2U/s1200/Welcome+Back.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="628" data-original-width="1200" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPJKocRRTj5q9y3mO2dltjnhEj54oW3q7v2zg6qmrzcbYNfumiXRbZhOXrGVOkho5SYlJxVwselfwFC47O5re7SU5ZkZbz8pwTBAtiWYDQXPDUWHbcBdz1hbHzQybS_m1xjmrGXGPNq2U/w640-h334/Welcome+Back.001.jpeg" width="640" /></a></div><br /><h4><center><u><span style="font-size: large;">Send a Personalized Postcard Introducing Yourself</span></u></center></h4><center><span id="docs-internal-guid-06f94262-7fff-d61b-b6cd-bcc8e6c81560"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">I wrote a post about <a href="https://www.teachinginparadise.com/2015/07/building-relationships-before-school.html">Building Relationships with Students Before the Year Starts </a>and shared about sending postcards to students to introduce yourself. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuIhSn6Vj91l7rWVfzwmqBR2HFir74gLOCvPTiZCDeZh4D_IfhabgM7Q0Ov8yGWg_TywKprjXrvKlyM1vAsvwPJrvqAKEeOFiIpJHphByM1JDorDnDaljjoK8uvgIKqu1DN3WTG9o7biM/s2048/IMG_7616.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="2048" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuIhSn6Vj91l7rWVfzwmqBR2HFir74gLOCvPTiZCDeZh4D_IfhabgM7Q0Ov8yGWg_TywKprjXrvKlyM1vAsvwPJrvqAKEeOFiIpJHphByM1JDorDnDaljjoK8uvgIKqu1DN3WTG9o7biM/w640-h640/IMG_7616.JPG" width="640" /></a></div><br /><span style="font-family: inherit;"><br /></span></span><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">When I first began, I just used to handwrite each postcard. However, technology has enhanced the possibilities. Here are variations on how to personalize your welcome/introductions.</span></span></p><span style="font-family: inherit;"><br /></span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">For each of the ideas listed below, you will need to create a QR code with a link for students to scan with a smart device. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><ol><li><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">Simply introduce yourself via video and let them know how excited you are to meet them. </span></span></li><li><span style="white-space: pre-wrap;">Record a classroom tour and attach it to the postcard that you mail out to students.</span></li><li><span style="white-space: pre-wrap;">Read a book to help </span>ease those first-day jitters. Another variation could be to read half of the book and let students know that youâll finish the rest on day 1. </li><li>Ask students to bring something special to them and be ready to share about it on the first day.</li></ol><div><span style="white-space: pre-wrap;">Here's a </span><a href="https://www.teachinginparadise.com/2018/06/a-tutorial-on-adding-voice-recording-to.html" style="white-space: pre-wrap;">tutorial on how to add a Voice Recording to a QR Code.</a> The steps for creating the QR code will be similar for video as it was for audio. </div><div><h4 style="text-align: left;"><center><span style="font-size: large;"><u><br /></u></span></center><center><span style="font-size: x-large;"><u>Assign Seats Ahead of Time</u></span></center><center><span id="docs-internal-guid-0c27cc5e-7fff-cb21-6cc2-d63dc5e737e3" style="font-weight: normal;"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">This is something that I always did so that no student felt left out. I work at a school that has about a 50% military population so we have new students all the time. You never want a student to be told that they can't sit somewhere because the seat is being saved for a friend. To avoid this (and unnecessary chattering between students) I would pre-assign seats. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiRnGiSfSyYct-AyiJuxTIIabqgYhdak5RaaYQkzHwnjONCV98RXA-MTH9MBvvtUyNoXl81myXf55sdYsP2TBEIq56sItf5tZ0XO4sTpCKbHhIc-o21qSeSMZjbKqAfsomZjeRsTyiV8A/s2048/working+on+computers.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1367" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiRnGiSfSyYct-AyiJuxTIIabqgYhdak5RaaYQkzHwnjONCV98RXA-MTH9MBvvtUyNoXl81myXf55sdYsP2TBEIq56sItf5tZ0XO4sTpCKbHhIc-o21qSeSMZjbKqAfsomZjeRsTyiV8A/s320/working+on+computers.jpg" width="320" /></a></div><br /><span style="font-family: inherit;"><br /></span></span><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"></span></p><center style="-webkit-text-stroke-width: 0px; color: black; font-family: Times; font-size: medium; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span id="docs-internal-guid-06f94262-7fff-d61b-b6cd-bcc8e6c81560"></span></center><p></p></center></h4><h4 style="-webkit-text-stroke-width: 0px; color: black; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; letter-spacing: normal; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><center style="font-family: Times;"><span style="font-size: x-large;"><u>Send Students Home with a Little Welcome Gift</u></span></center><center><span id="docs-internal-guid-8f52db44-7fff-b2fe-1ca6-7ffa5e1add8d" style="font-weight: normal;"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">Giving gifts to your students are totally unnecessary, but itâs something extra that I always loved doing. I LOVE a good pun and canât help myself from sharing them with my students. I always gave a little treat to those students who showed up for our Meet and Greet! </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">For gift ideas and already made tags, <a href="https://www.teacherspayteachers.com/Product/Beginning-of-the-Year-Gift-Tags-6987215">I've got you covered</a>! </span></span></p><div style="font-family: Times;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div><div style="font-family: Times;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div><div style="font-family: Times;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"></span></div></span></center></h4><h4 style="text-align: left;"><center><span style="font-size: x-large;"><u>Share Advice From Your Former Students</u></span></center><center><span id="docs-internal-guid-89528fdb-7fff-0c83-cd49-3344bf5dcc89" style="font-weight: normal;"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">This idea will take advanced planning from the previous school year, but I like to have my former students create brochures or Google Slides presentations giving my new students advice on how to be successful in the 3rd Grade. During the year of COVID- I needed to adjust and turn my brochures into Google Slides presentation. I decided to then add a QR code link to a bookmark which would then be shared with incoming students. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"></span></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzP8nXjO1XpoZoiaI0KnGovaBDw9t67XKgZs0_Q88zwc3ErufJOJwoWtVrQO10H8tN1mhhRvDhCrtV7A1_XUQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Here are some photos of what the student bookmarks look like. You can hand these out to kids on the first day or Meet the Teacher Night!</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibvuY5sbAi_YCVcdYk7haCWA5-5xy50-Wif5BaNWC_3LSSvt_f6mqBlZUR3OrVKxc7rYcATktqDnJwoN2-X-1eVI4b8hbGW9e4hHmDRXU8y1ZdGtecNDL9uXNgfuhgllUKXliNiivCdvI/s2048/IMG_9311.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibvuY5sbAi_YCVcdYk7haCWA5-5xy50-Wif5BaNWC_3LSSvt_f6mqBlZUR3OrVKxc7rYcATktqDnJwoN2-X-1eVI4b8hbGW9e4hHmDRXU8y1ZdGtecNDL9uXNgfuhgllUKXliNiivCdvI/w300-h400/IMG_9311.JPG" width="300" /></a></div><br /><div class="separator" style="clear: both; text-align: center;">What other ideas do you have for Welcoming Students Back to School?! I'd love to hear about them in the comments!</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Until next time. Aloha,</div></span><p></p></center><center><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" style="text-align: left;" width="200" /></center></h4></div></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-5182562823354075852021-06-20T03:00:00.001-10:002021-06-20T03:00:00.183-10:0011 Must Have Chapter Book Series in YOUR 3rd Grade Classroom<center>One of the best things about being a teacher is being able to stock your classroom up with great books for kids to read. In the early days of my career, I spent the weekends hunting down good deals to grow my class library. When I left my classroom, I easily had over 1,000 books in my class library! You can check <a href="https://www.teachinginparadise.com/2014/03/bright-idea-hop-expanding-your-class.html">this post</a> out for ideas on how to grow your class library on a teacher budget!</center><center><br /></center><center>Today I'll be sharing 11 Chapter Book Series that will surely be a hit in your 3rd Grade Classroom Library! </center><center><span style="font-size: x-small;">**This post contains affiliate links</span></center><center><span style="font-size: x-small;"><br /></span></center><center><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7dPy4D-oruLQiOvLHGj9xAkIvXa8yTKnDsftMt3xYPDhSeywASezT97FS_bCXrMO53QPgj3x8enSBcaTHO5Ozdd-jbk6HQFMhJg7HTyZJ1y_pfOky5eX_cZ_V2A1twzveOtT4dJnKXLM/s1200/Book+Series.001.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="628" data-original-width="1200" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7dPy4D-oruLQiOvLHGj9xAkIvXa8yTKnDsftMt3xYPDhSeywASezT97FS_bCXrMO53QPgj3x8enSBcaTHO5Ozdd-jbk6HQFMhJg7HTyZJ1y_pfOky5eX_cZ_V2A1twzveOtT4dJnKXLM/w640-h334/Book+Series.001.jpeg" width="640" /></a></div><span style="font-size: x-small;"><br /></span></center><h2><center><span style="font-size: large;"><a href="https://amzn.to/3xpiIVS">I Survived Series</a></span></center></h2><center><div class="separator" style="clear: both; text-align: center;"><a href="https://amzn.to/3xpiIVS" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="489" data-original-width="500" height="313" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6MhZ3qfh80OkCK6JisELiAZjLjzv0CmJnKYv7CxbJMwewXh3rmgk7SwzwEPnSikyy_BaE9qH8T5EPcBW9f7RpeDlJeP_hUGeP7Y1mJgDFowS5NDidXBF7ypffSjp-oVDCtYz0-tLlvi8/w320-h313/image.png" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://amzn.to/3iQuRz4">Who Was and What is Series</a></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://amzn.to/3iQuRz4" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="500" data-original-width="463" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEim9SLZWz3Q5Z_wLRf4VWsDZJtZhOmZbEtBIwJfj2SnRt71J_P63LjD17T2dNBVdyEhbqorwlxffVsWBygd6-f7zP1NiYP0jrgpqJqdUVL1EJd_-isJAtCf6VWqX-iVXByGRlX_wEKDTxc/w296-h320/image.png" width="296" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://amzn.to/3gGGCFA">The Boxcar Children </a></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://amzn.to/3gGGCFA" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="271" data-original-width="186" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRLH0QiPa5oVpN4Sva_0JmFpAH1KD_yqNauU4qELbVx_oATxHgH2jZt2Vy-v-7qzb3KDcHEwJs0tdOxL4jM8_CzMk3Slm_y-UdxvChHxOa67nUxYVsWgVdjZ0CP6fXDFzSdwhXiSqvpxs/" width="165" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://amzn.to/3cLissg">Goosebumps</a></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://amzn.to/3cLissg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="195" data-original-width="258" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy35pxZien3cE3PzPKQ0p2cg6r22K9GmLt2Te7Wn5hvsC4HLyQ7qRhgz7P496fAR3MERsb3rCI4pPApxWUVlIhfwMcnnifnYy8RGOJr-3vlgF179L-4Db3NyK_CNLdjb0agmbwGs1TAtA/w400-h302/image.png" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://amzn.to/3gIpIqf">Rainbow Magic Series</a></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://amzn.to/3gIpIqf" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="206" data-original-width="244" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfyzxrTLL5w1yJTDSrZlbCe6GgbnomLr7zGOP0bkj3LJyhpS5iGXfHOjqBIhizXTmo_Pqa7xUilnx3KPZ8rlB21gEPbLBN62kGbzl9Pmrc7itq-rxggMCWY8U70LgU39TqUhzuTs9C5H4/w320-h270/image.png" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://amzn.to/2UgEYTP">Junie B. Jones</a></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://amzn.to/2UgEYTP" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="215" data-original-width="234" height="294" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFamReLTEffnNV19jDNEFLvaanXPdISXQB-7eWOmkvqg7dM_OO3aeeXwcIDLL-XB7iqlyjKaKB0IBppvlZ66vl-MIvu9iLUHZG2_ROrHSuJjWfiuj9doKrlpxCQhD5gRgUKAf6OtiF720/w320-h294/image.png" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://amzn.to/3zA7AXY">A-Z Mysteries</a></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://amzn.to/3zA7AXY" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="161" data-original-width="313" height="165" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgraqJOwGSzaB_1hV9YN9onwpZUb16dx65bcl0GL7uAVunLgnEEyGrfHkqPSfkrh3ttl2Fn8bVICLwx3yGAtC2TWyNSBB5uhMfRx56w-w7cMJLHMUD-M8-uBxF9xHvxwfUI1c5Tkckgcqc/w320-h165/image.png" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://amzn.to/3wyHenz">Magic Tree House Series</a></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://amzn.to/3wyHenz" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1067" data-original-width="2000" height="171" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIPlQ6DgZCDq3fu_Kanolw2MTGMyGP8pyJR91TWiNMaAN2caqi_wZ-p2IGFtieAHEhxBldxxAanoyQNeR9EhWoLstW57R-QXpJBYzk78OEa2FbNlSOi9hhr_vk57K8ZOpcjL_lDL2VadA/w320-h171/image.png" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://amzn.to/3q21U4H">Diary of a Wimpy Kid</a></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://amzn.to/3q21U4H" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="336" data-original-width="336" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdoLDfgoYjtp-7K1OtgNxeQeV7dzm1Z5e_QRgZWX09uTfQN_r2XY2iGvlfvnfZ0Q2h57oCe_Mlt7Gomkt5Z5lREm6TZMaalvu4Fefo4bJ1SvuSC3YgHubSyQzMBuWeHqSHSAbnJmiKmwM/w320-h320/image.png" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://amzn.to/3gzbGbI">Dork Diaries</a></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwOP5IYbgEIk-7epXXPONB1WkiivAAko5BAQtsUvG4WQX8tKk6JanmYJJHjqJJsuNYbtuQ82T0t8UxhGj5jgug0ruIxTNiJxWIRgZFz2L96pvn2v9-f0zrv6Ny9FVBcNknd-BmzcE07P8/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="225" data-original-width="225" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwOP5IYbgEIk-7epXXPONB1WkiivAAko5BAQtsUvG4WQX8tKk6JanmYJJHjqJJsuNYbtuQ82T0t8UxhGj5jgug0ruIxTNiJxWIRgZFz2L96pvn2v9-f0zrv6Ny9FVBcNknd-BmzcE07P8/w320-h320/image.png" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://amzn.to/3zudpX4">Who Would Win Series</a></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://amzn.to/3zudpX4" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="286" data-original-width="336" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjECt6H2Kbug1gJ0jIE1X6zFx07p9KM2z53YtOipgZm3Co1ZuG8EPDXp2mYgqr-KP5TKZkpoiFWd0Z4a36iOG6prLTRA20P1h_2VSmFssvE_nuone7-LuYsJ8ajfNU-DCteVBQkHNi17EA/" width="282" /></a></div>If you're also interested in a list of Popular 3rd Grade Read Aloud Books, you can get that <a href="https://view.flodesk.com/pages/60cab4e4b5a11075241c807f">here</a>! <br /> </center><center>Aloha,<br /><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-61492095890826023412021-06-13T03:00:00.004-10:002021-06-29T09:17:41.379-10:00What New Teachers Can Do to Prepare for the School Year<center><span id="docs-internal-guid-6e20e53f-7fff-1419-a601-15f42201deed"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div style="font-family: inherit; text-align: center;"><span style="font-family: inherit; text-align: left; white-space: pre-wrap;">If youâre here reading this post, you must be a new teacher that is eager to start planning for the school year. First of all, let me Congratulate you on landing your first teaching job!!</span></div><div style="font-family: inherit; text-align: center;"><img alt="Bitmoji Image" class="bitmoji-image" data-downloadurl="image/png:5048.png:https://sdk.bitmoji.com/render/panel/b8b01acf-113e-4801-b09f-6403c66e3c4a-eaee7997-04c9-4fe3-9796-0d61cb166b8b-v1.png?transparent=1&palette=1" data-src="https://sdk.bitmoji.com/render/panel/b8b01acf-113e-4801-b09f-6403c66e3c4a-%s-v1.png?transparent=1&palette=1" height="255" loading="lazy" src="https://sdk.bitmoji.com/render/panel/b8b01acf-113e-4801-b09f-6403c66e3c4a-eaee7997-04c9-4fe3-9796-0d61cb166b8b-v1.png?transparent=1&palette=1" width="255" /></div><div style="font-family: inherit; text-align: center;"><br /></div><div style="font-family: inherit; text-align: center;"><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"> I wish you the best school year ever :)</span></div><br /><span style="font-family: inherit; text-align: left; white-space: pre-wrap;">Since youâre here, Iâm also assuming that you are a planner! Most people will tell you to relax and enjoy your summer (I will, too) but if youâre like me, I wouldnât be able to because I would always be thinking âwhat can I be doing to planâ. LOL, so Iâve got you covered with 5 things you can start working on now! </span><p></p><span style="text-align: left;"><center style="font-family: inherit; white-space: pre-wrap;"><span><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><br /></span></span></center><center style="font-family: inherit; white-space: pre-wrap;"><span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6jmkrEIC3viuW4R7nDHgKzUaToP8z9NnZKpxxQm92r9dftOFEvmRF-TZkodAit04QnGI5_a8eW7J_wLrZ-xbanYsAd859kUmaENoCf3KsFuvODufd50o2r0v1Uz82ge_P2HD-8ZYWMFE/s1200/Blog+Titles.002.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="628" data-original-width="1200" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6jmkrEIC3viuW4R7nDHgKzUaToP8z9NnZKpxxQm92r9dftOFEvmRF-TZkodAit04QnGI5_a8eW7J_wLrZ-xbanYsAd859kUmaENoCf3KsFuvODufd50o2r0v1Uz82ge_P2HD-8ZYWMFE/w640-h334/Blog+Titles.002.jpeg" width="640" /></a></div><br /></span></center><center><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8XkDuH-m7DIn_L7DAHTSfADnguHp2X9lZQ3jnOWYpOEmobeJFDuuBwOB5vFwyMQMqYIq6r2qZRBQttybJIq6HjT2VeK2GszEspKvr56bt4LZynH3JDeGlst5w9CijfPPSU5MJaOJSS1c/s480/blog+headers.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8XkDuH-m7DIn_L7DAHTSfADnguHp2X9lZQ3jnOWYpOEmobeJFDuuBwOB5vFwyMQMqYIq6r2qZRBQttybJIq6HjT2VeK2GszEspKvr56bt4LZynH3JDeGlst5w9CijfPPSU5MJaOJSS1c/w400-h150/blog+headers.001.jpeg" width="400" /></a></div><h1><div><span style="font-weight: normal;"><span style="font-family: inherit; font-size: small;">The best thing you can do to start preparing for a successful school year is to start familiarizing yourself with your grade level standards. If your state uses Common Core, <a href="https://www.dpi.nc.gov/teach-nc/curriculum-instruction/standard-course-study/all?field_document_entity_terms_target_id_1=All&field_document_entity_terms_target_id_2=All&combine=&page=0">this site</a> has great resources for unpacking the standards to help you better understand them!</span></span></div><div><span style="font-family: inherit; font-size: medium; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;"><br />Select the </span><span style="font-family: inherit; font-size: medium; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;"><i>2017 unpacked content</i></span><span style="font-family: inherit; font-size: medium; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;"><i> âyour gradeâ math standards</i></span><span style="font-family: inherit; font-size: medium; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;">. This resource will help you to know exactly WHAT your students need to know and be able to do, youâll also see visual examples. </span></div></h1><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxs6y84bSqKGRwGHiszFcPImt8TYIUAu88WjUFHk5ahxADcEpjvQ-ixyYu3c8TtMv9uRX3mirSI1v9jT5AGrlnBtlv9PH5GhPrwjw4s4XaaIujkiyqkpsxa7ff_4FzN_EgANUoaTOmsGA/s480/blog+headers.002.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxs6y84bSqKGRwGHiszFcPImt8TYIUAu88WjUFHk5ahxADcEpjvQ-ixyYu3c8TtMv9uRX3mirSI1v9jT5AGrlnBtlv9PH5GhPrwjw4s4XaaIujkiyqkpsxa7ff_4FzN_EgANUoaTOmsGA/w400-h150/blog+headers.002.jpeg" width="400" /></a></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;">Now that itâs summer and you have the time (and youâve familiarized yourself with your grade level standards) start creating and organizing your Pinterest Boards or Instagram Collections. There are SO MANY ideas and resources readily available. I remember when I first started teaching, I spent hours scouring the internet trying to find different ideas on how to teach certain topics. Save yourself time by doing the searching NOW rather than later.</span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;"><br /></span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;">Be sure to label your boards (Ideas for teaching Fractions, Beginning of Year Activities). Itâd be a good idea to look through the resources youâre pinning, and only pin what you know you want to try or use. This will help you to be able to go directly to your board and pick something to use. Itâll save you a tremendous amount of time later. </span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;"><br /></span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ0d7qv7UL5lud5nYij9j8Zr9vZz5z4eq8Ym0Y82GRCxpHxALizhhfL2tA438f3XzM4Xo2AK4gSmyV6XSXJjBaAWr9UhNcjwn0MCI_e2Orgwd_uTW3wP2pBO-C7JfhUtVZj494Ewq_O14/s480/blog+headers.003.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ0d7qv7UL5lud5nYij9j8Zr9vZz5z4eq8Ym0Y82GRCxpHxALizhhfL2tA438f3XzM4Xo2AK4gSmyV6XSXJjBaAWr9UhNcjwn0MCI_e2Orgwd_uTW3wP2pBO-C7JfhUtVZj494Ewq_O14/w400-h150/blog+headers.003.jpeg" width="400" /></a></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;"> </span><span style="font-family: inherit; text-align: left;">IG is such a great place to gain new ideas from fellow teachers. Search hashtags to find other teachers in your grade that you can learn from. Be sure to only follow accounts that lift you up and motivate you. As you get into your year, always remember that the teachers you are following have all started in a similar place as you. </span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;"><br /></span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;">General hashtags like #iteachthird or #thirdgradetribe can be searched and similar hashtags will pop up. You can follow the hashtag on IG, then when you see posts you like, click on the profile, check it out and follow if you're into their feed! :) </div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><br /></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;">You can find me on IG <a href="https://www.instagram.com/teachinginparadise/">@teachinginparadise </a></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><br /></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkGn172UBPV6dHwYB6B7myHa_3o-g241JN2l1N-_Q8E6tc-DgVZgFQZDYgpTWYMvgtme3_-7izrmbDPIStLTUe0gQSqFVeA5lbQFidCWpcp_2NYy_WUTEfAXpQNg8YMZ-zn9NhRdCxGv4/s480/blog+headers.004.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkGn172UBPV6dHwYB6B7myHa_3o-g241JN2l1N-_Q8E6tc-DgVZgFQZDYgpTWYMvgtme3_-7izrmbDPIStLTUe0gQSqFVeA5lbQFidCWpcp_2NYy_WUTEfAXpQNg8YMZ-zn9NhRdCxGv4/w400-h150/blog+headers.004.jpeg" width="400" /></a></div><center style="font-family: inherit; white-space: normal;"><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;">Having clear and specific routines and expectations for </span><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">everything</span><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;"> will help to set your students up for success. Students should know what to do and how they should be conducting themselves for literally anything you might ask them to do. </span></center><center style="font-family: inherit; white-space: normal;"><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;"><br /></span></center><center style="font-family: inherit; white-space: normal;"><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;">This may seem tedious, but it will truly help with your classroom management and eliminating transition times or student issues with one another.</span></center><center style="font-family: inherit; white-space: normal;"><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;"><br /></span></center><center style="font-family: inherit; white-space: normal;"><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;"><u>Some examples of things you could plan for are:</u></span></center><center><ul style="font-family: inherit; white-space: normal;"><li style="text-align: left;">How will students enter your classroom</li><li style="text-align: left;">Where and how will they submit work?</li><li style="text-align: left;">How will you collect important papers and/or notes from parents</li><li style="text-align: left;">What supplies will students keep in their desks?</li><li style="text-align: left;">How will you dismiss students to get things from their cubby?</li><li style="text-align: left;">How will the use the classroom sink?</li><li style="text-align: left;">What will your bathroom procedures be?</li><li style="text-align: left;">How will you handle student supplies? Sharpening of pencils?</li></ul><br /><span style="font-family: inherit; text-align: left;">The more you can plan for, the better youâll be. You can access a copy of the planning template that I use and also see the things that I create procedures/routines for </span><a href="https://bit.ly/2Tl19os" style="text-align: left;"><span style="font-family: inherit;">here</span></a></center><center><br /></center><center><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRdAIReZEzJwt7wtkLsBG-s8k-1e_NerMNe3yfVP1hh78WttRy8oef7342f6XagcHvzUpQRpn_6GaiQKgUFe1SqSVzSyEHADMqDmE9AglSq3RwPEZYLYAg-L0NGYYgGrbPPaa0s-LY8Qo/s480/blog+headers.005.jpeg" style="font-family: inherit; margin-left: 1em; margin-right: 1em; white-space: pre-wrap;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRdAIReZEzJwt7wtkLsBG-s8k-1e_NerMNe3yfVP1hh78WttRy8oef7342f6XagcHvzUpQRpn_6GaiQKgUFe1SqSVzSyEHADMqDmE9AglSq3RwPEZYLYAg-L0NGYYgGrbPPaa0s-LY8Qo/w400-h150/blog+headers.005.jpeg" width="400" /></a></center><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;">Last but not least, RELAX and enjoy your summer!</span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><img alt="happy stroll in meadow" class="bitmoji-image" data-downloadurl="image/png:18910.png:https://sdk.bitmoji.com/render/panel/5206c766-a7f5-447d-a36b-266c465436c8-eaee7997-04c9-4fe3-9796-0d61cb166b8b-v1.png?transparent=1&palette=1" data-src="https://sdk.bitmoji.com/render/panel/5206c766-a7f5-447d-a36b-266c465436c8-%s-v1.png?transparent=1&palette=1" height="223" loading="lazy" src="https://sdk.bitmoji.com/render/panel/5206c766-a7f5-447d-a36b-266c465436c8-eaee7997-04c9-4fe3-9796-0d61cb166b8b-v1.png?transparent=1&palette=1" style="font-family: inherit; text-align: left; white-space: pre;" width="223" /></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;">The year will be here before you know it. Youâll have a never-ending to-do list once the year starts, so enjoy your summer while you can!</span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;"> Find the time to take care of yourself, relax, and have fun!! </span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;"><br /></span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;">You may also be interested in this post: <a href="https://www.teachinginparadise.com/2015/07/5-tips-for-new-teachers.html">5 Tips for New Teachers</a></span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;"><br /></span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><span style="font-family: inherit; text-align: left;">Aloha,</span></div><div class="separator" style="clear: both; font-family: inherit; text-align: center; white-space: pre-wrap;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" style="font-family: inherit; text-align: left;" width="200" /></div></center></span></span></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-16068967871290208752021-06-02T12:55:00.002-10:002023-08-14T09:17:17.782-10:005 Tips for Writing Sub Plans<center><span id="docs-internal-guid-9a839b9e-7fff-ca43-1ea5-7d1f3c807532"><span style="font-family: inherit;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpNqpLIiffwC21zov0Op12_u1IsWKONUkGZwJ3ExPMETqTmnKq7Rt4zG7Mi-q2k2M0vlRm6PV_SOkwiDl8KiqQDKnomfc69gGJUFQCugXUN-mEYymtFAazvbHWq40bDnyeBV-NVwR_O2E/s1200/Blog+Titles.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="628" data-original-width="1200" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpNqpLIiffwC21zov0Op12_u1IsWKONUkGZwJ3ExPMETqTmnKq7Rt4zG7Mi-q2k2M0vlRm6PV_SOkwiDl8KiqQDKnomfc69gGJUFQCugXUN-mEYymtFAazvbHWq40bDnyeBV-NVwR_O2E/w640-h334/Blog+Titles.001.jpeg" width="640" /></a></div><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p></span></span></center><center><span><span style="font-family: inherit;"><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-size: 18.6667px; white-space: pre-wrap;"><u>1. Be Explicit</u></span></h1><div><span style="font-size: 18.6667px; white-space: pre-wrap;"><u><br /></u></span></div></span></span></center><center><span style="font-family: inherit;"><div style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;">Be very clear about what the sub should be doing and what the students should be doing. As the teacher, YOU expect that your students know what is expected of them and that they will follow those expectations when youâre not thereâŠâŠbut this isn't always the case.</div><div style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; text-align: left; white-space: pre-wrap;">Iâve done my fair share of subbing in classrooms, luckily I know the teachers and their procedures. Too often than not, kids try to bend the rules and get away with things. Itâs helpful to clearly outline all expectations so that the substitute knows exactly HOW students should be working (quietly at their desks? No walking around, etc).</span></div><div style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><br /></span></div><div style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Substitute-Binder-Editable-8544352?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Sub%20Binder" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEXqvdwvfARq-uNWLvrQSBmmCQfE3ZL1y2W8EDsiwaYPxQtEoVQnpE31FlPdLvAKJJj8f7TQ_CylW14gd6Cu_bjcfmS0Ji9U7RpJYjE1K0UVt6svbu6lRv777hZHaI5s7VdIXAOF06bhg/w640-h480/Procedures.001.jpeg" width="640" /></a></div></div><div style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; text-align: left; white-space-collapse: preserve;"><span>Short on time and want to just get your plans done? <a href="https://www.teacherspayteachers.com/Product/Substitute-Binder-Editable-8544352?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Sub%20Binder">Here are all the templates that I used to make my own sub plans.</a></span></span></div><div style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; text-align: left; white-space-collapse: preserve;"><span style="font-size: medium; text-decoration-line: underline;"><br /></span></span></div><div style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; text-align: left; white-space-collapse: preserve;"><span style="font-size: medium; text-decoration-line: underline;">2. Label and Organize </span></span></div><div><br /></div></span>Label all of your worksheets and assignments with post-it notes so that your sub. knows EXACTLY what to give out when. Be sure to use the same language in your plans as your labels, this helps to avoid any confusion. If you have several different assignments for one subject, you could use color-coded post-it notes and designate which color to hand out when. (Send home math homework-(blue post-it). </center><center><a href="https://www.teachinginparadise.com/2016/03/printing-on-sticky-notes.html">Click here for a tutorial on how to print on sticky notes</a>.<br /><br /><br />In addition to labeling everything, organizing all of your papers in the order that they are to be handed out is helpful for your substitute teacher. This takes out the guesswork and sets them up to avoid any confusion. <span style="font-family: inherit;"><div><br /></div><h1><span style="font-family: inherit; font-size: 14pt; text-align: left; white-space: pre-wrap;"><u>3. Student Transitions</u></span></h1><div style="text-align: center;"><span style="font-family: inherit;">Make it easy for your substitute to keep track of when students need to leave for special classes or services. In the designated time block, write out who needs to go where (and at what time). <span style="color: red;"><b>Use a different colored font so that it stands out. </b></span></span></div><div style="text-align: center;"><span style="font-family: inherit;">*Bonus tip: leave a note on the board so that older students can watch the clock and remind themselves. </span></div></span><h1><span style="font-family: inherit; font-size: 14pt; text-align: left; white-space: pre-wrap;"><u>4. Plan for Quick Finishers</u></span></h1><h1><div><span style="font-size: small;"><span style="font-weight: 400;"><div><div></div></div><div><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"> <span style="font-family: inherit;">Provide your substitute with a checklist to keep track of which students finished what assignment. I always advised the sub to collect work back at the end of the block so that he/she could keep track of who is finished and/or who needs additional time. </span></span></div><div><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><br /></span></div><div><span style="font-family: inherit;"><span style="text-align: left; white-space: pre-wrap;">Let the sub know what students should do when they are done with their work. </span><span style="text-align: left; white-space: pre-wrap;">It's helpful to include a list of activities your early finishers can do. </span></span><span style="text-align: left; white-space-collapse: preserve;"> Since the sub already has a list of students who need additional time to complete assignments, there won't be any issues for them to direct the quick finishers to the extra assignments. </span></div><div><span style="text-align: left; white-space-collapse: preserve;"><br /></span></div><div><span style="font-family: inherit;"><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Grade-3-Emergency-Sub-Plans-6423928?utm_source=Teaching%20in%20Paradise%20BLOG&utm_campaign=Sub%20Plans" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="1536" data-original-width="2048" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Zso1GxL02LoMMeiu8YwKqKeCmIzevMz3-Sgd2zOdiPWOAiCrpa3tu165oZlr7NFYHLE-bu2nKyqJhUyA65mTUYNwL9G9Hwa8vzO-3Ybhf4LEVy3DLT5tOhLQrkGePO4qShO1SZESBX0Ia4fSvNRLQPDxuzXkp9YRlH0vvmZljyRv-fxEw6VtdO51ckM/w400-h300/IMG_5173%20EDIT.jpg" width="400" /></a></div></span></div></span><span style="font-family: inherit; font-weight: 400;"><div><br /></div><div><span style="text-align: left; white-space: pre-wrap;">*I also like to include a page in my sub plans that help the substitute come up with activities or things to do with the class with extra time. Sometimes lessons will finish earlier than expected, so providing them with a backup plan is always helpful! I include a one-pager with different activities and instructions as well as the estimated amount of time the activity will take, that way subs can choose which ones will work for them! If you'd like to take a look at that, it's included in my <a href="https://www.teacherspayteachers.com/Product/Grade-3-Emergency-Sub-Plans-6423928?utm_source=Teaching%20in%20Paradise%20BLOG&utm_campaign=Sub%20Plans">Emergency Sub Plans</a>. </span></div></span></span></div><div><span style="font-size: small;"><span style="font-weight: normal;"><br /></span></span></div><span style="font-family: inherit;"><u style="font-family: inherit; font-size: 14pt; text-align: left; white-space: pre-wrap;">5. Be Concise</u></span></h1><span style="font-family: inherit;"><div><span style="font-family: inherit; text-align: left; white-space: pre-wrap;">Too often than not, substitutes come to school right before the bell and often donât have time to read through your entire set of plans. Be as clear and concise as possible. Include enough information so that they are clear on what to do, but don't add TOO MUCH wording/instructions as it may get glossed over as they are rushing to read through plans as students are coming in.</span></div><div><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><br /></span></div><div><span style="font-family: inherit; text-align: left; white-space: pre-wrap;">It helps to break up the text and blocks so that the subs can read through the information in chunks. </span></div><div><br /></div></span><span style="font-family: inherit;"><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiefzd1GQQ1IZh5y2kWQuhLeTgxF1s2QwGY0VsrnAtCXTomCUfSz78NLOuO5F9TJMNr29lQ8aaXzRV7h_zKD-tyeLPHtWrsG4nEW-oAogmgyaD9ydAJwUYfHyeYA3BfNm2HBNRtX9YeBrc/s480/blog+headers2.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiefzd1GQQ1IZh5y2kWQuhLeTgxF1s2QwGY0VsrnAtCXTomCUfSz78NLOuO5F9TJMNr29lQ8aaXzRV7h_zKD-tyeLPHtWrsG4nEW-oAogmgyaD9ydAJwUYfHyeYA3BfNm2HBNRtX9YeBrc/w400-h150/blog+headers2.001.jpeg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Last but definitely not least, plan for emergencies! You never know when a bug will hit you hard or you find a dead car battery when you're already running late to work. Having a set of Emergency Sub Plans for those last-minute, unplanned situations that occur will save you A TON of stress! </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Set your plans up in an Emergency Sub tub or Binder. </div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfVa4SP5enJhRQscRrne4b8scNIQsBawgwHuVryBT-R-Efu0Ft_tsNbmr7lANey76y-0ZgV6tD1JWRnqS8JE0Fne5t6sSgpHlQBwuKc620QIDyggAfwYSG1ZaBeMgRW5vzigpyIpGoYe7Azo-sR0F7esL9p6eaxRcSVcqRxKGbz7_svt4tkdawlFJ48yc/s1773/IMG_5109%20EDIT.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1773" data-original-width="1773" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfVa4SP5enJhRQscRrne4b8scNIQsBawgwHuVryBT-R-Efu0Ft_tsNbmr7lANey76y-0ZgV6tD1JWRnqS8JE0Fne5t6sSgpHlQBwuKc620QIDyggAfwYSG1ZaBeMgRW5vzigpyIpGoYe7Azo-sR0F7esL9p6eaxRcSVcqRxKGbz7_svt4tkdawlFJ48yc/w400-h400/IMG_5109%20EDIT.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;">If you're a 3rd-grade teacher, I've got you covered fwith an already written and ready to assemble set of <a href="https://www.teacherspayteachers.com/Product/Grade-3-Emergency-Sub-Plans-6423928?utm_source=Teaching%20in%20Paradise%20BLOG&utm_campaign=Sub%20Plans">Emergency Sub Plans</a>! All you need to do is add specific information to your class, students, and schedule using the editable pages! You can find that set <a href="https://www.teacherspayteachers.com/Product/Grade-3-Emergency-Sub-Plans-6423928?utm_source=Teaching%20in%20Paradise%20BLOG&utm_campaign=Sub%20Plans">here</a>. </div><br /><span style="font-family: inherit; text-align: left; white-space: pre-wrap;"><br /></span></div><div><span style="font-family: inherit; text-align: left; white-space: pre-wrap;">Aloha,</span></div></span><br /></center><center><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-55555834431229184922021-04-10T16:38:00.005-10:002021-04-11T14:23:00.145-10:008 Letter Recognition Activities for Toddlers <div class="separator" style="clear: both; text-align: center;"><span id="docs-internal-guid-52087f24-7fff-0ee3-d1fd-2c04ff38ed44"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: center;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">I began exposing my son to his letters at around 2.5 years old. He isn't the biggest fan of "learning" so I try to make it fun for him so that he doesn't realize he's learning. Today Iâm sharing 8 fun toddler-approved activities that helped my son with learning and identifying his letters. The best thing about them are that they are all easy to do and very low prep! </span></span></p></span></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFddUMxonQhyphenhyphengRyCAGmdEozIqnSg8OfNk8a71O2PrgxK9h7zf4NqmQx0RQaJRdJqC6KYqHqxI995U2FLmkVNNJh6zDM0aSLJ8COVeTIVusKj7gb6mAKpvXSgcimBlaMEG5NjPpxBqBwcs/s1200/Letter+Rec+Header.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="628" data-original-width="1200" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFddUMxonQhyphenhyphengRyCAGmdEozIqnSg8OfNk8a71O2PrgxK9h7zf4NqmQx0RQaJRdJqC6KYqHqxI995U2FLmkVNNJh6zDM0aSLJ8COVeTIVusKj7gb6mAKpvXSgcimBlaMEG5NjPpxBqBwcs/w640-h334/Letter+Rec+Header.001.jpeg" width="640" /></a></div><br /><center><span id="docs-internal-guid-d22dcf38-7fff-74dd-d046-dbc2ec536853"><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">In the very beginning, we just worked on letter matching. This process is important in allowing toddlers to differentiate that letters look different from one another, some have curved shapes and some have straight lines. As he got the hang of matching letters, I began telling him the name for each letter and had him repeat it back to me. For every match he makes, he is now required to say the letter name. We use this same structure for most of the activities below. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxLvh4jm6aL4mvVDMRnMshHX7FTYjEX-_kjP-aBxN8LHhGrS4xXql_meZs-u0zODNFpvgi1ig0eJMTNb77rFpzymCQ5EU0aQwGHgrUxqDBptxrgj81o3_r1NhPnAOTfndFvooCmEiWQAE/s480/letter+rec+headers.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxLvh4jm6aL4mvVDMRnMshHX7FTYjEX-_kjP-aBxN8LHhGrS4xXql_meZs-u0zODNFpvgi1ig0eJMTNb77rFpzymCQ5EU0aQwGHgrUxqDBptxrgj81o3_r1NhPnAOTfndFvooCmEiWQAE/w400-h150/letter+rec+headers.001.jpeg" width="400" /></a></div><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; text-align: left; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheVHh9zhoeyLddoC3gmDWGqHs9T_BHnPx84p8VqAdRwo6ghtITUoWXCFWqS8UQqSLFiKsgFFqj8uZ7bz25JgKbs4S-5b6n8_fFQYJIkLWUaBim0Tp1vtX8OsSm4v1Iufgs171AJm2NQU0/" style="clear: left; float: left; font-family: Arial; font-size: 14.6667px; margin-bottom: 1em; margin-left: 1em; white-space: pre-wrap;"><img alt="" data-original-height="1256" data-original-width="942" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheVHh9zhoeyLddoC3gmDWGqHs9T_BHnPx84p8VqAdRwo6ghtITUoWXCFWqS8UQqSLFiKsgFFqj8uZ7bz25JgKbs4S-5b6n8_fFQYJIkLWUaBim0Tp1vtX8OsSm4v1Iufgs171AJm2NQU0/w240-h320/image.png" width="240" /></a></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="text-align: left; white-space: pre-wrap;"><u><span style="font-family: inherit;">Materials Needed: </span></u></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="text-align: left; white-space: pre-wrap;"><a href="https://amzn.to/321xnsP"><span style="font-family: inherit;">Magnetic dry erase board</span></a></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="text-align: left; white-space: pre-wrap;"><a href="https://amzn.to/321xnsP"><span style="font-family: inherit;">Magnetic Letters</span></a></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;">Dry erase marker</span></span></p><center><span style="font-family: inherit;"><br /></span></center><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">For this one, just write random letters on the dry erase board. Place magnetic letters along the bottom of the board. As your toddler chooses a letter, tell them the letter name and encourage them to find the matching letter on the board. Have them place the magnetic letter over the written letters. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">*Try to stay away from using letters that look the same in the beginning (b/d, p/q). </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">Once your kiddo is done, you can start all over with new letters :)</span></span><span style="font-family: Arial; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span></p><div class="separator" style="clear: both; text-align: center;"><br /></div></span><p></p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Kyi2OT7UibmuO5R-ZiZbkn7wUdEus7jCB_Hsa7ZpmSruCOsiWwBb_cRa0mGuunQi4m9okiLEHo8tCPWUaeyCKRu5dIEiSBPOZJYuqZ0HcfX-ZYkJU-lCAFUPO81DLKOicsRpF2nmwWI/s480/letter+rec+headers.002.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Kyi2OT7UibmuO5R-ZiZbkn7wUdEus7jCB_Hsa7ZpmSruCOsiWwBb_cRa0mGuunQi4m9okiLEHo8tCPWUaeyCKRu5dIEiSBPOZJYuqZ0HcfX-ZYkJU-lCAFUPO81DLKOicsRpF2nmwWI/w400-h150/letter+rec+headers.002.jpeg" width="400" /></a><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;">My son is obsessed with dinosaurs, so I created </span><a href="https://www.teacherspayteachers.com/Product/Letter-Recognition-Activities-Dinosaur-Themed-6691605?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Letter%20Recognition%20Activities" style="text-align: left; text-decoration-line: none;"><span style="color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">this printable</span></a><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; vertical-align: baseline; white-space: pre-wrap;"> to encourage him to work on learning his letters. </span></span></p><span style="font-family: inherit;"><br /></span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: -webkit-center;"><span style="text-align: left; white-space: pre-wrap;"><u><span style="font-family: inherit;">Materials Needed:</span></u></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: -webkit-center;"><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;">Flat dish</span></span></p><span style="font-family: inherit;"><span style="text-align: left; white-space: pre-wrap;">Rice (you could substitute with oatmeal)</span><br /><span style="text-align: left; white-space: pre-wrap;">Dinosaur letter cards</span><br /><span style="text-align: left; white-space: pre-wrap;">Dinosaur letter mat</span></span></center><center><div style="text-align: left;"><span style="font-family: Arial;"><span style="font-size: 14.6667px; white-space: pre-wrap;"><br /></span></span></div><div style="text-align: left;"><span style="font-family: Arial;"><span style="font-size: 14.6667px; white-space: pre-wrap;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHpPn-nUSzjZnd0_UcgGIRtEFU6zduwpcyK7OyOxwQiIPE_ldXaHadiYV1Zltu1z6LwaOYtEaY0dN77SEm5t-KpQxBYOHkpK4oRqyS0nOgIwhOnxjVqv_It9G-k7VIdK_qSWwsGddIURM/s1200/Dino+Hunt.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="628" data-original-width="1200" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHpPn-nUSzjZnd0_UcgGIRtEFU6zduwpcyK7OyOxwQiIPE_ldXaHadiYV1Zltu1z6LwaOYtEaY0dN77SEm5t-KpQxBYOHkpK4oRqyS0nOgIwhOnxjVqv_It9G-k7VIdK_qSWwsGddIURM/w640-h334/Dino+Hunt.001.jpeg" width="640" /></a></div></span></span></div><span><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">I had my son dig through the rice to uncover letters. He pulled the letter out, I told him the letter name, had him repeat, then he found the match on the board. We continued this process. Weâve also switched it up by letting him use a paintbrush to brush away the rice. </span></span></p><center><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAyK-T9a7FKCVxHjX87m_N7WDV8vkZixgcuezWTTrMWjS5G6vaH6yLVwflz5hLfXBHRqitRohfcG2vp8XKLAyiWv_GJuWDHjrtU4rnlJciMoPfoN2KYoeoxAN4FYmd5Gq-bxdrzFmmlck/s2048/IMG_5104.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAyK-T9a7FKCVxHjX87m_N7WDV8vkZixgcuezWTTrMWjS5G6vaH6yLVwflz5hLfXBHRqitRohfcG2vp8XKLAyiWv_GJuWDHjrtU4rnlJciMoPfoN2KYoeoxAN4FYmd5Gq-bxdrzFmmlck/s320/IMG_5104.JPG" /></a></center><center><br /></center><center><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixJ49xMxM16UJVRpSiPltEXdnYVgN1ja2Var0TErEVUl-r7lm3KS9GJhs6anFH7h6gcXTvJEyM99-oAjAGULI55Ac3UoxU6cHShBN16iNMi_Yc62DsY2AXwbiYajBOCohrzgyhoaxIW9M/s480/letter+rec+headers.003.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixJ49xMxM16UJVRpSiPltEXdnYVgN1ja2Var0TErEVUl-r7lm3KS9GJhs6anFH7h6gcXTvJEyM99-oAjAGULI55Ac3UoxU6cHShBN16iNMi_Yc62DsY2AXwbiYajBOCohrzgyhoaxIW9M/w400-h150/letter+rec+headers.003.jpeg" width="400" /></a></center><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0mgvJZ3sk-estwSPk7NLlIukaQuPfhD1_2FstN8VCiTH8fBCU78WbOGGgpfueXPOki3PZklNciMVJCwFMrB3MCJA34ZtPmB0JP30LXbzUgtzMgdFhV20aMFo1xxMQXwnZfYZ5ez8kTw0/s2048/IMG_8509+2.JPG" style="clear: left; float: left; font-family: Arial; font-size: 11pt; margin-bottom: 1em; margin-right: 1em; text-align: left; white-space: pre-wrap;"><br /></a></p></span><span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: right;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-size: 14.6667px;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg18gxHdSr1H4afGjHzkm6H1HsyICa3c0C2uqs3z1a-IO3xK5ceTWkBFwebP452FpbLk-ycAV1FordR0rM07cvzzXlj7kMYM5P3ciU4m-tVOWHMJ-f5i7m_i16vO5EW1QxPXB2UDyJdKUw/s2048/IMG_8509+2.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg18gxHdSr1H4afGjHzkm6H1HsyICa3c0C2uqs3z1a-IO3xK5ceTWkBFwebP452FpbLk-ycAV1FordR0rM07cvzzXlj7kMYM5P3ciU4m-tVOWHMJ-f5i7m_i16vO5EW1QxPXB2UDyJdKUw/s320/IMG_8509+2.JPG" /></a></div><span style="font-family: inherit;">This one was definitely a hit! I stocked up on a TON of Easter Eggs one year after Easter was done and got them for like 10 cents a bag (or something crazy cheap like that). So I have eggs on hand all the time and use them for tons of activities.</span></span></center><center><span><span style="font-family: inherit;"><br /></span></span></center><center><span><span style="font-family: inherit;"><br /></span></span></center><center><span style="font-family: inherit;">I filled the eggs up with the <a href="https://www.teacherspayteachers.com/Product/Letter-Recognition-Activities-Dinosaur-Themed-6691605?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Letter%20Recognition%20Activities">dino letter cards</a> (same as the above activity) and hid them around the house. Little man went hunting for one egg at a time, opened it, then placed it on the letter board.</span></center><center><span style="font-family: inherit;"><br /></span></center><center><span style="font-family: inherit;"><br /></span></center><center><span style="font-family: inherit;">As always, as he opened the egg, he was required to say the letter name and then place it on the board. For the letters he wasn't sure of, or if he made a mistake, I would just tell him. </span></center><center> <p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><br /></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO41qnDsd8Ir9JCZqPKWc78-SCEmej-nU1brApcCAyiPicFB4bov_ltNtr9Seg_43tRXmkI0GlOI0VpIcAbnVLzZx5sUX2BrCYGOUDQRsQJWn61tYQAizwMb9l1vG9FRwTVr0G7hhdQ_I/s480/letter+rec+headers.004.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO41qnDsd8Ir9JCZqPKWc78-SCEmej-nU1brApcCAyiPicFB4bov_ltNtr9Seg_43tRXmkI0GlOI0VpIcAbnVLzZx5sUX2BrCYGOUDQRsQJWn61tYQAizwMb9l1vG9FRwTVr0G7hhdQ_I/w400-h150/letter+rec+headers.004.jpeg" width="400" /></a><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">Grab a paper towel roll, write letters randomly throughout the roll. Get the dot stickers (<a href="https://amzn.to/3tay92m">purchased here from Amazon</a>) and write the corresponding letter. Have them match it up by placing the sticker over the letter on the roll. You could also extend this (and all other activities) by having them match the lower case with upper case letters. As you can see- this is one our earlier activities. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"></span></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/hqBeICqNnzE" width="320" youtube-src-id="hqBeICqNnzE"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><span style="font-family: inherit;">It's also great for their fine motor skills, peeling off those stickers can be tricky!</span><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZxEa7W4rMlfAZUkRJm_h_96uYNTKGjWGON6sz0x-RtGZz5GzmkN7C2SRM_OIYy0TeUr2U3pTuFePpdeIB9rPaBc-4JlScZLdd0uUPR7wCtssKLvOiEAkZ_GZGwQ6DCabRzTSwRBoBT2E/s480/letter+rec+headers.005.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZxEa7W4rMlfAZUkRJm_h_96uYNTKGjWGON6sz0x-RtGZz5GzmkN7C2SRM_OIYy0TeUr2U3pTuFePpdeIB9rPaBc-4JlScZLdd0uUPR7wCtssKLvOiEAkZ_GZGwQ6DCabRzTSwRBoBT2E/w400-h150/letter+rec+headers.005.jpeg" width="400" /></a><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">This specific one was to help him learn the letters in his name. I just printed out giant letters on cardstock paper and taped them to the wall.</span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioDjLg9T70F9Ij9Cf1Z49KMwkQpD2NJTEb7lnEpHzhnsD6VqAI6ZTX-XUq3fUoXf8pwD4ELY89b_-BgmLiZTniqf_-9HffyVZb4_Re-Hc0dOIJERe8wYv0wSEuSux1z5YcqGc5prnjQvA/s2048/IMG_4331.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="2048" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioDjLg9T70F9Ij9Cf1Z49KMwkQpD2NJTEb7lnEpHzhnsD6VqAI6ZTX-XUq3fUoXf8pwD4ELY89b_-BgmLiZTniqf_-9HffyVZb4_Re-Hc0dOIJERe8wYv0wSEuSux1z5YcqGc5prnjQvA/s320/IMG_4331.JPG" /></a></div><br /><span style="font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">I used letter stickers that I already had and also hand wrote a bunch of the letters for his name on the <a href="https://amzn.to/3tay92m">dot sticker sheets</a>. I cut off a section of the dot stickers and hand them to him, he uses what he has and matches up the letters on the stickers to the letters in his name. </span></span></p><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNcRVZhI7tNDRik8LQL-5hxzKIluJXMqY3jpGODy2CaPPTOOZBb0sV_Hdf2Sj-3_343uBmvNogRdO1QNcNX5Lz75BfqtCGrt86dB9IONPxEMELvTqxrarCAg-aL9Rgopcuby_lA_TbM2o/s480/letter+rec+headers.006.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNcRVZhI7tNDRik8LQL-5hxzKIluJXMqY3jpGODy2CaPPTOOZBb0sV_Hdf2Sj-3_343uBmvNogRdO1QNcNX5Lz75BfqtCGrt86dB9IONPxEMELvTqxrarCAg-aL9Rgopcuby_lA_TbM2o/w400-h150/letter+rec+headers.006.jpeg" width="400" /></a><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">In this video, we were practicing the letters in his name but it could be used to work on any letter of the alphabet! Whatever you choose to work on, us sidewalk chalk to write the letters out. Call out a letter and have your child shoot the letter with a water gun. </span></span></p><center><br /></center><span style="font-family: inherit;">I also showed my son how to shuffle, so had him practice that as well lol.</span></center><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/J-7tYaNF4lY" width="320" youtube-src-id="J-7tYaNF4lY"></iframe></div><center><br /></center><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA68lcmiHhF_YZWBmSqczTF7PJhvAcvB-cBJVDCUAZNKiiTnyry9WJhHlp6VcEkthAt-hkgjapy0vff6FY3ZqTS08wGQlY065MHW3C9lbIZtUu_fUHEbux4xqmcZG858hTkuOQpTRlXbw/s480/letter+rec+headers.007.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiA68lcmiHhF_YZWBmSqczTF7PJhvAcvB-cBJVDCUAZNKiiTnyry9WJhHlp6VcEkthAt-hkgjapy0vff6FY3ZqTS08wGQlY065MHW3C9lbIZtUu_fUHEbux4xqmcZG858hTkuOQpTRlXbw/w400-h0/letter+rec+headers.007.jpeg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib-dXpx7QNw7AMzT1QTXEansA1pVLyxvqi_OyiOSFFqVmz_3tWAsg4uFqys8hEXjlr4oZIO306I2JcvrUfrsl0VKzM_Bec9NWVOFmmjtTxNVHKU0to3E1tid_o7DMDOPtb96QU48x1zNM/s480/letter+rec+headers.007.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib-dXpx7QNw7AMzT1QTXEansA1pVLyxvqi_OyiOSFFqVmz_3tWAsg4uFqys8hEXjlr4oZIO306I2JcvrUfrsl0VKzM_Bec9NWVOFmmjtTxNVHKU0to3E1tid_o7DMDOPtb96QU48x1zNM/w400-h150/letter+rec+headers.007.jpeg" width="400" /></a></div><center><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhesxONttInNVS8nWmIGZGgtv3dZTFVK5Ibs-KMhL2EHqkSH7vvfsiNXF-ZS5gHBCOEH3_C0PA16l36FZl3JBtpl1Y_XG77qJ38FdWh1u17P2nqFY_rykLRANywQ5Wb98Fac3KRzIQXrDA/s2048/IMG_5062.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhesxONttInNVS8nWmIGZGgtv3dZTFVK5Ibs-KMhL2EHqkSH7vvfsiNXF-ZS5gHBCOEH3_C0PA16l36FZl3JBtpl1Y_XG77qJ38FdWh1u17P2nqFY_rykLRANywQ5Wb98Fac3KRzIQXrDA/w240-h320/IMG_5062.JPG" width="240" /></a></div><div style="text-align: left;"><span style="font-family: inherit;">Another obsession of my little on is CARS. He has a million little cars and can play with them for hours. I </span><span style="font-family: inherit; white-space: pre-wrap;">used the same </span><a href="https://amzn.to/3tay92m" style="font-family: inherit; white-space: pre-wrap;">Amazon dot stickers</a><span style="font-family: inherit; white-space: pre-wrap;"> and wrote letters on each car. I picked up this painting roll paper from TJ Maxx, but they have them </span><a href="https://amzn.to/3tay92m" style="font-family: inherit; white-space: pre-wrap;">here on Amazon</a><span style="font-family: inherit; white-space: pre-wrap;">, too. I drew out little rectangular garages and wrote the letters of the alphabet. I used construction paper to make little roads. </span></div><div><br /></div><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;">I threw all of the cars into a bin and left this out for him to discover. As soon as he laid his eyes on it he immediately ran over. He picked up his cars, noticed the letters on them and began looking at the mat. I told him that they were "letter garages" and he had to find the right garage for each car and park the car in there.</span></span></center><center><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></center><center><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;"> Little man had a total blast driving his cars down the road and parking them in the garage. </span></span></center><center><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><span style="font-family: Arial;"><span style="font-size: 14.6667px; white-space: pre-wrap;"><br /></span></span></div><div style="text-align: left;"><span style="font-family: Arial;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw_2Ox_nhgVMdZGxbE1ry-97H96HeuFgHuTX-enH8DRhEW_9BdczuHIwYBiJNuXS15P2gdhp8EekW9kLleMHPmDeF98FHmPIOwZprXLxuu2tfdE6wlof1ctJm3LOqMAQwn9DcIuf49ctM/s2048/IMG_5073.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw_2Ox_nhgVMdZGxbE1ry-97H96HeuFgHuTX-enH8DRhEW_9BdczuHIwYBiJNuXS15P2gdhp8EekW9kLleMHPmDeF98FHmPIOwZprXLxuu2tfdE6wlof1ctJm3LOqMAQwn9DcIuf49ctM/w300-h400/IMG_5073.JPG" width="300" /></a></div><br /><span style="font-size: 14.6667px; white-space: pre-wrap;"><br /></span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCVjOJnZrcGrerQSlzdFFdocabSERnzx22MUuCiSiqiWaukle74yGq4ic3kh0M0LXnZrhL5UatRusYMeUyur1N_NuneUER5-TZco-nwjhFBYk-Z8rQypnyOxtyGJTFglF-YnriyUAg7NE/s480/letter+rec+headers.008.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCVjOJnZrcGrerQSlzdFFdocabSERnzx22MUuCiSiqiWaukle74yGq4ic3kh0M0LXnZrhL5UatRusYMeUyur1N_NuneUER5-TZco-nwjhFBYk-Z8rQypnyOxtyGJTFglF-YnriyUAg7NE/w400-h150/letter+rec+headers.008.jpeg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4uBJjPLsnZD2f3OUzQrH0lgBiz3aeu4zk-StaHPvxnRFbhp3HK0Kd2XZv17z-fZ1eL3qMM7buPrytBcfV3Zi-h3n19yHiRWpRN_7BhKZaV_5Y2sTihglN96WL7YidlsYbYTlDiRecULE/s2048/IMG_6316+2.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4uBJjPLsnZD2f3OUzQrH0lgBiz3aeu4zk-StaHPvxnRFbhp3HK0Kd2XZv17z-fZ1eL3qMM7buPrytBcfV3Zi-h3n19yHiRWpRN_7BhKZaV_5Y2sTihglN96WL7YidlsYbYTlDiRecULE/w640-h480/IMG_6316+2.JPG" width="640" /></a></div><br /><div style="text-align: center;"><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;">I have my son trace the letters on each sheet before starting. Then, I read him the "secret mission". I remind him that he will be looking for the big and little letters. </span></span></div><div style="text-align: center;"><span style="font-size: 11pt; text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></div><div style="text-align: center;"><span style="font-size: 11pt; text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></div><div style="text-align: center;"><span style="font-size: 11pt; text-align: left; white-space: pre-wrap;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhey6CkQRNtlATf4kC0bDd3SzLbabaNeDQJxtk85k0KMl36IA3eqI_-_IUz83VE-VIdBsD-GMJI0eD3S1d41frUNLUlQIoxOZzJDDY5Jj7g4KweaYueYToFtW1jC5CDHiEQEkCjWT8a6Qw/s2048/IMG_8401.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhey6CkQRNtlATf4kC0bDd3SzLbabaNeDQJxtk85k0KMl36IA3eqI_-_IUz83VE-VIdBsD-GMJI0eD3S1d41frUNLUlQIoxOZzJDDY5Jj7g4KweaYueYToFtW1jC5CDHiEQEkCjWT8a6Qw/s320/IMG_8401.JPG" /></a></div></span></div><div style="text-align: center;"><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;">My son is working on coloring in the lines, so I have him color in the squares. If your child is a little younger, they could also use stickers to cover each letter. </span></span></div><div style="text-align: center;"><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></div><div style="text-align: center;"><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;">As he finds the letter, he will color it and say the letter name out loud. This helps him to remember what each letter looks like as well as the name associated with that letter.</span></span></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;">Once my son has completed the mission, we will take out a toy animal (if we have it) or he will use his fingers and walk along the path he just colored. We do this to make sure that it is a "complete" path and that he has successfully completed the mission.</span></span></div><div style="text-align: center;"><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></div><div style="text-align: center;"><span style="text-align: left; white-space: pre-wrap;"><span style="font-family: inherit;"> Finally, I will have him count how many "steps" it took to get the animal to where it needed to go. </span></span></div><div><span style="font-family: inherit;"><br /></span></div><div><br /></div><div><br /></div><div><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">If you want to follow along on my little man's learning journey, be sure to follow me on <a href="https://www.instagram.com/teachinginparadise/">Instagram</a>! I'm always posting stories about the learning activities my son and I do together. You can also catch old activities on my highlight reel #teachatoddler! </span></span></div><div><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></div><div><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"><div style="white-space: normal;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">I hope that you were able to find something fun for your little one to help them learn their letters. If you try any of these activities, I'd love if you share with me by tagging me on <a href="https://www.instagram.com/teachinginparadise/">Instagram</a> @teachinginparadise</span></span></div><div style="font-size: medium; white-space: normal;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></div><div style="font-size: medium; white-space: normal;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"><span style="background-color: white; font-size: 18px; white-space: normal;"><span style="font-family: inherit;">{Affiliate Links were used in this blog post}</span></span></span></div><u style="font-size: 11pt;"><span style="font-family: inherit;"> </span></u></span></div><br />Aloha,<br /><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br />Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-39295737534404557902021-02-22T20:48:00.005-10:002021-02-23T17:00:25.146-10:00How to Teach Division to Your 3rd Graders<center><span id="docs-internal-guid-6edcb9cd-7fff-fc14-c674-34eecdc7b72e"><p><span style="font-family: inherit; text-align: left; text-indent: 36pt; white-space: pre-wrap;">Does anyone else remember division being SO CONFUSING as a child?! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="white-space: pre-wrap;">My teacher always used to ask questions like "How many times does 8 go into 48?". </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="white-space: pre-wrap;">I often found myself thinking, like what does that even mean?! </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="white-space: pre-wrap;">
When I became a teacher, I "relearned" math from how I was taught so that I could better teach my students. I didn't want for my students to ever be confused and wonder "what the heck?!" like I often did as a child. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Every teacher knows that the teaching of division is no joke. But the great news is that </span><span style="font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">it doesnât have to be difficult</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. By using consistent language and making learning relevant, your students can learn division like </span><span style="font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">that</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> (audible snap).</span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic4G-H0kqQpiJk_gS-duMk7S9fypDu_f6WpEcRdH5rlkUdmXWuTPR5OwovFY2mRYTF1jqCYFiEFsS_CsiboDqBJHSiTVkyMBnV_cby3KItDbwzSfNmqhEpMgNmyDs7hrf8o_lHTdK2BQE/s1200/Division+Header.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="628" data-original-width="1200" height="334" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic4G-H0kqQpiJk_gS-duMk7S9fypDu_f6WpEcRdH5rlkUdmXWuTPR5OwovFY2mRYTF1jqCYFiEFsS_CsiboDqBJHSiTVkyMBnV_cby3KItDbwzSfNmqhEpMgNmyDs7hrf8o_lHTdK2BQE/w640-h334/Division+Header.001.jpeg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6lQo_jE3B8wj734R7YMoeWpVuwTsDoY4t0ZnSRQNiUDdFsGFwvBsh2ZjEzqWn27GKJ1z5NzmKgJQRdKnxFbIGPk6JuWlDHNJmUcooxCxeVzDsHfijzbBUpCa_z4UpogAzrzGwUdOfbB4/s1000/blog+headers.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="375" data-original-width="1000" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6lQo_jE3B8wj734R7YMoeWpVuwTsDoY4t0ZnSRQNiUDdFsGFwvBsh2ZjEzqWn27GKJ1z5NzmKgJQRdKnxFbIGPk6JuWlDHNJmUcooxCxeVzDsHfijzbBUpCa_z4UpogAzrzGwUdOfbB4/w400-h150/blog+headers.jpg" width="400" /></a></div><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">I always begin my division instruction by asking students if theyâve had experiences where theyâve had to share something with a sibling, cousin, friend, etc. Inevitably, their answer is yes. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">I then proceed to ask them if their parents would allow them to give their friend only 2 cookies but give themselves 5. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><span style="white-space: pre-wrap;"><iframe allowfullscreen="" class="giphy-embed" frameborder="0" height="360" src="https://giphy.com/embed/d2ZcfODrNWlA5Gg0" width="480"></iframe></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><span style="white-space: pre-wrap;"><a href="https://giphy.com/gifs/d2ZcfODrNWlA5Gg0" style="text-indent: 0px; white-space: normal;">via GIPHY</a></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><span style="white-space: pre-wrap;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">This usually gets an astounding "NO", when I ask why, they tell me "because it's not fair!". We talk about the concept of fairness and I have the kids explain it to me. I then take that explanation and tell them that since they understand the concept of sharing and fairness (sharing equally), they already understand the concept of division! </span></span></p><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">I then jump into a read-aloud </span></span><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;">with the wonderful childrenâs book </span><span style="color: #1155cc; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">The Doorbell Rang</span><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;"> by Pat Hutchins. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGyljLuI9LAzQO1HDmZTBIjGUrT1TE9FTjJQumJFb6BLAbxF_LfTK4r2CeVgOCjiE2mBPRKZCPF5wbjPHN6q7bo1BL6SWsHMf4QhxhvtHv76d7FL_uGOHIY0ZsrOZtvCydYPBi1D8PYFc/s768/Untitled+2.001.jpeg" style="margin-left: 1em; margin-right: 1em; text-align: center; text-indent: 0px;"><img border="0" data-original-height="768" data-original-width="768" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGyljLuI9LAzQO1HDmZTBIjGUrT1TE9FTjJQumJFb6BLAbxF_LfTK4r2CeVgOCjiE2mBPRKZCPF5wbjPHN6q7bo1BL6SWsHMf4QhxhvtHv76d7FL_uGOHIY0ZsrOZtvCydYPBi1D8PYFc/w640-h640/Untitled+2.001.jpeg" width="640" /></a></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;">This classic book tells a story that perfectly pairs with the concept of division, and the kids love it! While Sam and Victoria are waiting to devour hot, chewy chocolate chip cookies, some friends stop by. As the doorbell keeps ringing from more and more visitors, their hopes of eating lots of the cookies continue to dwindle.</span></p><div><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijm-tuqC2wVZJgMy9UO-F6_qWZd1Q9ILl47pqGK6zEEz-y5ehufoY2LMlmCX0gn9OB2cyBPOe5e5R-GrxfvbGmaFWNRJ8y93wl7sOCqAZFYq2w4LIdrDCEcjHcdKyeLMnGVta-4Zke96g/s1000/blog+headers.jpg" style="margin-left: 1em; margin-right: 1em; text-indent: 0px; white-space: normal;"><img border="0" data-original-height="375" data-original-width="1000" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijm-tuqC2wVZJgMy9UO-F6_qWZd1Q9ILl47pqGK6zEEz-y5ehufoY2LMlmCX0gn9OB2cyBPOe5e5R-GrxfvbGmaFWNRJ8y93wl7sOCqAZFYq2w4LIdrDCEcjHcdKyeLMnGVta-4Zke96g/w400-h150/blog+headers.jpg" width="400" /></a></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit; text-align: left; text-indent: 36pt; white-space: pre-wrap;">Once weâve finished reading and discussing the book, I hand out paper cookies to the students. We use these cookies to illustrate division problems from the book. Math concepts are so much easier when manipulatives are involved. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit; text-align: left; text-indent: 36pt; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit; text-align: left; text-indent: 36pt; white-space: pre-wrap;">Since I know that many of you are currently using a distance learning model, I have also created a <a href="https://www.teacherspayteachers.com/Product/Digital-Division-Activity-Distance-Learning-5663014?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Division%20Blog%20Post">digital resource</a> to go along with this book and lesson idea. Simply have your students complete the same activity by physically manipulating and moving the cookies to represent the division problems. </span></p><div><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"><br /></span></span></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxsIADvzhjYEEkcpcimkUP9sXPLDSKGb1JTAMuXziqc4nFXnrOSC99Rah3WPa9JdSYkmA_dw3oZtgPXfLq66Q' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;">Emphasizing the connection between multiplication and division is so necessary to get kids to become proficient with this skill. Anytime students are required to figure out the quotient, I always ask them 8 times what equals 40? This gets students always thinking about division in this way so that they can quickly and easily figure out the answer. </p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgebcv4N6kSuUQZODpVjLYtSyckSfzI0x9L3ncuqq12CJBtDojxj_sFPRIWPkZN9-4tezAozDtKH7iGPtD4pVJkkY9MSJr-DGIof903dmwtz1VWb_Rgk90hzvRUKcVSIN0Fqa-_vtdpkU0/s1000/blog+headers.jpg" style="margin-left: 1em; margin-right: 1em; text-indent: 0px;"><img border="0" data-original-height="375" data-original-width="1000" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgebcv4N6kSuUQZODpVjLYtSyckSfzI0x9L3ncuqq12CJBtDojxj_sFPRIWPkZN9-4tezAozDtKH7iGPtD4pVJkkY9MSJr-DGIof903dmwtz1VWb_Rgk90hzvRUKcVSIN0Fqa-_vtdpkU0/w400-h150/blog+headers.jpg" width="400" /></a></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Continue to provide guided practice to students as they are just learning this concept by using the I do, We do, You do model. The goal of doing this is so that you know students are ready to go off on their own to practice independently. You DO NOT want students to practice the concept the wrong way and get that way stuck in their heads. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">As you are practicing, ask your kids questions and begin to release the responsibility of modeling off to your students. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">As you are ready to connect to division word problems, it's essential to practice alongside other word problems (at least multiplication, too) so that students are forced to think about the context of the problem and not just assume every answer will be division.</span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="white-space: pre-wrap;">I love having task cards on hand to be able to provide my students with a variety of word problems at any moment. These <a href="https://www.teacherspayteachers.com/Product/Multiplication-and-Division-Word-Problem-Task-Cards-5713390?utm_source=Teaching%20in%20Paradise%20Blog&utm_campaign=Multiplication%20Division%20Task%20Cards">multiplication and division task cards</a> are perfect for providing your student guided practice and then following up as center rotation or independent work. </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9janVLmRurpagVw4OnLoh-Jo3efytMPpLpfnECRmKCD3g-UT2yCTbJ8TnaZB5GvL1RzGMWS5KitJfYx3aUuY1hAg5u5s0X-GLz1cHDQ8teBnj7YukPTETRNgGVbBmQHVhwSVv2ygVbxk/s720/Mult+Division+Tak+Cards.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9janVLmRurpagVw4OnLoh-Jo3efytMPpLpfnECRmKCD3g-UT2yCTbJ8TnaZB5GvL1RzGMWS5KitJfYx3aUuY1hAg5u5s0X-GLz1cHDQ8teBnj7YukPTETRNgGVbBmQHVhwSVv2ygVbxk/w640-h480/Mult+Division+Tak+Cards.001.jpeg" width="640" /></a></p><br /><div class="separator" style="clear: both; text-align: center;">If you're interested in more ideas on how to use task cards in the classroom, <a href="https://www.teachinginparadise.com/2019/04/5-ways-to-use-task-cards-in-classroom.html">check out this post</a>. </div><span style="font-family: inherit;"><br /></span><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Literature is a great add-on to math instruction, and manipulatives always help make the learning stick. Whether 3-D manipulatives or online, young math students benefit greatly by using them. I hope that these tips for teaching division help both you and your students.</span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">If you enjoyed the ideas in this post, be sure to follow me on <a href="https://www.instagram.com/teachinginparadise/">Instagram</a>! I will update you there when new posts are released :) </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span style="background-color: white; font-family: Lato, sans-serif; font-size: 18px; text-indent: 0px; white-space: normal;">{Affiliate Links were used in this blog post}</span></span></span></p></span><br /><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-51444726409219948992020-10-04T05:30:00.004-10:002020-10-04T05:30:01.620-10:00Supporting Your Struggling Readers- The What, Why and How of Reading Fluency<center><span id="docs-internal-guid-6f93132f-7fff-c6ca-e201-08baef419327"><div style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: white; color: #222222; font-family: inherit; text-align: left; text-indent: 48px; white-space: pre-wrap;">Everyone who knows about teaching reading knows about </span><a href="https://www.teachinginparadise.com/2020/09/the-big-five-essential-to-supporting.html" style="background-color: white; font-family: inherit; text-align: left; text-indent: 48px; white-space: pre-wrap;">The Big Five</a><span style="background-color: white; color: #222222; font-family: inherit; text-align: left; text-indent: 48px; white-space: pre-wrap;"> - Comprehension, Fluency, Phonemic Awareness, Phonics, and Vocabulary. These five components are critical for effective reading instruction. One of The Big Five, fluency, is sometimes misunderstood as being less important than the other four, and perhaps even merely aesthetic. Not true! Letâs dig into the concept of fluency and learn more about its critical role in the comprehension process.</span></div><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: white; color: #222222; font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1c8oaP8VcdjAojjaCLH6Dvbs9SkUviWGVZAbXfM18RYFvdZQ_YKiZkh97t8RAYBKsXQLDMLvG4CY5cBA3fPxLRdb4PTqBCbp0yjoqaoXjd4XN3VMbJ61yxBfzxMLdwJ8ci2xbm4uuMkY/s720/fluency+blog+image.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1c8oaP8VcdjAojjaCLH6Dvbs9SkUviWGVZAbXfM18RYFvdZQ_YKiZkh97t8RAYBKsXQLDMLvG4CY5cBA3fPxLRdb4PTqBCbp0yjoqaoXjd4XN3VMbJ61yxBfzxMLdwJ8ci2xbm4uuMkY/w640-h480/fluency+blog+image.001.jpeg" width="640" /></a></div><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;">Last week, I shared with you how to dive deeper to determine a specific intervention focus for a student that may be struggling to comprehend. You can check that post out here.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;">Today we will be focusing specifically on Reading Fluency. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: white; color: #0ed6e4; font-family: inherit; font-size: x-large; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">What Exactly IS Reading Fluency? </span></h1><div><br /></div><div><span style="color: #222222; font-family: inherit;"><span style="background-color: white; white-space: pre-wrap;">The chart below shows the elements of Reading Fluency. All of these elements <b>combined</b> are what makes a reader fluent. It is important to remember that fluent reading is <b><u>NOT</u> </b>fast reading. </span></span></div><div><span style="background-color: white; color: #222222; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; font-size: 11pt; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR-9l-QU5H58hB1uEVXXXr6af03LChMjpZdb_pzR63Xbk7GCR3ij8FnXKz8TGo_fb7s8_F5TaMHSm-XS6dVVcjFD_HpDVlb2jtUcHSPwUmtQU-vHQ_C25jtNBXgoD1pbAXHx0Xsb5MPwY/s800/TPT+Product+Covers.001.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="800" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR-9l-QU5H58hB1uEVXXXr6af03LChMjpZdb_pzR63Xbk7GCR3ij8FnXKz8TGo_fb7s8_F5TaMHSm-XS6dVVcjFD_HpDVlb2jtUcHSPwUmtQU-vHQ_C25jtNBXgoD1pbAXHx0Xsb5MPwY/s320/TPT+Product+Covers.001.png" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;">Le'ts take a deeper dive into each of these components.</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><b>ACCURACY-</b> this is the ability for students to read words correctly. Without accuracy, the reader will not have access to the author's intended meaning. If a student is reading with an accuracy rate below 90% this means that the text is at the student's frustration level.</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><b>AUTOMATICITY-</b> is quick, effortless, and accurate word recognition. </span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><b>RATE- </b>refers to how quickly and automatically one reads connected text. Slow laborious reading of the text taxes the reader's capacity to construct ongoing meaning of the text. </span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><b>PROSODY-</b> is when a student can read with expression (pitch, tone, volume, emphasis). Poor prosody can lead to an inappropriate grouping of words or applications of expressions. </span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><br /></span></div></div></span></div><div><span style="color: #222222;"><span style="background-color: white; font-family: inherit; white-space: pre-wrap;"><br /></span></span></div><div><span style="color: #222222;"><span style="background-color: white; font-family: inherit; white-space: pre-wrap;">Children can gain fluency by practicing reading until the process becomes automatic, engage in repeated oral reading, and engage in <i style="font-weight: bold;">modeled</i> fluent reading.</span></span></div><div><span style="color: #222222; font-family: Arial;"><span style="background-color: white; font-size: 14.6667px; white-space: pre-wrap;"><br /></span></span></div><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"></p><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: white; color: #0ed6e4; font-family: inherit; font-size: x-large; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Why is Fluency Important?</span></h1><div><span style="background-color: white; color: #222222; font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div><p style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"></p><div style="text-align: center;"><span style="font-family: inherit;"><span style="background-color: white; color: #222222; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;">The brain only has so much energy. Like a frazzled classroom teacher or an overwhelmed mother, it will </span><span style="background-color: white; color: #222222; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;">try</span><span style="background-color: white; color: #222222; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;"> to do everything but wonât end up doing it very well. </span></span></div><div style="text-align: center;"><span style="color: #222222; font-family: inherit;"><br /></span></div><span style="font-family: inherit;"><span style="color: #222222;"><div style="text-align: center;"><span style="white-space: pre-wrap;"><br /></span></div></span><span style="background-color: white; color: #222222; text-align: left; text-indent: 36pt; white-space: pre-wrap;"><div style="text-align: center;"><span style="text-indent: 36pt;">Take reading, for example. The reader opens the book, says the word in his brain, and BOOM - understands the text - right? Not quite.</span></div></span></span><div style="text-align: center;"><span style="color: #222222; font-family: inherit;"><br /></span></div><span style="font-family: inherit;"><span style="color: #222222;"><div style="text-align: center;"><span style="white-space: pre-wrap;"><br /></span></div></span><span style="background-color: white; color: #222222; text-align: left; text-indent: 36pt; white-space: pre-wrap;"><div style="text-align: center;"><span style="text-indent: 36pt;">For an early or struggling reader, things are not so simple. The struggling reader must first when looking at the words on the page, figure out each sound. This is called decoding. </span></div></span></span><div style="text-align: center;"><span style="font-family: inherit;"><br /></span></div><span style="background-color: white; color: #222222; text-align: left; text-indent: 36pt; white-space: pre-wrap;"><div style="text-align: center;"><span style="font-family: inherit; text-indent: 36pt;">When the brain puts all its energy towards decoding words, it doesnât have much energy left to work on the natural phrasing and expression which are part of fluency. All of that decoding energy also means the reader isnât looking for connections with his or her background knowledge.</span></div></span><div style="text-align: center;"><span style="color: #222222; font-family: inherit; white-space: pre-wrap;"><br /></span></div><span style="background-color: white; color: #222222; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;"><div style="text-align: center;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-indent: 36pt; vertical-align: baseline;">âWho cares about phrasing?â one might ask. Well, it turns out </span><span style="font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; text-indent: 36pt; vertical-align: baseline;">your brain</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-indent: 36pt; vertical-align: baseline;"> cares about phrasing, and cannot efficiently construct meaning without it. Further, if you think making text connections is âno big dealâ, youâre missing the boat! Comprehension is the whole point of reading. Anything that detracts from comprehension must be addressed and fixed.</span></span></div><div style="font-size: 11pt; text-align: center;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-indent: 36pt; vertical-align: baseline;"><br /></span></div><div style="font-family: Arial; font-size: 11pt; text-align: center;"><span style="font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; text-indent: 36pt; vertical-align: baseline;"></span></div></span><p></p><h1 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="color: #0ed6e4; font-size: x-large;"><span style="background-color: white; white-space: pre-wrap;">How do I implement a Fluency Intervention?</span></span></h1><div style="text-align: center; text-indent: 48px;">Now that you understand the what and why of fluency, I'm going to share with you a simple fluency intervention that you can most likely implement tomorrow!</div><div style="text-align: center; text-indent: 48px;"><br /></div><div style="text-align: center; text-indent: 48px;">The Critical Elements of Fluency Instruction:</div><div style="text-align: center; text-indent: 48px;">1. Explicit modeling of fluent reading.</div><div style="text-align: center; text-indent: 48px;">2. Repeated reading</div><div style="text-align: center; text-indent: 48px;">3. Corrective Feedback.</div><div style="text-align: center; text-indent: 48px;">4. Performance Criteria</div><div style="text-align: center; text-indent: 48px;"><br /></div><div style="text-align: center; text-indent: 48px;">If you plan to deliver daily fluency interventions such as the one I am going to outline below, I suggest using a passage that is at the child's instructional level. </div><div style="text-align: center; text-indent: 48px;"><br /></div><div style="text-align: center; text-indent: 48px;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcdMmGM7rgdVqsAYaLQ4bmPdIzaxV3G7jEq0GOpH7_5xBchuuQ5ya3cEYR2pSvH7HxpdPqaC8e71X-6y9szRxpFp-62UatpMcZZy5D9J32m4TGqFASqO-0SgR1eA_7xEjvf32Jtm6DFho/s1974/Screen+Shot+2020-09-26+at+7.25.18+AM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1310" data-original-width="1974" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcdMmGM7rgdVqsAYaLQ4bmPdIzaxV3G7jEq0GOpH7_5xBchuuQ5ya3cEYR2pSvH7HxpdPqaC8e71X-6y9szRxpFp-62UatpMcZZy5D9J32m4TGqFASqO-0SgR1eA_7xEjvf32Jtm6DFho/w400-h265/Screen+Shot+2020-09-26+at+7.25.18+AM.png" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div>Below is a general daily fluency schedule that you could follow for your fluency intervention. The main objective is to model fluent reading for your students and allow them multiple practice opportunities while receiving immediate corrective feedback. <br /><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJPbD2quWwD0rVbv4JmymuzPxsS78Y1ig4U3d6Sopy6w9_cAHYEZHamZhVbRo1ONBUtjZmGFI-y1rbsd_RFv9KWkt0fwE1E_vd5-BydhNpLvwfMZG0quVp6sk-zPp2eGyYU3JBgKQEdiA/s1126/Screen+Shot+2020-09-26+at+7.27.56+AM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="860" data-original-width="1126" height="488" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJPbD2quWwD0rVbv4JmymuzPxsS78Y1ig4U3d6Sopy6w9_cAHYEZHamZhVbRo1ONBUtjZmGFI-y1rbsd_RFv9KWkt0fwE1E_vd5-BydhNpLvwfMZG0quVp6sk-zPp2eGyYU3JBgKQEdiA/w640-h488/Screen+Shot+2020-09-26+at+7.27.56+AM.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">By the end of the week, the goal for your student is to have a 30% rate increase from their cold read. Utilizing a graph is a great visual representation for your students to see and celebrate their growth and progress. </div><center><span><br /></span></center>Another fun idea is to utilize <a href="https://info.flipgrid.com/">Fligrid</a>. for your students to record their cold and hot reads. I have students watch their cold read and self assess what they need to focus on for the week. By the end of the week, the students can tell a difference in their reading and are very proud of themselves! What's nice about this is that it becomes almost like a digital portfolio. You can truly see the growth of each child from the very start of administering these interventions to the very end. </span></center><center><span><br /></span></center><center><span style="background-color: white; text-indent: 48px;">If you found this post helpful, be sure to follow me on </span><a href="https://bit.ly/32YPb96" style="background-color: white; text-indent: 48px;">Instagram</a><span style="background-color: white; text-indent: 48px;"> and/or </span><a href="https://bit.ly/3mSVlzt" style="background-color: white; text-indent: 48px;">Facebook</a><span style="background-color: white; text-indent: 48px;"> to be updated when new posts go live!!</span></center><center><br /></center><center><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-69799601042380077752020-09-28T20:32:00.000-10:002020-09-28T20:32:32.811-10:00A Deep Dive into The Big Five: How to Determine Reading Interventions<center><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;">Last week, I shared with you all about <a href="https://www.teachinginparadise.com/2020/09/the-big-five-essential-to-supporting.html">The Big Five</a>. Today we will take a deeper dive into <b>WHY</b> knowing and understanding The Big 5 is important in supporting your struggling readers.</p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="text-align: left; text-indent: 36pt;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left; text-indent: 36pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNSVL5GPah3pP-LAb_o9yjeEzhel6TMA2sY4XURbWMzXVi475wol0SHLxx64LtOSOIbXdmOGholfuTg084Jq1lOJEqbXAx9rqSk3WNj9w-ZbJwyBMU_lrwT7tfOxVvoKG4Lodxpyof24M/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1200" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNSVL5GPah3pP-LAb_o9yjeEzhel6TMA2sY4XURbWMzXVi475wol0SHLxx64LtOSOIbXdmOGholfuTg084Jq1lOJEqbXAx9rqSk3WNj9w-ZbJwyBMU_lrwT7tfOxVvoKG4Lodxpyof24M/w427-h640/Purple+and+White+Office+Meeting+Employee+of+the+Month+Blog+Graphic.png" width="427" /></a></span></div><span style="text-align: left; text-indent: 36pt;"><br /></span><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="text-align: left; text-indent: 36pt;">Let's pretend that Henry is in the 3rd grade and he is struggling with reading comprehension. This might be your focus for intervention and small groups, right??</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEqWVGvjpsdy4yP7rNiWFga2vJptQlWRyxRd03HPo96aLOW_aVa0sHm89htO6E48YSZ07JAhhFtocCZcm_4pq_0ZPqvdd2VslFBDaJSH0aZ6_DHCoPj6Q236V6EH65CRXk-zGJ37tXxU4/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="168" data-original-width="300" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEqWVGvjpsdy4yP7rNiWFga2vJptQlWRyxRd03HPo96aLOW_aVa0sHm89htO6E48YSZ07JAhhFtocCZcm_4pq_0ZPqvdd2VslFBDaJSH0aZ6_DHCoPj6Q236V6EH65CRXk-zGJ37tXxU4/" width="320" /></a></div><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="text-align: left; text-indent: 36pt;">We need to take a deeper dive into <b>WHY</b> he is struggling with comprehension. Knowing about <a href="https://www.teachinginparadise.com/2020/09/the-big-five-essential-to-supporting.html">The Big Five</a> will help you to determine specific interventions that your students may need. Let's take a look at this example:</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQDS3uheTiAUzPob56CST9p21mJ-HXxzzcltqG6eQzMqYM1xVYaXNnduJz6IMEcXf9h5Yw6DQMmNdYp58nQkUE0iESQQnCrX35DeAvrCv3mt5vunGg8cg_Nak20pW-akxtCzoGvzW6rW8/s800/Reading+Fluency+Blog+Image.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQDS3uheTiAUzPob56CST9p21mJ-HXxzzcltqG6eQzMqYM1xVYaXNnduJz6IMEcXf9h5Yw6DQMmNdYp58nQkUE0iESQQnCrX35DeAvrCv3mt5vunGg8cg_Nak20pW-akxtCzoGvzW6rW8/w640-h640/Reading+Fluency+Blog+Image.001.jpeg" width="640" /></a></div><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="text-align: left; text-indent: 36pt;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left; text-indent: 36pt;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="text-align: left; text-indent: 36pt;">These are prompts we typically use with our students right? Can YOU tell me about what you just read? For many of our students, this is what the text is like when they are reading! It could be either due to the fact that they are unable to <i style="font-weight: bold;">decode</i> the word or possibly that they simply just don't know what the word means. Both of these issues lead to a breakdown in understanding. </span></div><p></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="text-align: left; text-indent: 36pt;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="text-align: left; text-indent: 36pt;">We need to refer back to The Big Five and think of it as a Hierarchy of Reading Skills. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="text-align: left; text-indent: 36pt;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivW27EPXQ3noLEmLHlck7KAaaGVQmLQVQXNwYWpjNbMpfttXvc8w9DdID6Cr4GzAHuab7UBH1Agic60HuLLfK9fQzqcA-J8OHqQMDOC2M0vCEmkZ-t-A4UOITahu3NdHjPsGYrY9lRhZo/" style="margin-left: 1em; margin-right: 1em; text-align: left; text-indent: 36pt;"><img alt="" data-original-height="654" data-original-width="1380" height="303" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivW27EPXQ3noLEmLHlck7KAaaGVQmLQVQXNwYWpjNbMpfttXvc8w9DdID6Cr4GzAHuab7UBH1Agic60HuLLfK9fQzqcA-J8OHqQMDOC2M0vCEmkZ-t-A4UOITahu3NdHjPsGYrY9lRhZo/w640-h303/image.png" width="640" /></a></p><center><br /></center><center>The reason why Henry is struggling with Comprehension is likely due to several different factors. For 3rd graders, their beginning of year oral reading fluency assessments can provide a lot of information. If your student's reading rate is way below grade-level expectations and/or their accuracy rate is low, it is highly likely that your student is struggling to <b><i>decode</i></b> the text. They are reading slowly (and with many errors) because they are spending most of their cognitive energy trying to figure out what each word is. Since their brain is focused on this, they are unable to comprehend the text. </center><center><br /></center><center>Analyzing the errors also helps you to determine what the student needs. Perhaps the student is unable to read-only multi-syllabic words. This tells you that your intervention will need to focus on decoding multi-syllabic words. </center><center><br /></center><center><br /></center><center>Taking a step back to analyze each component of The Big Five is necessary for truly targeting your students' intervention needs. Continue to move one step back along the hierarchy to determine a starting point for interventions. </center><center><br /></center><center>I hope that this post was helpful to you! If you have any questions, I'd love to answer them for you! Send me a DM over on <a href="https://www.instagram.com/teachinginparadise/">Instagram</a> or <a href="https://www.facebook.com/TeachinginParadise/">Facebook</a>!</center><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-53073658872057463072020-09-23T16:20:00.004-10:002020-09-28T20:54:06.434-10:00The Big Five: Essential to Supporting Your Struggling Readers<center><span class="Apple-tab-span" style="font-family: Arial; font-size: 11pt; text-align: left; white-space: pre;"> </span></center><center><span id="docs-internal-guid-68d8098b-7fff-0366-0583-419ebea471be"><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Back when Response to Intervention (RTI) was a new buzzword in Education and our staff was getting initial PD on what RTI is and what we would be expected to do, I vividly remember asking âwill there be training provided for HOW to deliver these research-based intervention strategies?â Not sure about your college program, but I was not trained to teach kids how to read. I taught myself strategies to get by to support my 3rd graders with what they needed to become successful readers. I once had a student that moved from another country and spoke very little English. I found myself spending hours on the internet trying to learn how to teach someone their letters, letter sounds, and how to blend. </span></p><span style="font-family: inherit;"><br /><br /></span><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Fast forward a few years - I am in a different role as an instructional coach. I am so fortunate to have had the opportunity to attend many amazing PDs on reading. Iâm happy to say that since that distant memory, our staff </span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">has been</span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> trained and now have tools in their belts to support struggling readers. Despite this, Iâm sure that there are many educators out there who are in the same boat I once was, so today Iâd like to share with you a bit of what Iâve learned over the years. </span></span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvy2aUK-7yanQKuJX635EzgdqUbHChxyTiqu5s5gbOiKzNp4rUU4EFu4v7Lf5d4-BMUQDcbH933FI6nkbUHFJk2BJX2-aYpXxJk-eZBoVvdB4Io6YWrchKkJCrO8HoPmXIwwGanDe4mI8/s900/Big+5+Blog+Header.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="600" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvy2aUK-7yanQKuJX635EzgdqUbHChxyTiqu5s5gbOiKzNp4rUU4EFu4v7Lf5d4-BMUQDcbH933FI6nkbUHFJk2BJX2-aYpXxJk-eZBoVvdB4Io6YWrchKkJCrO8HoPmXIwwGanDe4mI8/w427-h640/Big+5+Blog+Header.001.jpeg" width="427" /></a></div><br /> <p></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">One big thing I learned was </span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">The Big Five</span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, which</span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">was identified by the National Institute of Health and the National Reading Panel in a 2000 report. </span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">The Big Five</span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> refers to </span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">Phonological Awareness, Phonics, </span><span style="font-weight: 700; text-align: left; white-space: pre-wrap;">Fluency, </span><span style="font-weight: 700; text-align: left; white-space: pre-wrap;">Vocabulary,</span><span style="font-weight: 700; text-align: left; text-indent: 36pt; white-space: pre-wrap;"> </span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;">and </span><span style="font-weight: 700; text-align: left; text-indent: 36pt; white-space: pre-wrap;">Comprehension</span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;">.</span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; text-align: left; text-indent: 36pt; vertical-align: baseline; white-space: pre-wrap;"> Together, these are the necessary components of quality, comprehensive reading instruction. A child who is competent in each of these aspects will likely be a good reader. </span></span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"> </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">So what is each of these components about, anyway? Rather than tackling the components alphabetically, letâs discuss The Big Five in terms of chronological order - starting with the component that appears first in a reader. </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: Arial; font-size: 11pt; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipSP6KJF3sBE9xf_319v8zxhjxcvM_CW2HIyNO-1LEI6l32548rydP1PIJOdML6bqOgIMCyBI8n8PU5OXJQJqdnM77iqsADNulP2b2HCROIRm7z3zo4TDKS9hZ_QJucJtu-45no4dKNM4/s480/blog+headers.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipSP6KJF3sBE9xf_319v8zxhjxcvM_CW2HIyNO-1LEI6l32548rydP1PIJOdML6bqOgIMCyBI8n8PU5OXJQJqdnM77iqsADNulP2b2HCROIRm7z3zo4TDKS9hZ_QJucJtu-45no4dKNM4/w426-h120/blog+headers.001.jpeg" width="426" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-indent: 48px; vertical-align: baseline; white-space: pre-wrap;">Phonemic Awareness involves </span><span style="font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; text-indent: 48px; vertical-align: baseline; white-space: pre-wrap;">listening</span><span style="font-variant-east-asian: normal; font-variant-numeric: normal; text-indent: 48px; vertical-align: baseline; white-space: pre-wrap;">. It is the ability to notice, think about, and work with individual sounds (phonemes) that make up words. </span></span></div><div><span style="font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; text-indent: 48px; vertical-align: baseline; white-space: pre-wrap;"><br /></span></div><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; text-align: left; text-indent: 36pt; white-space: pre-wrap;">Phonemic awareness develops in children between the ages of two and three. Imagine how much language a child hears in the first few years of life. ALL of this language goes into his or her development as a reader, and it all starts with phonemic awareness. </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit; text-align: left; text-indent: 36pt;"> </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">This important building block involves listening and manipulating sounds. Although there are twenty-six letters in the alphabet, there are a total of forty phonemes (sounds) and two hundred fifty spellings (/f/, /ph/, /gh/). Sometimes itâs a bit tricky.</span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit; text-align: left; text-indent: 36pt;"> </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Some of the other components of phonemic awareness include hearing rhymes, producing rhymes, identifying initial, middle, and end sounds, blending sounds, and orally segmenting and blending words. </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit; text-align: left; text-indent: 36pt;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8ym6Un3HMYnkF4hBaF6Gfl3EnvoV3S4aXSeKeEJYiI3BteQK1heVQ_Eda-rxFWj0bZUicKuRyg-SpqZzlhSxSaGIG08QQXXK_q1q12JFj3zeBgUL-o1MHGTrOhL2V4o5eolxFyW0rfu8/s480/blog+headers.002.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8ym6Un3HMYnkF4hBaF6Gfl3EnvoV3S4aXSeKeEJYiI3BteQK1heVQ_Eda-rxFWj0bZUicKuRyg-SpqZzlhSxSaGIG08QQXXK_q1q12JFj3zeBgUL-o1MHGTrOhL2V4o5eolxFyW0rfu8/w389-h120/blog+headers.002.jpeg" width="389" /></a></div><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The next component of The Big Five is phonics. So what is the difference between phonics and phonemic awareness? In short, phonemic awareness focuses more on hearing sounds while phonics targets the relationships between letters and sounds. </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"> </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">In phonics, the reader will learn about consonants and vowels (and their sounds). Further, phonics includes vowel blends (diphthongs) like -oi- as in coin and consonant digraphs such as /th/ and /sh/. Consonant blends like /dr/ and /st/ are also part of phonics.</span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">These terms can often be confusing for upper-grade teachers, so to break it down for you Consonant blends are when two sounds are blended together, each of those sounds can be heard in the blend. Consonant digraphs are when two consonants are together and they make only one sound. Typically, this sound is changed and you cannot hear their original sounds. </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvflzV4tAIyH-UYouvAgMshdajrgnxVjUGvQxZ-87bdrCtdkNf-lvOSX4hjTe_tF4Ch2OI-MItffSxQkxgmIJsSvZPDuzj0nMxp3S0bHvOHh7IdAAqVtygZkUuK9g-k_nUAGiNuRQvwNE/s2044/Screen+Shot+2020-09-23+at+4.11.34+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2044" data-original-width="1482" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvflzV4tAIyH-UYouvAgMshdajrgnxVjUGvQxZ-87bdrCtdkNf-lvOSX4hjTe_tF4Ch2OI-MItffSxQkxgmIJsSvZPDuzj0nMxp3S0bHvOHh7IdAAqVtygZkUuK9g-k_nUAGiNuRQvwNE/w464-h640/Screen+Shot+2020-09-23+at+4.11.34+PM.png" width="464" /></a></div><span style="font-family: inherit;">Here is a great visual for you from Malia over at <a href="https://www.playdoughtoplato.com/digraph-blend-chart/">Playdough to Plato.</a> She has this as a FREEBIE over on her blog. <a href="https://www.playdoughtoplato.com/digraph-blend-chart/" target="_blank">Click here </a>to check it out.</span><p></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJdpvP9q2dP50eGoarqxonuu4suaZ0eZRTixxy8MEoTu1qYFscBBrY_TSRZpUVB3CBtlP1IKxTh84Zw81FiuEshAXaC3-GbnHwPti0gWHfPeVHOsC3-rJ9BurvB5FfmtRNwkxM2afP8ds/s480/blog+headers.003.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJdpvP9q2dP50eGoarqxonuu4suaZ0eZRTixxy8MEoTu1qYFscBBrY_TSRZpUVB3CBtlP1IKxTh84Zw81FiuEshAXaC3-GbnHwPti0gWHfPeVHOsC3-rJ9BurvB5FfmtRNwkxM2afP8ds/w387-h120/blog+headers.003.jpeg" width="387" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Reading should sound like speaking. Many teachers use this simple explanation to describe fluency to their students. </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"> </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Fluency is the ability to read text accurately, quickly, and with proper expression. Fluency is the bridge from learning to read to reading to learn. </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> When a reader is fluent, he or she is bound to better comprehend the text. The reason for this is that when a reader is fluent, he or she can focus on the meaning of words rather than decoding every single one. Thus, comprehension improves.</span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxwt-2fegN8tNz7EoH9akW8IHBmilQKtxvJc94_0ZIrqEV36YtQD4mAjL-QQ5m7Hrh9xOYlElm6udl5nqWqE1HIgGceTexf42cheMVvfzzuYTbTzCe_185Dah5ZTLkUxxa5ROPpPE6u_Q/s480/blog+headers.004.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxwt-2fegN8tNz7EoH9akW8IHBmilQKtxvJc94_0ZIrqEV36YtQD4mAjL-QQ5m7Hrh9xOYlElm6udl5nqWqE1HIgGceTexf42cheMVvfzzuYTbTzCe_185Dah5ZTLkUxxa5ROPpPE6u_Q/w358-h120/blog+headers.004.jpeg" width="358" /></a></div><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Vocabulary is the key to comprehension. The more words a reader knows and understands, the more he or she will be able to read, thereby learning </span><span style="background-color: transparent; font-style: italic; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">more</span><span style="background-color: transparent; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> new words. An insufficient vocabulary can slow down comprehension significantly. Parents and teachers can build vocabulary in children by talking with them and reading aloud.</span></span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuTCa-EG0zML5Q3OFx6dhJb1toghmP80WW_NaSA1-D-PatCh0bqL7GkU1pDxvDgAe-SrbfLdw6lkgaiZD-jYBqxW9tBLrjwQAtyfCq5-NiOwIlBQHi0plhCP7oQqSVYH1etI4_kv0sKkI/s480/blog+headers.005.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="480" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuTCa-EG0zML5Q3OFx6dhJb1toghmP80WW_NaSA1-D-PatCh0bqL7GkU1pDxvDgAe-SrbfLdw6lkgaiZD-jYBqxW9tBLrjwQAtyfCq5-NiOwIlBQHi0plhCP7oQqSVYH1etI4_kv0sKkI/w347-h120/blog+headers.005.jpeg" width="347" /></a></div><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><br /></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The definition of comprehension is âintentional thinking during which meaning is constructed during interactions between text and readerâ. The ultimate goal of reading comprehension is not possible without the other four components. </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"> </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Reading comprehension involves many factors, including background knowledge, vocabulary, working memory, and exposure to language. A good reader is always asking questions internally (âwhy did the character do that?â or âwho is this new character?â) and makes connections to the text.</span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"> </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="background-color: transparent; font-family: inherit; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Seeing the light bulb go on in the mind of a reader, when he or she is just figuring it out, is the ultimate gift for a teacher. After breaking down the reading process into its building blocks, itâs no wonder that it also seems like a miracle! </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"> </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;">If you found this post helpful, be sure to follow me on <a href="https://bit.ly/32YPb96">Instagram</a> and/or <a href="https://bit.ly/3mSVlzt">Facebook</a> to be updated when new posts go live!! </span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;"><br /></span></p><p dir="ltr" style="background-color: white; line-height: 1.656; margin-bottom: 0pt; margin-top: 0pt; text-indent: 36pt;"><span style="font-family: inherit;">Click <a href="https://www.teachinginparadise.com/2020/09/a-deep-dive-into-big-five-how-to.html">here</a> to check out my next post in the series: <a href="https://www.teachinginparadise.com/2020/09/a-deep-dive-into-big-five-how-to.html">How to determine reading interventions for your struggling readers</a>.</span></p></span><br /><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-47364064124073373322020-07-11T14:15:00.005-10:002020-09-24T15:34:51.566-10:00Distance Learning Resources to Teach Grade 3 Numbers and Operations in Base Ten Standards<center><br />All around the world, school districts are currently in conversation about how to resume schools amidst the Corona Virus Pandemic. My school came out with plans this past week. We will be doing a hybrid model where students will come to school on certain days, depending on their last name. When students are NOT in school, they will be doing distance learning at home. </center><center><br /></center><center>We have not received any information as far as <i style="font-weight: bold;">HOW</i> this is possible or how it will roll out, but, my guess is that it will be left up to the teachers to <i style="font-weight: bold;">figure it out</i>. đĄ At my school, teachers will have students 5 days a week during normal school hours. My biggest question is how in the world will teachers be able to plan for distance learning AND in-person instruction?? I mean, planning for a regular school year is hard enough! </center><center><br /></center><center>In an effort to help ease the load, I am putting together a list of videos and resources that can be used to teach your NBT standards. My hope is that this post will save you <i style="font-weight: bold;">time</i> and we all know that is something that we never have enough of! </center><center><br /></center><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3C81g7B4YNP8MeyVRBAUk9rxzHIWuIKtjpmu_EMQv8TQFlDP57QoXDyv_sI2IdwWGA-dMEbUwYnWWsB-NQ5dVYX2m55DGlTKTbYO22MuBLvyw3h4I5GZik4SyxUZXpcxJirvsiz43I-A/s1500/Distance+Learning+Resourcesto+Teach+Your+Numbers+%2526+Operations+in+Base+Ten+Standards.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1500" data-original-width="1000" height="625" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3C81g7B4YNP8MeyVRBAUk9rxzHIWuIKtjpmu_EMQv8TQFlDP57QoXDyv_sI2IdwWGA-dMEbUwYnWWsB-NQ5dVYX2m55DGlTKTbYO22MuBLvyw3h4I5GZik4SyxUZXpcxJirvsiz43I-A/w416-h625/Distance+Learning+Resourcesto+Teach+Your+Numbers+%2526+Operations+in+Base+Ten+Standards.png" width="416" /></a></div><center><br /></center><center><br /></center><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcGuapc0gW50hxW_-jYaaLjJ8_Pl0Xbq9ZZL9WcOYl6kA4MwyaavmjH7lnI7OWOzNKw_O9hkCPxYG8_0LiXCjXd_iVs_NYBd2JeaEf-JzNpC-MUFAZCj5gMhh-04tYM0XqW54_kd1AWOk/s360/blog+headers.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="360" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcGuapc0gW50hxW_-jYaaLjJ8_Pl0Xbq9ZZL9WcOYl6kA4MwyaavmjH7lnI7OWOzNKw_O9hkCPxYG8_0LiXCjXd_iVs_NYBd2JeaEf-JzNpC-MUFAZCj5gMhh-04tYM0XqW54_kd1AWOk/w400-h200/blog+headers.001.jpeg" width="400" /></a></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/mi__ll4OecM" width="320" youtube-src-id="mi__ll4OecM"></iframe></div><div class="separator" style="clear: both; text-align: center;">This video uses place value blocks and a number line to demonstrate how to round to the nearest 10. It is a great visual for students.</div><div class="separator" style="clear: both; text-align: center;">This video is 2 min. and 20 seconds long.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/pNfz-JU2cKE" width="320" youtube-src-id="pNfz-JU2cKE"></iframe></div><div style="text-align: center;"><br /></div><div style="text-align: center;">This is a fun rap for rounding to the nearest 10 and 100. </div><div style="text-align: center;">It is 3 min. and 30 sec. long.</div><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/oOO0G6LmoCc" width="320" youtube-src-id="oOO0G6LmoCc"></iframe></div><div class="separator" style="clear: both; text-align: center;">This is a much longer video at 7 minutes and 23 seconds, however, it is very thorough. He focuses the lesson on rounding to the nearest 10. </div><div class="separator" style="clear: both;"><a href="https://www.teacherspayteachers.com/Product/Rounding-Task-Card-Bundle-5872399?utm_source=My%20Blog&utm_campaign=3NBT%20Resources" style="display: block; padding: 1em 0px;"><img border="0" data-original-height="800" data-original-width="800" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRnJAhyHhFmhGdLkKszLy8l8cS_N1SiQRJoE2LmCa75gyAAiHt1qcdVP1UOGDLQ8gBxSU1wFBz-Nyl3yTg2KBWe2fbF8_R6Lnj94bhHg6SvbubN1uYuinEr4xWez1iCmmiIE9wnLuU6hw/s640/Rounding.001.jpeg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;">To use while teaching rounding, I also have these <a href="https://www.teacherspayteachers.com/Product/Rounding-Task-Card-Bundle-5872399?utm_source=My%20Blog&utm_campaign=3NBT%20Resources" target="_blank">Rounding Task Cards</a> available for you. Included you will get a file to print your own task cards AND self-grading digital task cards. They are perfect to use during centers, as an exit pass or a quick check for distance learning! For more ideas on how to use task cards in the classroom, check out <a href="https://www.teachinginparadise.com/2019/04/5-ways-to-use-task-cards-in-classroom.html">this post</a>.</div><div style="text-align: center;"><br /></div><div style="text-align: center;">Melissa from Marvel Math created these Google Slides that are absolutely perfect for teaching rounding! She has this rounding to the nearest ten resource available for FREE in here <a href="https://www.teacherspayteachers.com/Product/Distance-Learning-Rounding-Numbers-to-the-Nearest-Ten-Google-Classroom-5674914">TPT Store</a>. <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeJ8wghn0MF1EaKCnWuQHmO2SPXmo8qN0hSpQYlGQZVZb7lh_cv7tdQWFCK-CPNwsV_ZgyAWj4qlhkXnyEcnVpQwkHoW8gs-uHQgSpgpWQhxYgT-_s5TFtxJh0Iub-f0xNkyGjTq2qW0Y/s2048/Screen+Shot+2020-07-14+at+1.34.27+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1142" data-original-width="2048" height="349" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeJ8wghn0MF1EaKCnWuQHmO2SPXmo8qN0hSpQYlGQZVZb7lh_cv7tdQWFCK-CPNwsV_ZgyAWj4qlhkXnyEcnVpQwkHoW8gs-uHQgSpgpWQhxYgT-_s5TFtxJh0Iub-f0xNkyGjTq2qW0Y/w625-h349/Screen+Shot+2020-07-14+at+1.34.27+PM.png" width="625" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Rounding to the nearest 100 follows the same format! You can find it <a href="https://www.teacherspayteachers.com/Product/Distance-Learning-Rounding-Numbers-to-the-Nearest-Hundred-Google-Classroom-5674926">here</a>.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_OJsb9O3LxAvggOyoIT9-TkVPzQYTi_wDdpEc0NmxEI37aPiDPNDNU3PTxx6h57cmpkFINQU4BaQh3iu5JPY7DLpkTBUgZuxA12_AG5Wsrj0YMhl_BqsC2_cmccsQX27aZVXnYM694fU/s360/blog+headers.002.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="360" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_OJsb9O3LxAvggOyoIT9-TkVPzQYTi_wDdpEc0NmxEI37aPiDPNDNU3PTxx6h57cmpkFINQU4BaQh3iu5JPY7DLpkTBUgZuxA12_AG5Wsrj0YMhl_BqsC2_cmccsQX27aZVXnYM694fU/w400-h200/blog+headers.002.jpeg" width="400" /></a></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/m9e5JR1r3e0" width="320" youtube-src-id="m9e5JR1r3e0"></iframe></div><div class="separator" style="clear: both; text-align: center;">This is another video from the same rounding guy. Again, it is a longer video but he goes through various strategies and makes the connections for students. This video comes in at 8 minutes and 28 sec. long. </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/Wm0zq-NqEFs" width="320" youtube-src-id="Wm0zq-NqEFs"></iframe></div><div class="separator" style="clear: both; text-align: center;">Here is a Khan Academy Video showing how to add 3-digit numbers. This video is only 2 minutes and 25 seconds long. </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/fD56R17q3Vk" width="320" youtube-src-id="fD56R17q3Vk"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">This video is another great visual using base-ten blocks for adding 3-digit numbers. This video is 5 minutes and 35 seconds long. </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/knYCaNEbv7c" width="320" youtube-src-id="knYCaNEbv7c"></iframe></div><div class="separator" style="clear: both; text-align: center;">Here is the subtracting 3-digit number video using base-ten blocks. </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_hM-ZNwHOQmAAU8r8gRCC_KYmUqEIyEy8KfyYZthaXq5_Zaq97744yoRtcRSq_cMA0GJ3egbThYAUNrUL-af3nXDNqpdJDaDPHoNDU9h1C5du8Vw726eudNW1RM7z0KCX7znS0Mhmzj0/s800/3NBT2+Bundle.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="800" height="500" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_hM-ZNwHOQmAAU8r8gRCC_KYmUqEIyEy8KfyYZthaXq5_Zaq97744yoRtcRSq_cMA0GJ3egbThYAUNrUL-af3nXDNqpdJDaDPHoNDU9h1C5du8Vw726eudNW1RM7z0KCX7znS0Mhmzj0/w500-h500/3NBT2+Bundle.001.jpeg" width="500" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">I have these <a href="https://www.teacherspayteachers.com/Product/3NBT2-Addition-and-Subtraction-Task-Cards-1921601" target="_blank">task cards</a> available for in-person instruction and I also have a digital resource available on <a href="https://www.teacherspayteachers.com/Product/Digital-Addition-and-Subtraction-Practice-for-Google-Slides-3NBT2-5572747" target="_blank">Google Slides</a> for your distance learning days. You can grab both of these resources in a <a href="https://www.teacherspayteachers.com/Product/50-OFF-24-HRS-Addition-and-Subtraction-Bundle-Digital-and-Print-Resources-5766090" target="_blank">bundle</a> and save 10%.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz4GjcPA144CyxN25_8ZCyCvIcBjWJ_Pqm7KC3WznpRSte8cfmQhejgFTIZ5me65UgcmmZRIALC0l6EB05GlVjyEXKYb_K0_Ww59bdJWIOsWlfuGs2S1cwMqVfRUXUIP6vD4765rrrEdo/s360/blog+headers.003.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="360" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz4GjcPA144CyxN25_8ZCyCvIcBjWJ_Pqm7KC3WznpRSte8cfmQhejgFTIZ5me65UgcmmZRIALC0l6EB05GlVjyEXKYb_K0_Ww59bdJWIOsWlfuGs2S1cwMqVfRUXUIP6vD4765rrrEdo/w400-h200/blog+headers.003.jpeg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/e4y7R7109EE" width="320" youtube-src-id="e4y7R7109EE"></iframe></div><center>Here is another great video for teaching 3NBT3. This video is 7 minutes and 45 seconds long. </center><center><br /></center><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/jb8mFpA1YI8" width="320" youtube-src-id="jb8mFpA1YI8"></iframe></div><div class="separator" style="clear: both; text-align: center;">This video is by Khan Academy and runs 3 minutes and 4 seconds long. </div><center><br /></center><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq2TfuGNjIuuSGGfP2jxpqt7xP45syiZXxgwH_R3hAuFe-smDkY3HzMT_mnl-Rqnn62HbwGbhXpKHH_9tPTIyePm7yv1zNSq94f59wE_KV2lMCDmHjiQi261lrk9BxO7HuFcAO42xryxo/s2048/IMG_9453+2.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1881" data-original-width="2048" height="575" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq2TfuGNjIuuSGGfP2jxpqt7xP45syiZXxgwH_R3hAuFe-smDkY3HzMT_mnl-Rqnn62HbwGbhXpKHH_9tPTIyePm7yv1zNSq94f59wE_KV2lMCDmHjiQi261lrk9BxO7HuFcAO42xryxo/w625-h575/IMG_9453+2.JPG" width="625" /></a></div><center><br /></center><center>I have some print <a href="https://www.teacherspayteachers.com/Product/3NBT3-Multiply-by-Multiples-of-10-Task-Cards-2001189" target="_blank">task cards</a> to practice 3NBT3 during your in-person instruction days. </center><center><br /></center><div class="separator" style="clear: both; text-align: center;"><a href="https://bit.ly/3fkIUs1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1178" data-original-width="1584" height="373" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_ZjvkL5D2KJahBzqUQvKUEKPZeJYtN_QOzwk4AYnE918UMCepzgcS-YdXJhyphenhyphen6-Kt5PsqhFo6t2m-SaC-Sljzelb40kJzbJnCRqa7I1I9Vgq4YKxNqysJZaeNNLlOuq1Y8zAcCGgK_cQU/w500-h373/Screen+Shot+2020-07-11+at+2.07.09+PM.png" width="500" /></a></div><center><br /></center><center>You could also send this <a href="https://bit.ly/3fkIUs1">coloring freebie</a> home as homework or additional practice!</center><center><br /></center><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Grade-3-Numbers-and-Operations-in-Base-Ten-Quick-Checks-1766819" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="800" data-original-width="800" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj41djK5H7dqLhsoALJ2IO5EFPEhZGmC4hiI3oFDnK7okCc9AvVWHR0MLnSSmjm9OBevdbxFc2gmhwJjEGY_OQZOUrO6qm8EPnkAXkWmpEL07CZFViO84Un0xY927nKoOeN7lK1icGpWE/s320/Quick+Checks.002.jpeg" /></a></div><center><br /></center><center>As you are teaching each of these NBT standards, my <a href="https://www.teacherspayteachers.com/Product/Grade-3-Numbers-and-Operations-in-Base-Ten-Quick-Checks-1766819" target="_blank">Quick Checks</a> will work as a great formative assessment! I use these as exit passes at the end of my lesson. This helps me to figure out who needs additional practice or even re-teaching. </center><center><br /></center><center>I hope this post has saved you the time from having to search the internet for videos and/or resources! </center><center><br /></center><center><br /></center><center><span style="background-color: white; text-indent: 48px;">If you found this post helpful, be sure to follow me on </span><a href="https://bit.ly/32YPb96" style="background-color: white; text-indent: 48px;">Instagram</a><span style="background-color: white; text-indent: 48px;"> and/or </span><a href="https://bit.ly/3mSVlzt" style="background-color: white; text-indent: 48px;">Facebook</a><span style="background-color: white; text-indent: 48px;"> to be updated when new posts go live!!</span></center><div><span style="background-color: white; text-indent: 48px;"><br /></span></div><center>Aloha,</center><center><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" width="200" /></center>Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-74545354124307895032020-06-30T12:09:00.002-10:002020-09-24T15:37:31.320-10:005 Ways to Use Task Cards in the Classroom<center>
<div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;"><br class="Apple-interchange-newline" />Do you use task cards in the classroom??</p><p style="margin: 0px;"><br /></p><p style="margin: 0px;">I LOVE using task cards in my classroom. Over the years, I have collected, created, printed, laminated, and cut A LOT of task cards. My collection has grown quite large over the years.</p><p style="margin: 0px;">Today I'll be sharing with you some of the reasons why I LOVE task cards and 5 ways to use them in your classroom.</p><p style="margin: 0px;"><br /></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px;"><a data-blogger-escaped-style="margin-left: 1em; margin-right: 1em;" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzP0xt7klPXNqKlLu6n6h-PNr3NuGShpDF7we5mHLGvW37JV2a6-Ae6Z5Mezg5jMd9ohrUfKGe2qHCKT_b2z6kS3R5AvzSLAwHE4bIl6dQ1sINtM-jA9DVRrilq_FhnyYHn1BitCuLbCs/s1600/5+ways+to+use+task+cards.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-blogger-escaped-data-original-height="900" data-blogger-escaped-data-original-width="600" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzP0xt7klPXNqKlLu6n6h-PNr3NuGShpDF7we5mHLGvW37JV2a6-Ae6Z5Mezg5jMd9ohrUfKGe2qHCKT_b2z6kS3R5AvzSLAwHE4bIl6dQ1sINtM-jA9DVRrilq_FhnyYHn1BitCuLbCs/s640/5+ways+to+use+task+cards.001.jpeg" style="cursor: move;" width="426" /></a></p><p style="margin: 0px;"><br /></p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;"><br /></p></div><div data-blogger-escaped-style="text-align: center;"><p class="separator" style="clear: both; margin: 0px;"><br /></p><p style="margin: 0px;">Task cards are so great because they offer valuable practice, review, and reinforcement for students of important concepts. Being that we are a testing grade, students need lots of practice to ensure they have mastered the skills before that dreaded test. It kills me to see worksheets xeroxed, used, piled up on my desk (to be graded), returned, stuffed into cubbies or desks, then dumped into the trash can. Task cards allow practice for students without having a gazillion worksheets to go through. The plus side of it though is that students love them too. My students often cheer when they find that it is time to work on task cards. </p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;"><br /></p><p style="margin: 0px;">The neat thing about task cards is that there are so many different ways to use them. </p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;">Here are some of our favorite ways to use task cards in our classroom:</p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;"><br /></p><h3>1: SCOOT</h3><p style="margin: 0px;"><a href="https://www.teacherspayteachers.com/Product/Rounding-Task-Cards-156555"><img alt="" src="data:image/png;base64,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" style="cursor: move;" /></a></p><p style="margin: 0px;"><br /></p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;"></p><ol><li style="text-align: left;">For a game of SCOOT, students are all seated at their desks. </li><li style="text-align: left;">They each get one task card and a recording sheet. </li><li style="text-align: left;">Assign the cards around the room in number order. </li><li style="text-align: left;">Students record their answers on their recording sheet, then quietly wait until the teacher calls SCOOT. </li><li style="text-align: left;">Once SCOOT is called, students will pick up their pencils, recording sheets, and SCOOT to the next seat to answer the next task card. </li><li style="text-align: left;">Continue this rotation until all task cards have been answered.</li></ol><p style="margin: 0px;"></p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;">Students LOVE SCOOT. They think of it as a game. I love it because it's a great formative assessment to see who knows what as well as to see misunderstandings they may be having. It's also a time for some peace and quiet :) </p><p style="margin: 0px;"><br /></p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;">SCOOT works best for skills that don't require much thinking time such as rounding, identifying parts of speech, fractions, etc. This would not be an ideal activity for things like word problems or elapsed time problems.</p><p style="margin: 0px;"><br /></p><p style="margin: 0px;">*If your desks are in an odd configuration, you will need to identify the movements around the room beforehand to avoid any confusion. </p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;"><br /></p></div><div data-blogger-escaped-style="text-align: center;"><h3>2: SCAVENGER HUNT</h3><div><a href="https://www.teacherspayteachers.com/Product/Multiplication-Word-Problem-Task-Cards-1502848"><img alt="" src="data:image/png;base64,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" style="cursor: move;" /></a></div><div><br /></div></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;">Students also love hunting for their task cards. This is most often a center rotation.</p><p style="margin: 0px;"><br /></p><p style="margin: 0px;">I will tape task cards up around the room, and students will go around with a clipboard and their recording sheets. They find a card and record their answer on their recording sheets. For sake of time, I teach my students that they do not have to answer questions in number order. Find whatever card and record that answer in the correct box.</p><p style="margin: 0px;"><br /></p><p style="margin: 0px;">Since I use this as a center in my <a href="https://www.teachinginparadise.com/2015/10/math-workshop-nittygritty.html">math workshop</a> I also use these answers as a formative assessment for groups adjustments. Depending on the concept and how much the kids finished, I may or may not have them do ALL the cards. </p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;"><br /></p></div><div data-blogger-escaped-style="text-align: center;"><h3>3: CENTERS</h3><div><a href="https://www.teacherspayteachers.com/Product/Multiplication-Word-Problem-Task-Cards-1502848"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZUAAAHgCAYAAABttPBJAAAgAElEQVR4AYydd3hcZ5n2zzkjO8VO6GXpS/8CLOwuLEtNaKGlQEKAQEhhlxCSLLGxHbmh3mX13nvvvfeuaZo+o5E0kka92Ansfv/e33W/Z4498Ybd74/3es+cNtLIfn/nfu7neUbayHgvtrNDcJyrw/V8CdfzFBzncpbF4Pat1xKu58ri9UGWAlPEXfAknsJ+7kn0vfoZJDzzTSQ9+y3EPfsAEp55AGnPfgUdoV9Fz4UvoPPc59Hz6j+j/ezn0P3qJzB4+WPoOP855D17H4p/+wUU/fZTKHrmoyh85sPIfeqDyHv27ch7+gSKnpbR8EII+s/diZmwu2COC4E1VgdThAJ3kg4bqQrWU2S4ExSYoxQYImXMX5Uwd0mCNVqGK0GGOUyGOVyGLUaCLUqCLVqCI0aGM1qGI1KGPVwdtnAJtsC22BcmwRYmwRUhwxMlYyVGgidKgjtSgiNCgjVKgiVKhjVagU0Mvocs7m8XswzOS1Eh6H1ZxvBZBUuRCpYiFJgjZFijZIxfkNDyggx9mIKpUAW1zypYCFfPG/uTjMlQ9TxPogJ3sgJbvAxztIyZywrmL8uwxihYilIwc1HGUoQMb1IIXInq8cEzkriXKVrGXJiEupfuRMzDIeh+5QQ2UmSsX5PgT5HhT5OwlSphi3PwSJewlS5hJ5NDxm6mjL1MKWjwtYz9LA4J+5kStjMUOOJlWKJl+FJ1WE8LwWLYaQyeOYW5KwoccSEwRuqgD5ewna7geo6EG7kSbuRp/84kvFYg43q+DuupCuyxMlxxMlav8d4yDrJkbF7jkLCVImPrGoeE3QwJO+khcEUrWItT8Fq+gtcKJGwmSxj/3d0YvfQozMP9WPauYm1tG2u+LayubMDtdMFmMcJqmoFZPwXjwhQMcxMwLExicX4KU5MjGBjsRWtbGyorK5GVlYqY2HAkX0tAfnEZKqpb0Nw+hKq6TmTnliEjuxBZ+UXIKaxAXnEV8kuqUFrZiNbOIfQNTaOxtQ8FJbXIzCtDXlEViivq1FFeh6KyeuSX1qKyoQMd/RNo7hpBUWUzMnLKkVNQjcLSBhSU1InrcwurkFdUjbqmbnQPTKO5exT5ZfVIyS5Bak4Z0vIqkVFYi/SCWqTlVSMlpxLXsivESEwvRXxasdhf0dCDlp5JVDcPIK+sWT03uwLpuZVIy6tCam6V2JdZWIesovqbI7u4ATkljdDmnFJu1yEtvxoFFa2oa+1Ha/cwBkZnMT1vgt5kg8Fsg9HigNnmwpLNDYvNA4tdHVbHMmxO783B17cPHre7Vv7H4XCvgoPniW3O2rj9mHsVTvcq3J41uDxrcHrWxDWcOVzu1f82xL0C9+E1npV1eFY24PGuY3nZh2WvD96VdTFz27O89obh9qjvd2teg9O1ov4M2s9y2/vyuMPpvTn42s7Px+YW+7hts3vE56V9npytdo/Yz2P2wGuL+Nz52bthtrpgtnJehtnqEWPJ9sZto8UNo9UNk0Ud6jXqdUs2XuOCcclxc5gsTki7eZ/EceGHcCP/nbhBkAiIqOB4U7DkSjjKIVwUOOPvgTX2Xhzk6zAb/lEkPfMVJD73AOKfux9xT38byU9/DbVnv4T2819Aw8ufRdXvP4Wq39+Homc/hNLf/j2Knv0ocp/+MEp/9340vfRB9Jz9IIYvvAtTl98KfdhdsESGwBqlwB6lLiyOWC7eMpbCdVi4qMAaqWA1RQdPIhd2GeZICcZwCYYwLvg6rKYo8KbIsEQqsEUq8CTIYjhjJDgIHIKFkAnAwxFGuKjAUEEjwRGuwBmmwsQbLcEbAIsrQhL3JBhUsEiwRHMEwBKjwBJFOMgwRUoYOiej70UdjGHqz8PfbSFCRvMLCjpf0mE+TBJz5dMyZi6egOGSDFOELBZifZgOpmgFCwTPZR1GL8gYCyVwdJi6qGDikoyJyzKmQiUBJ2usDEcCzydcFdjidHAlSVi4IqPgNzpk/FLGYgQ/OwWbaRL8qfIbYOJP5T4J22myGLsZBIoSgMrtYFEho4HlIJuLvw7OWBn2aEmAwZPK30mH8XOKgLs1RsbKNR0OsxUBlNfyJLyWL+NGvozrBbKAwV/yJRzn6bCcrMP8ZfV3cSYQhAo2CJhUCQcZMm5ky7iRewI3cgkoGZtJChyXJHjCJaxeuQu20I9j6OJjqI55FXMTc9hZ38f6xg7WN3axvn4A3+oOPB4PbKZ5mBYnsGSYwJJ+UgBmcW4MM1PDmJoaxvjYCDo6OlBTW4W8/AzEJoQjOT0R+UUlAiwtHSOorutGdn4pMnIKxJxbUIH84koBluKKBgGU3sFptHaOoqisEZm5FSAcisprUVxeh+LyBhSX14Pn1jb3oHdkBl2D0yivbRdgycqtEFApKiNc6pFfVCuur6zrRMfAFDoHplBW24b0vHIkZ5YgOatMQCStoAYpuVVIzq5Ack6F2J+UVYakzDIkZ5ULmNS3j6ChYxT55S1IyalAai5HpYAKwZKeX4OMglpocCFMCBkNKtmESlkTskubkV7QgOySBtQ096G1ewy9Q9MYm9ZjZtGERaMNXHjE4hSACwETDBDCI/h18HYweP4WZDSwaHDRQCT2e9ZuAYdwcK3cBId2HUHD/cGLPQETfD/t5xDwWfbBvawChEDRoLKyuiGAQoAQLipI3ggVj7jOJ6ASvO1yvxFqhAp/nmDAECYabARUAoAWwCZEbG4BFQ06BA2PaWDgNsFgsnBwe1m85nwTIvZlmGweARaj1Sn+dvz73fwbWl1v2EfASLu5n8Fezsewn/kO8Z/yRo6CozeoExUwmlohUI7zJLyeq2A19R4Yok7hIFcHe8J7kfbcZxH/668h/qmvIPZXX0b8rz6L3Gc/gsrnP4ry374fNc+/G+2vvA8DF96H2csfxnzY+2CI+QCs8X8Ha+wHYY17H2yxb4c1+k6YwnXQh0lYDNNh9rKMxTAZhjAZpnAVHrZYSTwRuxMleK9JWE2R4U3mk7ACS6SsKpEYGfZYCYuXJZjCJLjjJHjiCRMJrigFrigVKoSJM0yGK1yBi9dGSAIu9ggVKq5wFSpUKqtxMlaiJbh5TqQMG5VKFAEiC/VhCFOweFUWKoJqafYiF3sZo+cljF/g76TDEq+JlNFzRkbFMwraX1IwEapD0+9kND0fgoFXFEz+SRaqhkpl7rICfYSM0XMSBs/KGDqniM/EHheCxSsKZi7JsFAZxSiwR8vwJirYTJWxlsJFXBEw8SSGYDNdgjlGh8Y/hKDzZRnupBBsCJWig58AoTIRkFFnLtw7aTJ20mXsphMwVASKUCdUBsGqhVA5yJKEkqCa2E7TCSVI6K6myVhOJtQUGMMU8OFgM43/zggEdbyWp+B6Pv+tyTjOkYXqoXpaSZBhvKpg+qIEd6KC4zwZr+fL+EuBjL9wzpdwI0fCQbKCjQgdXBfvxcSz92DwF++DMfJZLDXmwD4+hdHuITTW9cJsWsGm/xCbm/vw+/fh39qHb30XTocdS+Y5WM1TsBgmYDVMw7QwjrmpYcxOjWJxfhLj48Po6u1BfRMVRQ6uZSQhNTUF+YVlKKtpRnPHIOqbe5FfWI2M7AJk55WCYMkLgKWwrBYNrb3oG5pBR884SitbkJ1Xgaz8MhSW1QiglFTWQ4yKRtRShQzNiFFW247UzBKkZpcit7gOBWUNyC9tQH5JHXKKapBf3oimzmH0DE+juqkLmYVViE3JQ0JGCTKoIApqcC23EnHpxYhLLRYwuZZdjrjUAkQm5gg1QqgQLsXVXcgrbUVabrWAUWq+qlZuwaVOwEQDilAsJY3ILW1CTmBkFtYLEJXVdqKpcwStPePoGZ7B8OQCFozWNyxK6uLmvqlaNKhoC7cGFfH0fZui0c7RwHFToQTUSvBrDRoCDgFICKVCZRBQKcHnBCuVYKBo78X31u7P66l4qE60cTtUNNXiXl6Da3kVruU1LFldQjUQKLfgowJIgwhn/izBrzWYaDPBIe4VpPw0pXITKgIi6ueswsUpIHJLpagg4nUGM8HhhplqhOBZcsK05HjD341wIlwIEg00nKXt3I9jO/OD2Mu4F0c5ighv8T87wXI971a4SwuDCbjkKriRL2Ej7QQWwk5iJ0uH5WtvR9kLn0DR859C9cufQOOZj6D3wvsx/ef3wBzzQSzFfhCupA9hOfn9cCe9C86kd8IccwqGqNMwhJ/G7OUTmLmkgzHyBEwMEYXziZ5Pu1QkXIR1cMQocMXLcMdLIiTijOd5qmJwxSoiDEXwLFyWYAyTRDiICxivc0RL8MRJWKZaiZWEQnFGyXATLuEyHIQOQ2pURZHqcUeUBGeEDHekjOVoGauxsgitcJvqxnCF70WASJgOlTATKovBbTEuSiIsNX1RJ8JYYxdkjJxTYKS6iZDR8O8yyp6R0X+GoTEZ1U9LGDwTgtnLCsbOypg4p8PUBRWmzlj1MzGFqbAhzFYSZazGy1iJU+BLlLGRrIhwFkNDIqyVqsB7jUpJh5nLIXAl6bCZKsEeHYK+MyGYvypjPUWHrWRCheGoW2AhXAgVDSyc/dcYYiJMCBZJDXmJ0Fcg/JUtgUrlkCNLVTqEnCv2BPzZEpapli7roL8qib/hBmGVJWMvQ8ZO4P0IEvU9JexnMCQm4zBffSAwhUvYS1fwWnYIjviz8vcPvxvu0Hdj6dynsXjxOzDFvojpmFdQd/730Hf1YslogVHvxvz8MooqOpFR1Ij+YT3GppYwp3fC7fXD7z/ExuYOvCvLcNgWYV+ahn1pFjbzLPRzY1iYpYKZwZJpDgv6OQyMDKCpoxGFlQVISU9C8rVk5BeWoKKmGU1tQ2hoHUBBcSUyc4qQnVeMvKJyFJRWI7+kWoS6GALrGZhEd/8kahq6kVtUjdyiShSV1aG0skGFSmUDiivqUd3QiS6eOzSNqoYuZORVIC23HLlUKqUNKCytF2DJLqxBbkkdWrpGMDA6JwCXX1qPlJxyJGaWivBXVkkDUvKqcC27Eqk5lUjOKkVcaj7i04oQn14swmU1bUNo6Z1GTfMoCirakZZfixQqlrxqpOapcKFq0RQLgSJgUtKEvNJmsZ1X1ojcshZkFTchPb8aheXNqG0ZRE3rsAi1jUwZMK+B5aZaUcNgXOwIkdsBwn0abLRtLugaVLQFXlvkbw95CVgwrBUAiBbu4qzBg8c47EHAEaGw2wDF93jDCKgI3odg0eCx7FXhoCqQW/sFVAihZR+MZjvMFidUqKhgIlxc7lshLw0mGkBufy0+F8KEoa1AGEx8Rg6Gv9yw2rk/MAJgUcNWVIyqQgkGi6ZgLFQpFifGpxfEz0io8DoVSAyBvVGlaGCR/Nn3YS/v09jP/wcc5H8ER7knxH9koUiEf3JLqdwEC9VMvoTdLMbLT2At7STW0k5h6MLfwZLwbqyn3Qtf+t1YS70LjoSTcCefhjWK4axTsEadginsTthj3wYrgRJ2AubIO2AMPyGeYulNMHSyHC9jNVnBapIiQECQuBMkoTwIDP0VRYS5Fq9IWLwqwRQhCcBw0eU93HE68cS+mqTDapKMZQKFKiNegTeOfooinqQ9VB2ESDiHqlyc0RJc0eo2w2DWqwosVzhLsBJWVyToCYwLMqZDFcxwXJRFqGn+koK5UBmzoRLmtH0M31yRBCx6XpQwfVGGMUyH6mcUdP8xBPrwE5i9pEPVbySM/IkekILp8xKm/iTDcFWGM07GcoIifh9CkYNqREAlSYYvUcJagjrWk2QRHtpIVufVa/SbQgTUJkMVeOJDxOc6c0WH7pcVWGN02OA1ySqIhLcS8FeoTDgIkuBxy0dRQ2Fq6EvGfraMgxwZR4FxmE2/RoE7lqE2CVuZIeLvws+XitHOMGSMDF+ygu1UqhNFPNjQY6EK+WuBJBQJVfF+qoSlyxIMZyTYQ0/DFvoBLL36BRgjH8NSbjg8zZXwjA7COjmH6Y5xFKWUoLd9AmNjSxgYXkT3wDy6+mfR0jGOuuYh5Ja0IiI+H3klTTDZfNjavY7trT2sr3rhcZrhsutht8zDaiZc5mE3L8JuWYTNuohFwzSGxgfQ1NmIksoiJKck4tq1ZBQUqh5LY/sQ6lv6Ve8ktwg5+aUoKK5CQWmNgEsJw1uNXegfnkH/8DzqmnqRX1wjPBb6KqVVBIrqtRSV16Oytg0dfePoH1tAUyd/9lpkFtCvqUdxeSMYDuM29+UU16KhbQCDI7Po7B0Vnkx8WiGiknIFNDKLeR5VRC1UpVKIpMxSJGaViZFWUI3i2i40dE6irn0MhVUdSC+sQwqhkl8j1Ac9Gg0sVCsqVDS4NIpwWk5piwiFZRU3ICO/BtnF9Shr6ENNywja+6YwOm3EvN4Gw5IdZqv2xMwFTl0Y37A4Bnktt4NFg4k2a4s9ISKe7jV/JOCbaAs/F39taFAR5wfAIiDEcJP2Ong7CDICYoGwlLbYa/fTQl5aWCsYLtp7azDRrtHuYXd4hW8SDJLgbZ7H1/ZAqHApoFCCPx+rfRkc/Cw5gkNkBrMDCwYb9CaHCHtpUFFnFRiEBv0vFRaa/3LrmAYRbda8FcmT+K9Yy/gX+PMfwmb2N7CdeQqHwjeRcUjFEjBQVcioZiqfHrn/ME8HQ7gOK9dOYyvzBGYv34WVa3eIp1SatjvpJ8QiZovSwZ1wQqgOF+P7cSHwJp6CN+luLCfeAU/CCXgSQuCJJwhkeBMkrPIpNEkdXDypMtwMeUVL4BOreGJneCqG3o4MF6HDxZfX87pkCatJ6lhhiCxBwnK8hNUE9emeITAa9TR2HREKbFcVLF1WYLgsw3BJgv5yYIRKWDjPocBwUYHpqg5LV3UwE2qXFCxcUjB/UcbCRQkLl1QIMDFgid5JhAJLhA62SJ0w74Uxf0bBwBkFIxdlVD/HpAI1dKYPk1H3jITRcwoYdrMSjuHqguyJVxWWChP+fhK8/J0SJfB342fFMBF/t7VECT7+3omqellNlMRnshSpQ98fJYyF6uCM12EhTIfypxUMX1CwkiwJsKwn0pNQTfvbYcJwF70VVamoKoWqRISrcpnUoYazqHK1UCnDpMd8+MiQsBavwJ+q4PAmdHTYTiMY6ZHIIqT6n4USXi9Q/40d0njnvwMmQ1ySYL5wDxbOfQyjL30Bcxe/B0dFPFwD3fAtLMFvW4F3aQVzEwtobexEX/c4zKZleFd3sbmxj+2tQ2xvExrH2N66jt2dG9jYOMSC0YPymm4UV3TBZF3D3t5r2N7ahW9tHV63HS67AQ7LHJyWebgsi3By2AywWBdhMM1ibHIYbV1NKK8sQXpmKtLSUpFfUILy6hY0tA2hvm0IBaX1yMwtRU4ewVIp/JMiYcrXobq+E119ExiksmgfuGnAF5bWiXAYvZbSyiYxquraBVgGxufQ0T+OsqpmZOfTs6lFSUUTCssahFLJKqxGTkkd6lp7MDg2g96hCTB0lpxVgri0ImQU1SOPC35xowBDYkYpOGjcJ2aWISmbowL5Fe2oaR1BQ9cYKpr6kFXUhNS8WqTl1CAtr1Zcq4GFakVTLBpgckrUUJgIkRU3IL2gBmn5dSip6UZz1xjaeifQOzSHyTkT9Hxat6o+i/qUfAsumirRFss3m7mwB0OF24SCtnBzwea2R4Dklpq4/bg47zaT3BUIPfHcmwt/QMloakiA52+ARXsP8f4B30WFjQo17WfT7q9BRQMIZ+4L9k80oAioBKk6VZ0sB4FmGUt2+lMrsNmWYbWqYCFgCIJFox0LBqoPei0cqklvstwCh6ZkNN+FxzSIaLOmWG5CZSXze/Cmfh7OpE/DlfRR+LPeg93cO1RfhQsA/ZWcQEgjWzXpj/LU/QSLJYam7Gns5ZzAQvgpWBNPYTdPwk4WwyQ0gGWRoeVPC8EmM7WuKeLJVAMGZy746uDiGFgkExWxj4smoeJmFlCsLHyR5QSGshjGCgAoScJasgoThli4SGpQ8V2TsXZNJxZWXu+JVeChiU5D/4oM/WUZC1QV5yXM/knGzDm+VqC/pIPhqk7Mi3wdKsN8iWpFhj2M4TJZLPwWKhkmAkTIcERR/TDUJgv4MXxGs5rei8gyi5axeEVGz8symn4voe9lncgEszDBIExC/dMyhs/o4IpUYGfyAJMGqKSEUlHBQugKcHKmYuGIpxJTw3rqvgA8A6rGFa/AGq+g76wOzS9ImL6iYOisjMrnQlD5nAxrnA7bKQq2U9TQE/0ThrcOmNnFkaFuH2bJamgr8O+A2YIMg9Jgv1EgiUGIaAkeDJ/ShH89n6EsQk7CToYiAMRsr9e4P0uBL17CerQMf2wI1iIluC9JsF24C+YL74Y94j54Mh/Ham0M1gbqsDTUitH2LpinTNhb3YV/cxsz81Z0dk5geGgW+gUbtjeOcLD3OnZ3XsPO7uvY2XkdezvXsb/3Gg7EuIGD3evY238dnpV95BQ0Iiu/Ab71I+zuHGFr6wA+nw9ejwMehwku6yJc1gU4LPNwWBdgt+ths+phMs5ibGIAHV2tqKqtRFZOOpKvJSKvoFCEwhpa+9HYOoDSqmZk5hYju6BUKBXCgh5KYWkNKmqb0dE7IsDS1jUszHpmdVGx0Fspq2pERU2rABXnlq4hDI0vCJVTXt2KHCqWYt6vEQXl6mDYK7e0HpUNnegfnUX/2BwqG7uF8Z5RWIf88iZkFdUK9UAwMDOMYBHGPc38bL4uB89t7B5H59C8CF0xpMXzqVQ0055zVqFq2BMoGlRyS1Xlor3OKm5EBhVSQS3yK1pQ0zqE+vZhtPeNYWLWgEWTTcTmuUBx0dPgoj1lcw4GDMHxZuN2paKB4NbiTqjcGv/9uAoPLtw8pi3y2uvb9wXv1+4VfI22zWMaWG79LLfAot2HczBQNHAQKsFgCT6Hnws/n+Bz1Gwv7veCYSzxOVpdIiOM24SF3uQUUCFYNKBoSoXAEEpFZIcRJMzyUmd1vwoeDSzBs7Sa8yNsZP4L/BmfxVr6F7GZ9TWsZ7xbZPocZelwlC3jmCNHXVBoxqpPm6ppyhRRU9Rd2MvVYSn6LpijToJhDxEnz5BFGqg/nU+pkjCDGdNfD1r0Gd5aSVIBQlhwqKEd7mOYh69lOGO4UKtwWaGPEM9QTuBpPYlP4+p5ywx1EVSJzPZS4IpTPZWlCEkYvoYrEkxXZegvyZi7qGBOeCIhmL+oYJ6meKiM+VAFi5dkEWIzXpVhIUiuKnCFyWAGGL0VGvYekT0WAEh0wKehDySGmrVmE0DRwR6hYClMgfHKSQy/+FY0//wtmHrhHVg6/3ZYQu+FIfReND5zEn0vSjBdkWGh0gmXxHCItFr6ELL4nQkZl1BuKkgIVw+z0mJUY1uoPKFeVFN8IYzmvoTWF3Voe/EEBs8z7HYCvefuQukzOgycVbCVqmAvQ138NYgQKoeBcZTFfwPMsFLEQwYfNtQwl6pQ+G+CIKI3spMqi3DWbpr6QPKXQgmvFUnYymAoUxGpxAf0Thiyi5RgC5Uw+4c7MPzsnbBc/gQ8aQ/BU/Q8XI3hcPfkwz7RB5fJBK/dgzXPDpx2H2ZnrbBb1zE2akd5ZS9MZh+2tgiOG9jZuYGt7WPsbB9hl2PnCNvbR9j0H2BtfRcOzybm9csYGDOgo38GNU3DqGkYgtnqw9b2EXZ2j7C9s4/1dR9WvHZ4HEa4qVoIFBuhsihmp20RJvMcJqfH0NXbhaq6KmTnZgbAko/y6gaR8tvcPoiK2hbkFjPbq0KAhVAhXDjKq5tAoAyPL6Czd0woE6YdMxOsrKpBAKqithUVNS0CME1tgxgaW8Tg6AIaWvqQV1QjzPrCiiYUVzajpLJZgIMpviXVregdnsbgxCLq2wdF2m/MtVxEJeUgs7BWZHARDIQFU46jk/ORmFaK5MwyARqGr+o7R9E+OIum7jGU1naI65g6TEBkFtUJ+NBj0UJhKlxuQYWZYVQuVEeZxQ0ijJZV0oTKpj40dAwJz2h0So+ZeRMMQrUwbu/CklVNfdUAw8Xzb4FFg0mwYtEWcm0R10JNKlQ0j0PNvNLO1cDAOXihD4aDdix4n7atzVz0tW3O2mvtfVTfJBCiu03l8HwNEAxZcWhw0WCiHedMY52D29r5Ymb2l4Mw9sDioLeinqcZ+qYlFxaNKljUzC8qFVUl8jMnPPh3MNs0wPxtkASb9dJq9kNYz/4X+LP/EVu538B61o/hSfmICB0xg2g7SxJg0RaQwxw1hCFCY7lMDT0Bfdid2M9W4Eq8A4thd+AgSycM2C3WLQQyipi6upEmYz1Nhi9FVRZUF8I3SQ6k+xISCVQrAaBQtQRCYFw4XQGzneesJihYidfBE6+IGhVHnOqlsHaEAGGWGNN3GSYzcTEPU4Ty4D5jOM1vptvKmL9CLyREbM+FKpg6J2PugoyZ8zIGXiIEFHijJHgiFHgiJAGVNdZNxMkivdhFM5/+CxVKoH5FZI8xMyxShpWhNc5hd8B09j7MPPc1jP/suxj80bcx9INvYeShb2Ds0W9i7FffRuev/xHtv3kPRl46hek/STBdVkNtqgpS03SZwUaoEDD0jQhWfjaO6BA4otUQI8+nypplqnGogt4/Kuh6WYeOPzLcpaYhD59XMHJBQf/5EJQ9zQcCRWRcHbIWJGC0a8rkOFvCdYa6WFPCdHKhVNRssM1kWRj49ERUH4eZZwq2MyXsZis4YHYXQURfJlGC/ZwEwx8k2M6eguXCB2CJ+Ac4Mn4ES8HzGE78DYYzXsRkbQ4GG6rR09qIvs5RdHePo29gGoMjc5g3OGBzrmNe70J1fR/+dDEOvQNzWFllFtc+vN5dWGwbWDR5RXhrdtGJyVkrxqYs6B8xoHtILwbN+qk5G2zODaz7D+Fe3oHLswn/9iF2946xS7BsbcG36sSyy4hlpxFuh0H1WoKgYrcbYF5axMz8FLr6e1BdV4vc/BxcS0tCTkEeKmrqhX/S2jmMuqYe5BfVIK+wEoUlVSguY3iLvkiDCGe1d48IsHT3T1aH7VYAACAASURBVIDhLobB6K2U1zShsq4FVfWtqKprQ2VtO2obu8H05LFJAwitgtI64aewVqW4qll4Kdymx1JU1YS23lEMTS4KZcBMMZr0HIQJU4M1BUKoxCTni+wwKphkmvSFdSit70Pn0Cw6BqZR2dCNzKJaYfozq0yAJQAmwkVkgwXqWLTQWHZJI7JKG4R5TwOfg/5OcU0Hmrros4xhYGwGM4vmgGqxw2JVzWcucFwULVwgA0/dfwswGlw4BwNCW8xvgYVQUdOAbymXWyEuDRy330MDhXZce/2/zRoMbj9Pe2/u195LO/fNZsIiGCjBING2tfkNgAmCjpZqzDohhr2oZlSoqAoxWIncvh2sSP7WtuTKeBwrmfdjPeML8Gd8Ar6Uz8CX9j6sp7P4TIIvVRbzZopaq7CfpcNBriQMWXov6xknMHf1JLayFKyl3YHZq6fhT7tDFMttZagZRcwkIlR4v3Xe75osYvi+JGYwqeEtGrf0TRgGo+lML4BAWaHySKDaYNEis8HUBZy1K9YwehysW1EL/8xM641SRPaYifUh4az1kGDkIhvOtGS1joP1G9OXQjB9ScbYOR0G/qjD7BUZgy/K6H9BJxSN/rIOPc8zFBYCb7SM5Uj5DVDRwMJsMVWZSMILcUQEveZTuPBHTsP8x3/G/JM/w+SPn8Lk95/A+HcfxcR3H8XItx7BwLcew+APnkDvw4+h9SffQudTn8fgi6cxe0nC3BXW3ahp0iwEtMex4FECPRJTmJpJNRsqY+y8gqkLCmbp7dAXCpNFAgN/b324DGag9b8igwa9KUrBbLiCifMKLHE6NPxOQfvLMrZYjJglgRAhUI44BzyQgwxF1Kxo2VnMFKQa3c3QYT+DNSeEDr021VM5yJTg59/xqgT7eQnGV07AfPaDMF36EsbOfw3mrD9grSsPayPVcI40Y6arHVXZechPTsdA5yjmZ+ywWlbhdG7B6tyA2cpitg34NvbhW9uHxe5DRm4lfvjoL5BT2ITOvnmMz9jRN2JA1+AiOof06BiYR3v/HPrHTJhacMBoWYFnZQv+7QPs7R7j8PA1HBzcwP7+dezuHmJ3dw87O7vY2tqBf9OP9TUvVpetWHGb4XWZsew0w+M0wuU0wEGwWOaFcW+1GWC1GjC3OIu+wT7UNjLNNxvJGfHIzEtHWXUt6pp70dI9hrqWXlGTUlRciZKyapHtRWiUVjUJFcIiSXosAyOzQuWohn3tTbAwXMYsM861TZ3oG57C2JQBHT2jKKloRI6oe2lAUWWjGIUVDcgrod9SL3ye4UkT+sYWUF7fieRMgqUMGfQ78qqF0iBgqFgIFO5Lza9Gck41knMbUFLbg67BGZEaXNc2iLyyJlHHQiBpaofbIjOsuAEECdULa1YEVEoawAy07BKGyVqQU8YwnBqOq28bQFvPCPpGpoXPMqe3QG/mE7K68Am1IjKYbhVLaqrldsBoYNHSfIMBEByC0qByu8ehLe7aHAwCrX5FgwAX/uDjf2v7dkBo5wW/B7eDz9POCd4XDJRgaBAUGixu38/Xwce0c6lcGApT/RQqlP8/qASDhmDRVMpNT8WU8DDcGd/HWsZXsZX9cexkfxo7OZ/Fdvb7sZWpwzYrmDNUdeG7JmE9hWEsCbuZOhwwuyfzTsyG3QVvig6b6ScxfeUeeBLvhD+Di1Sg7oG+SooKFaoUwoWvfSmy6oUkqj7BcqA4kYBxxikiO4jKg8Y8s6dohC9epgJhRbqi1qyEM5VYJyrZRYV7pLoAMx2ZioWV6vNhilhYx0MljJ7XYeaKhNbnJQyfU9DzRx0qn5IwciEEvX+QMfTiCdBDYfiJi7X5sgwfYUewsGI9Sk0rFlCJZb0L/RL6Jqp3wjCXgIyodWHqsQ6mV+7D3JNPY/7xpzD3yNOY+sGTmHjwccz8+JeYeeRpTD/6a4w//CQGfvxrtD/0czQ9/DBqHv08qn7+TjQ8dwcGzukwcl7BeKgcgKGiKqtLsih+7H2FdRxMWJCwlqiDL1mH9WQF60k0wRVsptCMZ5YZK/dVBccss8kLOvEwYIiWUPUcQXUSR1kKjumdECqZamowky520yX4qCBjaerTTFcCxbJq0SGNdYaz1iNPwnbhNAx/fBcMf/w4li5/Bfakn8JV8if4OgqwOdoLa1c7plpasGw0wLu4hKHmATSWd6C3dRzOpXXs7ryOg/2/Yn/3hlj893ZvYH/vOg4OXsP+wQ1s7R7D4d1FTfMwnv/DRcQnFaC1c1woD4N5BZ7lHWxuMORF3+QvODj4Kw4P/oqD/ddwuHeMgz0ChOb9HvxbO9jc3IJ/Yw3+9RVsrHmwsbYshm/FiTWvFWvLFqx5rFhxWbFMuLhMcDsNAioW67zwWNx2I2wWPRYWmdHVj+qGGuQUZiEuMQKpGSkoraoX9SNtPaOiur68qgFFpTUorahHWXWjgER5TTMqa1vR0jGI0clFjEwsoKmtV6gVmvs8zlFW3YSq+jbUNHaI0T0whvEZA3oGVIXDTLJ8hs+qmkUxJKvy80rrUVDWCC7eI9Mm9I8vorqxFxn5VYhLLRQg0fwPhrUIk7T8GpFGzMyvpOwaJGZVgeEwwrFnZB7N3WMoqe4Q8NF8lptwKahBRlEd0otqxczrhGkfSEHOFenHLeDMY7lljagmeHvG0NE/idEpAybnl7BgtINV3QzLqOGYN6bNBoMl2GMhWLgoc6HWZm5roTBt1tJ/3xCO0jLHAvfgvYLvrS32f2sOhoC2zXO1bYJB2+as3UcDjHYs+Bpt3+1QuQmIN4FKMEhuBw2PMQVZCy0Gz8HQ0LYJD26/mTr5b1CZufp1WK89CG/Gg1hNvQ++jH/CWub3sZb+Zayl3Y0t+iI03DMJFwUbaSxck7GVocMei9yyTmCaKcLxJ7GVcRemrt4DS+xJbGaqBXUsqqNK0cJfDIFxMMV0OYm+yAk4YnSwRUqiHoXtS4zhSmCEwBCmE4WP81eYlqsISDB8ZQ4oER7nUznblTjjdLBEhYjCQ4ZzXIkK5q6EiKwngqX7JR3afidjNkyH9udPYPAVKhYJnX/QiayreT7lX5RhCFVE5hXV0Fq8jM14Gd7IELhYuHdFhjtcDX8RLFQqariLUGEITDXtqVBsVBgX3g39c49g8ee/h/4Xv8P8o7/FzHd+jqlv/QwzD/4Kcw89g6lHn8XYT55F3yPPovuRX6P1oZ+j8vs/Qua3voTEb78LlU+fxMArMqZYxMn3Y+hLmPAK7PE6DJ2VMHGexZ9UgAo2k2T4kwNtTES1vOpxbFAlpkjgbI3j786HBR020nToe0VBz0sKGM46TlfAMNhxZgAs9FqyqFTVdi07GTL20mVsMSR5QYL1rA6Gl9+Fxf/4BxhCH4Yl8QKsJZnwdjZiY2YYfoMeGxYbNhxebHo34V/dg3nRje7WUdRXd2NyzAyPZ0sUJTIDixDZ3buO7d3XsC1CUdextX0daxuHMNt96B0xoKxuEFWNwxgZN4i2KwcHhMdfcHj4ugqf/evY2T3EFsHh38bGxibWfOsis8vH2eeDb82LDZ9XBcmqG5urTmyu2bGxasf6ih3rXhvWV2zwea1Y99qx5rFhxW3ByrIFXreadmxzLMLp0MNjX4TbugibzQi9UY/+wSHUNzShoCAHCQlRSM1IQ0lVLWqbOtDVN46O3nHQJ2EITINKRV0zqupbUN3QitauAQxPzGFs2iB8lsqaVuGx0KxnOnJ9cw8aWnoFVBgW6+obweSMASPj86hlmK2kDoXlTSir7RDZX/RWiipbhJnPCvze4VkMTRjR1D6MvFLWkwTVnrA6vrRRhLW4n/UpHCk5tYjPrERaYT3q24fQP25Ae/8Uyuu7BTAIFoKIYCGUBJgCcNE8l2Cw5JQ0I7ekWSgWFk3SAyqr6xTtadp6x9E3OovxWSPmjWzv4lYL8CxMP76Vdswn7WCwEAB8LaDyJkC5HSzaQs5ZW9x5rQaSYBWk7Xc4VvGG4VQBpl2vAeD/Bwpc7DXI8Pzgn0O7X/B93gwqFiY30IR/E7BoKkUcCygW7TytVUswULitwUMDijYHA0VTJdo+7Rrul6b+/D0sRnwT9rQfYuXaV7Ca+Aksx38UnrgPwJd8GjTZWYnNwcWHFdgbGXytwM+QSKaM+cgQGCLugD/7XsyG3Yv58LtFWMyXqsCXcgIrgcwsV4Ik0llp7rMC3BxJeKj+BtUH+2KZI3UwRsowR0swR50QikQUNF5lrysFC1d1wgdhKi7DWXziHg8NEUqFqbZzVyV0vKCIRdIUocNipIKuF2VMXmIBog5jZ6hsTqoeS5gEcwShpMDGzC3RB4z1LjqYmWJ8VQbbsbjDFdivKDBfUrB4RoYlVMJKjCIM++UoSVTh83q2gqFioacheohdPQHDC/+IhV/9HPpfvIDFXzyPhYefxvR3nsDI1x7CxP2PYeZ7v8LMj3+DyUd/i/5Hn0Pno79G+8O/RNX3HkbW/V9D6nc+geInT2P0gtr2xcVwIT2lQMow06dZpc/QFj8/+k2+ZEn0xxKhqkCtidpyhSEs1UynYqQSY/IDe3ARyp0vsuZHwXGGhOtZivBP2ErlKFOHvWsSNmIlLF+VsHRGwvy/6TD+m/ei7+l/wPTlp+AsyYK7sxPeqTmsL3mw6drAtncLG2u72PTtYXN9H/6Nffg3qRKuw7vsR9ifk1Fe0QHv6qEACEGys3Md29uvwb99A6sbh3B4/NCbVjA+60Rn/zwqGwfQ0MaMIRvWfHs4OnwdhwevYXf3GJtbB1j1bYnqaJuDpiNTVc2w2oxwOs1Y9lixturE+pobmz51+Ne92Fr3YtPnhN9HqDgEWAgTMbyEiwMbKy74lu1Y9Vjg9Vrg9SxhlYrFZYLTaYDbpoeb72M3wm43YX5xFt39vWhobkJhMYskE5CWlYrSSvbr6hTpwZ0B74R1KwxnVde3obqB6qMdNQ2daOkYwsj4IqbmltA7OCXqVViXUl3fjoaWLjS0sLq/C5W1BFE7OnpGBISochrb+m9mg5XWtKGivgOlNe0ormxFYXmjaP3SPTiNkUkj2rrHkV+qhrJY5JhZxOyxJuGNMDxFIHCwEDIpuwqJOVUiPbi0YQCN3VPoHJxDdeugCHOl5dUgPa9OpB/zXkLB5NfezBYLhopq6DepdS1MSy5uFnBisWRD26AIh7HFy8SMGbN6K/Qmu8hCCjaTRVYTzexAvUawUR+c6hsMD02lcF/w9hsW9EAtSrBC0badLvbhWhFgsTvX4HASSKri0IDCxZ8wYB0Jrwvez2O3K4dgsGgQ0aDCa7Xjb3YtF3Q1jPVGNafBQjumhrfUEJd6jNtszRKcQvy3tzWAaPPtYOF+AZWZwnhMh34ZS4kPwJ18P7zxn8NqwoexkvhprF37HFZS3iaM9fU0+iuBQX+EiiVdB39mCEzRbBYoYz3jDpij34Lpi/fAkXAnHHESbDE6sYhzIaeKsMbcAVvsKdhjTsMSdadY1NnskeEsI8NVNNjDdaK+Qx+uxv8Xr7AGRm24yBYmrPNgq5Lh8zoBkK4XVTjx6Z2LYu/LJ9D6PENECqxx9BTYdFGtFWFq73KsBG+8mu5LZUJTnplZ9ggZpksSFi8qmDmjDstlVtyrBZK2qxKcV3XCtGerFrZtEVBh6nAAJEKhMCRHlRJ6Jxae+yrmHn8S+p/9FvM/ewZzDz2NqW8/gZGvPoTRrz2Cifsfx+SDT2Lix78R4a+eh3+B9oeeQNU3H0LmF7+BlAc+g8Kn3o6JqyfALDCGCEV2HFOlk0ICqdQ6TF8MEe1gCBYWjzLsRaiwr5c/RRKV9FSIPiZHxOtEfc7YGWaXKaDy8GfqsHBVQf+LCjYTQ7B3TYafdT1hEhx/kjD30r2YfulTGP63z6D3D1/FVPwrmM3PxUJTC1wzs9haXsH2+ha2NvaxuXkgMq38fqoEtkI5gH/7CBtbR2Lh393/C2bnbHjyV8+hsW0Qo9NW2FxbcLi2MW9YxtSCC+NTDvQNmNDTZ0T/oBGTM3YYzMtwLW9ga/sAB4eviZCYf2MHHvcqzCYrFuYXMD8zA/38HMxGPexWIzzuJayvOrDpc2Fr3Y3tDQ+2fG7414KHRwBFQMVHqDiwwWtWXWJsrLqwseoGw2ErXiu8K1Z4qVa8Fni8S3C51OwwZoixaNJm08O0tIipmXEMjw6htaMFpdWlSMlIREpaEsqrqlDf1CbURUt7H4rKmOnFUFgdqmpbUdfYgdqGdtQ2dKK5rQ/DYwuYnLWgh4t3fQ/KqlpRXd9xU600tfWLkFlT2wBau4YxOqnH+IwRLd0jKK2hQmEYrB0V9Z0or+tAaW27GMVVLaLx49CkHj3DswI6GQVMF64JAEVtIKmmB9eLMFVqHgsh65GcV4Ok3Fok59PE70F9x4ho8VJY2Yp0ejG5rMCvFcqFYNGUkAYVzcDXwML99FpUk79e+EBVjT1gIWlH7wRGJhcwObeIRZMFJgtTYG95AJpa0RSLplKCIREMlf9pmws5j9M70ZSJdl/CwcqiRAGJFTgJFKqWIKWiwUOb3wwqwUD5b9u3pQ5rgLl5vyAgUXHwek1daIrizV6r+wgdnn8LLMEpxOpnqoJJu5c2ayDRZu7XIBIMFwGVuc4BTEb/DIvhX4M16btwJn0RtvgPwp34ebiSvwlX0ifgTb4TK6kh8KacxPK1E/Ak6eBO1MGTdBKepLtgiroX+vC7sZp2BzzJ74A55l5YY98CZ8I74Eh4CxxJp2CNvxOmGB1MMYroP7UUexIW4YWEwB57BxyxJ6CPPCk8AyqMpeiT6DtzF/rOnMLohTvR/0fWcNyJrhfUVids0DhwRsbQGZ3o/stsLjfTh6NVk5pKRjSRFGm4TAJg2xemFdPgl+CMoTphppeE2fOq4U8vZOkKe03JWAyVYLzIwki2aJHgiZZhvSzDfkXCcqQkMsJE12JW3zPrK9DhmGE83scaLmHpwl2YeerrmPvpU1j8yTNYfPwpLDzyHOa+/2tMPvAYxr/xE4x9/ScY//YTGH/wlxh68An0/+hnaH/wcVR99SGkffbriP3i55D3s4+h69wp6CPVWpWVaxLWCJVkHViHw+QHZ5KMiQtqtf78JdWT8ibrRJ0MU5PZn4zdmdk1mdljrHVhGrU7VidSgemZuKNC0PFrCbPP3w3jH9+ChZfej/mzX8V8+NNYzIuCqb0Gpq5WGLu7sGx0wWffht+7jc2NA2xvHmNn6xhbWww50a84wPb2Pra21f5aa+t7cHtV011vXkdpRQ+eePLfUVjeis6+RfQOMcwzj47uBfQMmDAx5YDRvALvyi42tvawvXeI7Z0DbGzuYmV1E06nD0tLyzAY7DAu6rFkXITDaoTXZcX6igoGv8+BrXXC5NbY9rmwTVWy5saWz4NtHyHjEcDZ8rng97mwueYUoTD/KsHjgZ8ey6oHa16HCH2trlixsmzFssci1I/baRKFki47iyMXYWUlvsUAs1kPg2EeY+NDaGtvRWVVCfLyMlBaWojWlhZ0d3ejvrEOZeWlqKisQHl5Berr69De3oKWlia0tragtaUNHR09GBiewuSMWZj4NP0ZBmO22Pi0AXqTC1bHmqg5YGitvWdMeBIT80voHppCVWO3SC0mUAgWMeo6xT4Cp76tH6MzJgxO6lHb0o9s+iAF1YGU4zpR85LHPmPlah1KSl4dErKrkZxfjz8nFeC3/3FZFE629c2gsXMMJTXtIs34Wm4NUvLUJAAtLMZEgODsME0RiX3BtS2ETGEtSqs70NgxLLo2D43PYWregAXjUqDT8a3FkQsi4aKpAg0OTtd/7zT8v0GF12owUEGidVCmt7IKq5PAUWGiLfa3L/7afs4qhFS1QqURPDSo8GcPHlqKMK+//d7BaoXn3Q4RDQQaJLTjopdXoC2Luk+FjAYIzto12j20ORgm2v0IkNvBokJlcB5D2REYP/tF6BN+BGviv8IW/1nYYz+NpcgPYSnyvViKOoWlGAXW2Ltgi70Htpi71O34t8Ke8E7YE98Ne9IHhDqxx90Fa9ydWIq9G5a407DEvhWW2LfBHHMXlmLugDvpNCwxd8MQeQrua6fgTjoBN1u5JNyB8dA7MBZ6D+xxd8IQcRIdL59E79lTGGYF+lkFw2fYD0stIFy8EiJShWnIM2TGLsW2WLVVOg17FhmyiSTbzDONWJtZ2Gi6ogKHhYvcZsoxe3HRE2EVO1XLzFkZ06/o1KLHiwSKBDtbpoQxE0wRYKFKIWzYDp9goVphnzKa9SpUTmH6V9/AzEO/hP6R57Dw06ex8OhzWHjoGUx/7xcYv/+nGPvmTzB6/08x+sBjGPr24+j9zmNo/vqjKP/yD5Hyua8j+rP/iLgv3YeCX74Xg4RctE4UdrJtvVrYySw5fg1ACEbOnkQ/FdYl/k6sc1FEyxfCkyBhNh3bpojq+HQJSxclGP8kYemshIU/nMTCC/eh8aefRe4PPwR95p/haqnE8ugEvAYnfG4//L5dbPuO4F8/gN+vqg//DgFyiJ2tQ2zuHMG/dQTfxgE8q7sw2zcwZ/BgZNKCniEj+kYsGBw3o2dwEeU1PahuGEBX7yxmFxwwmBhb3sDq2r5qsO+9hp3tQ6yvbWPZtQqbxQaTyQy9wQi9QY8lsxUOux3eZQLEia0NF/zrLvg33Njk9oYT/g1VoWyu3YIK1QiHChCCZVmFipi5HTy8Aiibqx74vC6seh0i/LXmsWDFZcGKc0mMZQf9FSOcNr2AioOmvdUEE3/WhTnMTIxibmoSS3oDLEY9TIuzsC+ZsOxwwGU1w2mxwG23w21jFf8SHFYDbOYFWIzz0M9MYLi/Gz1dnRgdHcGC3gS90Qa90YmVtV3RBYA+0uHhX7C//7rIkOsbmhPJAOxyPD5nFKnEbEVPX4WKpbqhC1X1nais7UB5dZsAe01TP4YnjSLU1NQxBPbvIljoc4hCycJa5AqwNAvVEZtRgeS8OsSml+NSVDqiU0qQVtCA8sZ+NHaPiZlpwykESy6r6VW4aIpFg4umVIRyKWtSG1IGzHz1vekNtaCuZQCtTC0fnlEVi9ECs2jHrhrI2oLMsKcjYIRrISnVhGd7+f8dMNoCHgwVKhZWpVsdqypUXKuwulYFLNRQ2K3wVjBMxHYAUAIugZ9Lg4oGFM7az8+ZizZhwf1vBhXtXjxOtaKBQJuD4aABQF38tQJGwoSt7BnqUq/X4PG3Zg0qnHmOej+15b12jEARUJkcncNMbQsGXv0BJi5/C8a472Mp5p+xFPVBGCLfB33UJ2GK/RTMsW+DJe4tsCa8G9bYt8Ia8xZY4+7FUvwp2OPeBnPcO2CJPw173NvhSHgXzLE8917oI9+J8YvvxHzEuzF+8W7YEt6D6St3Y/DcSbgST8MVS3NdgTvxTiyGnxSprzTfqVbYSmQp5qRIn2U/L2Zz0chniIt1GGx7QnDQczHTB2G4TNSlMOuLbfDVTCd6N2oqLr/bhIpFTcedvSCBtSkseBStVa4qWLggYf6cjJkzMubPh8B4SRGFj8z68nFhFunFEjyRaudiAkVAJSq4Zb4sUonNF05j4pdfxsSDT2DxR7/BwiPPYv6RpzH/w19j6jtPYOKBxzHxwM8w/s2fY/j+n2LgWz9F+zceQv2Xf4iif/oWkv7PFxH5qc8g7HOfRuy3P4rGF98mfi+mFrMbsyOWITy1sp/qqv9MCOr+jV2TQ+Bn+CpdJ1qrsJqdIa6NQIqv7YyExZdOYeAX70bLY3+HuUtPwZgRAUtDC+aaOpB05kVMdg9ic30P/o09+EVH32Nsbh5jyx9od7J5hG3/Mfzbx1jfOIRnZQ8m2zomFpzoGTWgY2ARPSNmjM/aMbfowtKSFxv0VNgqZYf3OhCqZldUut8QmVksXCSgNjd24F1eg5nfwTFvhGlxETazER7HElY9VCJ2bKw5VYisq0AhVLY23PBvugVYuC1eC58kAJI3KBZVoVCJbK+vYHtjGdvrXnU74LNsBbLB1hn68tJTccC3bAukGTPV2IpVtw2rHjtW3XahWpbddqytLGN9bQ3Lbg+8Ho/Y3tvewfHBEY4PDnF8eIgbh0e4fniE48MjHB0c4OhgH8eHB+LY9UP1HO473N2C37cKu9UKs9kE35pfeEjXj/8THEdHfxXjUMz/iYOD17Hs9aN/aBr1rf1o75vA5LwZY1OLaGofECGuipo21DR0iRAa616E11LVjqoGdkWexugkM8mmUVrdJkJhbAqZnl8lUojzy5uFB5JV1ICUXKYb1yAlvx6xGZW4GJOFuPRSVLcMomt4HjVtw8grbxHNKFPowwTCYARLRoH6/SyEiQYWTbVoc04JK/V5ngq2qqYetPWOoXtwEsMTi5hdZNoxs8PUVuxaQ0WChXAIHqo6UUNb3Hbf3o5Fy/gK6ut1y6RfDUBFBcut/QyHedTvawn4JgSGgElAoRBINoIleH+giFO7D+dgqNzcDgCDxwUsb/NmNCgRLJpZz8+Ar8W+oDb3wQs/C0w1KNwOIO7XoKFta+cE7yc8tPto97oJlaGhGYw1jqAn+mUMvvxFTMc9Bn3C92CO/QeY4r8GY8oTMFz7KfSxH4Mp+h6YY+6BMe40THFvxVLsO+BMJmwIjbfDEP12zEW8H11n34Ohi++EI+m9MMW8B11n7sFM9EfQd/YU5sPfi5mr78TAudPQh98JK7sLBxomupIU2OIksVg6EyQ4EtSW7oSAPUaHJbZxv6TDbCj7bamGup4V8iJNVoKZISguuPGqYuGXVzEsRmjZ4yUYaPZfYmoyTWoJ0+ck0ZZl9rwsihyFD8KeW/xeFdGKRYEjTMFKpA7rMYowqn2xaut7hsAIEzaj1MDiDC5+DJdgDj2Byac/i9Hv/QyzP/g1Zn/8FOZ+9BSmHvwFxr/9OMYe+KmAyfD9j2HwgUfQ88BDaPzKQyj75+/h2ue/hLBPfxJXPv5RXP3UxxH+1Y8g79n3ovc8v19EBan6DA/VrgAAIABJREFUPS6ySH4QrWiuMRyopg370yWss9aHoa8/yVj4w12Y+ff3Y+r3X8Jc6JMwp0dhOiMHFeGvwjNtgN+5hp2VA2xv/AVdzf0oKWrByuoednZvCAhsUZEQCP5jYab7t25gybaF8Zll9Aya0NE7j+5BPYYnbTBa1+H17YkmjbsHN7DDDK69Y+zvHWNv7wZ2mSrMLC9u7xEyBMk2Vld8cLs9cNgdcNit8DhtwsfYXHcI1UHlscVBRbLuFkOFhwdb9Eo2luHfXMbm5rLYFvt4rqZObkKFCkUNfzH0tbPhxfYGwUJfyKuqmDXVT2EobX3ViQ0a/F7+PDasrbqwRvWyuox1nxf+zXXsbm9hb2cf+7v7ONwnLI5xdMB2MXxNaByKwe1DgiUAl6PDfRzs74pxeLAnAMPjR4fXcXR4A8fH6rh+/Bdw3Lj+X7h+/F84DkDk6Og/cXj4VzG4TcjwmM+3j+nZJbR2jYCZVDT7J2f5dxpDZV0HymvawCywqsYuEQ5TTfwWoWZau0YxNWvB8NiigE9mfgUy2AU5EJ4SIGC9SXG9gAMN/Gs5VUjILEdEUj5i00pR1TyA7uEFNHdPoLiqTXzhF2tftC/9UsHCVjFv/F6WW0BR+4mpHgzfqwFZhbUoqWoV4TCmHvePzmN2wYoFowOGoA66XJS1RVzzRTiLXl30SwKeiWg6GWgsGRwSI4wEGALXCDAEtYURi7yTBYNusbCK+waZ6cFQ0cJnVE83f6YAJP4nqGgKQ1vQNdAQLhyakiE8CJcli/MWWAKZYFrKMBd9bQSDIBga2vsEqx0NIpy1be0a7X7arAFFKBWmJjbX9qMtOwNdL30NvRcfxEz0w5iL/hJmo7+I6ZivY+LPX8D0nz8MQ8zHMRL6AcxEfADTke/D2MW3wn3tXkyH3YuB0Ldj7NK7MBz2IdS88E4MhL4Hxqi3whzzdgycuxPzEW/D7JW7YQx7K+yx7xSeiy3mTjjj6dGEwB7Db3RkLzEVAqw9sUTz2yXV70LhNyoSGvOh6oLKbCVW0XMfw1dsp05lQp+GX5TFL+xi8SMLAfmdIs4EKhuGhdhnS1U4vFY0fiR4IhguYnpwoPU9Deqr6liJkrHO+ow4zjLWYlRPhd8GqY5bYBFt89n1OFIRXY3nX/47DD/6XYz94AlM/OhJTP7w1xj7/i8x/J0nhDLp/PqP0PaVH6HpX7+Pmi89iLzPfBeJn/wSrnzyEzj7sffj1Y98CH/+6CcQ/eWPIuO5j6GZKcoROngSmBqsgPBgTdBmqg4b8RJmXlTQ9xsJsy+cwPjv3oGJFz+PqVcfx1zSZZjKSuHqGYN33olVzxaM5mWkZ2dDr3dj1b0Fq20dRvMaRkaMiIjIRHPbBIxL63B6drDhJwxew/bWEbZ3r8PnP8LopBUDQ2Ys6FfgXaYKuYGtPRYTqqGYw/3XsRdICWbG187usapENnexwS/KWt/C+oYfq+yz5fVgxcvF2o11hqA2l7G96cLWphNbm6rq4D6C4/axvbmCrQ11+DdWsLnJEXTeugfbVC6Eio8eiVsFzRqB44F/nbUpHlCRbPqWhQJiWrGPKcWBtGKmFPu8DvGz+f0b2N1l6GkPBweHODw8wuHhMY4JggPC5BCHB/s4ODgQUBGvAzDR4CLmwwMcHe6BMCFsDsQ5Rzg4IFBeD6gQguI/cSyUyX/h+pE6jg6pUNRjwfPxERUMwfN/RePMRb0dbT0TovZjat6COb1VFC9WN/WARn15XScqGwiWW6nHJZWtYAiMHg7TlFva+4Vxzjb6/EZJZoLlFtcjv4yZW2xMWYWMvCqxPymrAmGJBYjPKEN5fQ96hufFd6kQWmwLo4GFUNFCYbwfw2HCrA9U4hMu4ou/tAJK7i9qQFZBnUiBrm0dQHvfJHqGmHZtwgIzwwKLn7YAcxG3BmWFCcVA1UBYBBQJM8SCgcJsML7WVA63RbgpSCUEA0fbvgmi287ToEIIBEOE+7Vj2s/LBZ3bwQt7MFyCF36ex9+PQOEsftcgxaIplduv1yDAmQDQgKHNwedr2zw3GCq334P3Cd4nNXdMoLltEI2VDWi5/Cx6zn0Fw+GPYPDq/ZiL/icMvfo+DId+EmOX7sPApftQ//IH0PPqB9F85m1oe/k03NfuFupl5NJ7MBT6VkxdvRemyNOwxHG/BGfiSTjYkfjancLo9167C+7EO+CIPylqUejVuJPUFGIu9vyCK4auqD4YqrLHMQWYxrNOfBUw/RJHtNrZ1xRO5RH4QqyLEuYvq+nGAjCsXeH1on5FETUxzJxy8btU+CVdnKmKRNhKa6mifXWwJDK+7Fdk2C6rasUZpmA5QoGPrdrZYyuKYJFF9peqVrgtwxPJ718hVHSgcjFeOomhZ+9D1/d+jN4f/BwD338S/d/7BTrvfwwtX38YlV/8Fkq/8HXkfOpfkfbxf0XEhz6H0Pf/Pc6+/wP4j/e8D2fe8wG8+pG/R/Q3Pozkf7sPJa9+DmNh74Yj9g6wbb+d3x1zlr2zTmD6d+/BwG8/i7rHP4Xxy7+BpSwHtq5uuGeMoovvimcX62uH8Hn4pVR+DI1ZEJeUhfrmcXT0z6Gh4/8x9p7xcVZ32v+omBJ6NSVAHkhCkk3Z9ISE7GazJCGbEEJCIIABYyDYNBtj5CLbsiXZlnu35aLee++9zEgzGk1RGU2fURl1yTYG9nl1PZ/rnDnSWJj8/y/O59xzzz0zbGDPV9evXD9OGaxFRl4LTp0rwoFjWdgWdwLrNsTjXHIRvL4poTBY9isAE7iA8YlLosGQyoMKRFjIMx8yfgGBwAWMjMzAPzwBr28ELrcbLpdDAMTtcsLjcYk+kWGfAyN+J0b9/KvfieERN0aGXUJ1jPjtGA6+p8BBqIwFoTE27AShotboSBAq/C4FIB8T8TIJPxpM0KsEPCHidQ2BHl8uRz+8Lhv8Hht8zkH4XUOi6muYEPK5MR4YxRRDUlQhM/OYnZnD7Mw8pqfnMDVJoEg1oiBCqExPTwtgLEJDvZ4Mhr2oYhgCm8XM9AXMzlwSSmN29hMJEwGJy1KZUK0QMDPyPQEb8Zr35FL3BFjmPhH/voxml3AFLq1tE30fPIAbWrtFPwvBci5NKpT03DIREkvJLBEVY9mF1aJbv42Kp6IFx85kIkHMXckUnfHsqGc4TISpzmbj+Nkc0ejIsNjGnUexcecRnM0oRUldJ8rrtSAIqHbUmOKlYCFcpDIJqhTauiTlLiT2BXTYlS/KnDMFEDlGmRMvGbLT6q3ioAw9pNVBHnqIK6iEgkVZ3A8GZ5moPAznmtCpWEFGqRCxL+RupLLhwX7F+0vAof5Z+M+nrrmHgoQHOdfSe+rQD90JDqVUBGBCQl+8r6AQ+pnQw5/XoQqDr9Wzode8p15zX7oUVNR3abKLGlBUVIecrCLk7IpB3qofojb6GRRv/At08X9Ew0dfR+uO/0Zb3NNoi/0V6qIegj7uQehibkf75usxwER7wjWwxF8P865IDNBa5YAGzoMaDB0Iw+C+MAzsjRQuuf2sxNofAXO8nH9CZdFH7659GrE4T76fI4Np1JgQBobDaL3Cbnrjtkhhn8JOdw7uYtire3Mwyc4EO6u5qF7i5SAveoJxfDAt8WkqKd19NSIXMRgfAUd8OBy7wzG4cxkGYiLFyGI2K5q2hKFnyzJh/0LX4spXwtG4JgyVKyOg/zAMnniZW2Hll5NjcZlj2akRFWIOlhjT9DKoVNizwoR9+4d3Iud/Hkfmz/+I7F/8CemP/R5JP/4Njn/7Mez52ncQ99VHse3Bh7Hxvgfx/p3L8c6dd+Ddu5dj7V0PYe3yh7D+4Qex/YmHse+t7+Dk+p8ha8N3UP3uV1C36m40rvoqGj94Eq3xq2FM3Iv+omw0Jp9HSUo6nP0ueJwT8Lqm4HNNYdA2jA7DAHJKm5CR34Dy6m5ou/rRbxvGoGsYTs8kHM4xYbhod40KSxOtvg/HTqXhhVfWoKS8BZOTl4VhI8HCsJZYIkQ2j9HAHIaZYxmZhHd4DC7mFTioyOGAwzEEt3sIfq8Dw1QHIRARABlxYZQwGXFjeDgIlREJFqFQhp0QPSULgAmFCa8dCIw4MTbixiiBxOeG2YPCXIkDIywjpgoRSoRqhL0p7JynQrHD67XB6xmCz0PAeREYHcXU+ARmJnn4M98xg5mZuSsX4TI9i2mhTmS4SwJiBtOT01KpUK0srBnx7LRQIvOYJUQESC5idoaLQLlSfch7lzA7ewkzsx9jevayWFQus7Mfi7yKVCaLoAlVLnNzn2Bm9jIs/W6UVbWjoKwZDe0G6IxWNLV1Ia+0BqeTc8HqrvS8MtGcmZYrVQuBQxVTUa9Fa6cFpdUMZbFkmLPr08R8Fs61J1xkaCwPxxgSO5OFXUeSEJ1wCjH7z+DIuTwU13SipkmPgvImkZOhIaXoY0mUioV5GzZNKsUiEvdUKaFKJRhyY56F9v4Mh51JLUBeSQPKajpQVa9Fu84kciwyES0P59ADXMFF7QSMgoycTb+oXJRqCVUuCi6hyoQHOl+HQkUk+q+SO1EQUf9MoQDk4a2gsnRfeqhzsBeXCnGJ2Snq9wgt4UQs58fzs+rAVwBYek+9rwCifk9BRu3qc9zVtfpO9R0azsI+evgcDuw9jkMbo3H2pR+h+K2foGTrc2iLewLa2J9DF/9raHf9AT27H4Mp/mHYEh6Afe+XMLjvegzuvQZDeyPQt4sA0MAsciRMsLN3RLPgw6VnaIr+XXvCYYxbhv5drPoKHvx7mBeIFHNRTAx3cdoi7wXDW+xhoXphqIoTF1k23Ee1IcwkpXMvfcM42ItLOBuzn4MW+cJ4kffkzBFRThvPMcCyh4ZVYe3rZDiM4a+aNWEoXhkBqqCO9cuQ/fdlaP0wAlVvaNC0JlI0Qnp3hYPd9GqJ0uIgWDjDnl32hB/H4FI1dWy/Btkv/zv2/dtPsfsb30XcV7+JmK88ii1ffgRr77oHb99xB9bccRveuPlGvHnzLVhz++1458678d49D2Dtl+/Dum8uR8yfH8He1d/EiXU/RvLG/0Bx3Eq0nNgJY246epuaMdBlhNPKhPIo+gd8KClsQJd2QNi52xxjaGnrQ15BM/KKm1Fc0YFeqx9jY7SHpzU8O9aDM0cC8yKPMj7B5DkP0Y8xPnkZmfnViNq6F0OucYxP8DN086VimRcJd//wGLw+H1xuFxxOB9weLhu8Pjt8Qm0w10E1wjAVdxme4uE/IiBCkIQuF0ZG+B5ViXpehrjGht24chEqarkEVBZVjSvY6MhSYQJNwkQBxeOSIbcRvw8TgXFh4TI9OSfVyPQcZmf5vwGBQnUi71OpXLGU0liAy6zIq4jPMC8ycwEzM1QhF0VeZE7AQOY+mP8Qa1q9vhIqM0KVMOT1Kahe1PMEzIzIs8hwl1I2CijytQTN3PxlzMx9IswzK2u1yC9vQk2TToTC2nW9KKpsBhskkzMKZeNlXilSs0qQklkkbPvpekwYsOy4tlmP1OwyEQZjKIyqgaEqhsFkyXGuCINxwiTNKPccS0X8wSSRe2FpcH17r7B3OZteLByL+ZyAiygGkN34S8NhKix25U5VkyNt989kIaugBmXV7SivbkNLhwHdPZYFx2N1gKt9KVD4egEuVCUq5xK8VipG9K4wvEWAUIVcJYGulArft4TMOlHwULtSI+q1OrSXwoSv1XtqV4e3OtjljBNZ0aX+b+T3que5Lz77eaWh3lPfqyCh7nNX36GeYW6G12pX97lrNm7ZhTXvfIRzHP0ZdxS7/vF7ZD7/ZdTG/Bnde/6A3n2Pw7L7+zDG/huMOx+BKX45endfD1NsJLq2L4OeXlec1xEfIYwbLbsjYIwNR/d2zpdn4jwC9oRlGEiIwMBewiFCjM/VbomEKTYMlp0yR8IKLuZPCBAm2GkiKSDBPSEc7MYXppO0BgmGr+jQS9dehrI4b4Xd5LTAF1b6HOxFMMVzDLFG9KQwB8PGRlZ6scel+J8RaI8OQ/7KcDSsi4BpZ4SYI5/3suzyb3o7DEUraIUfIarCmHinMvHvDodPQEXOrOe44UHOt2cVG8t3YznAi5VlnP4Yjo5ty5D/5kOI/9HXseXR5dj0lS/jg3vvxbt33YW3brsVK2+6Ea/fdjPeuPVmvHHLzXjzS7fj7ZvuxnvL78W7D9+Oj355B7Y/fx92/fP/4Oj7P8D56N8h5+D7qErPQk1+gxhK1dzaC63OCpNxCE5nAF0GO8pqdOi2+JGay9npzejp9cHlmZIVWBxaJezhmedgJzst42VHOxWHf2QGLu8E+uwj6Da7kVPSjC2xR9CpH8AYw1uBWRHiGh+/KEbxutx2uN0D8PuYl6ASYSUWy3q5869/l/DWGuauFkNYAgYSEgoEEi4MaUlQyHAXr6+EiXp+dJjqxA2GvsaE4iHA7HL5h+D3DcLntcHvo/LxYmxkGIHRMQGRyQnmPqYlOJgbEWGoRXhIdUKgSKhcHSxzmJ6aF0uEsKYviFAW8yIqnMVKLZlkvxwMYVFpLKoLhrQkNK6EyvTsx5idu4w5rmDFF6E0O0f1Iu/xfS4JGvn5ubkghAiiOfkdVDmDDr/4q55/3VfVd6Kzy4JOfR8qaltF6CuZxpY0rcwqEM7IdEdOysjHmbRC4RvW0sFKsh5kF9YIpXDoZKrMr7DcOJlTH2XoSniAiSbIdBw8kYHdh5Kw90Qy0vIr0ayzCO8xJvNPJhcIO5f9Jxerw5R/mIIL1YtYTNYHPcRkmEyGxvjc0cRMYUlTUtUmZs7UNbdD12MSs9blAS7HFKtDlztBogCjQmFKtSxARiX2VYd98DP8PD+rdkJELYJFQGVJqbACCPerwUPd4wEeCpPQa3XQLx7ictiWTm8Rkxz5Wf4zqc/8K7iEgiL0mt+tfkftfF/9Ju/xOhQo6pq75tTZAhw8dh75BY3ITC9GUWIqytc/ifK3f4i2uGfQvevXsOz+Hiy7vwl97A+hi/sBuuPuFkDpjNbAQI8rVlvtjoRldzj69obDmhCG3njmSVjNFS4UChv3enZIg8fGDdLHiu+z1FeErRiK2sORwYQQZ6xIdUEw2BM0Iu8iwlm7ZE5EjPwlYOJpCc9pkrTAl/0qxm3L0BsbJjrM29bT2kWDxvVh6NgcLmbE05yx8M0IFLwehqr3w1DyViQq3gpHd1SEGAFc/044TJs5CfJamDdFwBYdCQ/H7u6JwAgVjwhxhYmGR05oNBAeYrgX1RQHiDGsJod2ifxPvAZV627Cvv++G9u/+TC2fPUBrH/oPqy9/168d/ddWH3bHVh9261469ZbsPq227H65jux5pbb8e5Dt2P9L27Hlr/dhm0r78aO1+/Fwfe+h1Mbf4eUHStRkpqC0qIGJGVW4nx6LTJz6lBRpUNNkwn1bWaczShDdPwJJGXViHJf3zD7SGbh8k3C7hmH0zMO/8gcvP452D1TsAwFoDf70KQdQkWDCQVlPSgsN6K8phf1zVbUN5tg7vOKPAmhwoQ9lUpgbEqEjFQOQ4aWhjDsY9kvq7KY33Bh2O8GobKwGNISoSr3AmiGffJ9hrAUVJRS+SKoUO1QBYnQmt8Fv98Fj9culs9LuLgwNjaKyUkChEn1mYXqKuZDRE5EACX43oxUIvJZeR0a+pIqZQZTwQQ9QUKrmJnpYD5EqQ+VH1F5D1ECfCU0GJpS6oI7lQjhwNCWgMbcx2AIi5CYnv4EY+MfY4rPzcvkvQQKoSFBM8OdIPncugwqFi66PVfUtiOnuE6EtFq1Rmj1ZtQ164QzclKaNLgUdjF5JUjLLkJSRqEINWUVVoMz5lu0ZhSWNwnbl1MiaZ8btIUpQGKqnFVPBbLn8HmRnOfo4riDZxB3MBGp+VWobTWitpFlzk04k1aCw6ezocqOhYeYsnjhzJZgIp/2MUeoTs4Fk/q0duGsFnqVcbpksOyZqqWoogm1jZ3o0HFGC//SlqEwdbDz4FVACFUqoTBRgAkFjnpfwUh9Vr1W38lQmPoNjvrlIa9+Wx30vKcWD+2rLQUH9Z465OWhzoOd81D6oO02o11rhE5vDX7PYn6En+Xn1K6u1etQiCwFR+hrBRN1b+muwKKprKNFQxcqa3QoLqxFVlIxSnbFIP/Vb6Jm65/QtOOP0O/6OQy7fgjd7j9Av+850SDZn3ATrAnXoo95lAQqlTDot2tg3BkmlQrnlbAzneBhKIn5j9gIDOwJR38CO/LD4NwfDuc+OVLWvk8Dm7C5D4avgiNz2flNmDj4mb3MkYSLbniZbJduxbQmocU7h1FxhkjZ6jAYYpehdQMVSKRwI25YT9PICDRFaYRNfNM6hucioN8SDppVcgokcyr8XvaAcEIkh4FZt3BAVwTs29nwGC5Uip2ly1vCYdxI5ROG3uhw0c9CR2Pmapy0QYmPEKNyWRzA0uj2bdcjZeXdiPvZQ4j51sOI/toDiPrKA1h//wN4/5578P49y/H+8nvx3vJ78PZ9t2PtN27Dxl/dhY3P3IroV2/B1lV3IOaNu7F7zdew990f4/T2v6GtIgeeoRE4hsZhtQ5jaGhUlAHz4M8pbMbTz72Gv774JoqqtdD1OoWHls7gQHVjL8rqjCipMaCitgelVd3IK2tHTqkORVU9qGnuQ1u3W4TIXL4ZqUwmZuF0BeD1TmNkZBb+0Wn4hifh8/OeH36PCyMsr2VZr4/5D+5UKA4MM/zFUl8/e1VcQjH4mdMIAoYKQl474ffxuWAIi2GvK9RKSEJeVXv5+Bk7XJ5B2Jlc93vEHJTR0TEExscxyXLeYLiKJboSIgTFDKZnJER4rQAin6HqWFQrMjG/mE+5IvQlwluy+ZAVWSphLvfFkJbMlTAvcgmqp0SFtgRMgqrjAvegMiEgJmYuicq7voEA2nR2ZBU3Q9fjxMwFAoIgoRKRSoVg4Wc/DxSpWggw8ez8Zdicw6hs6EBuSR2KKhqEDQorw2hISU8xjivmUDB6kNGPLD2nBMkZRUKNsCO/rlmPVp0FFbUdSM0qxXEOCjuXhcSUfAGV06kF4rA/cDJNzF3ZdzwFe46eR+yBM4g7dB4nkgtRXss/gHpQUN6K8+llIkRGsAjb/RDlslAldjZHzGDh/BaVe6GVvrDTDyoYKpajiVnIyKuWbsp17cJ1oNvYh17rVcwoB1W3/GII7F/BhO+FgkRBRAGEO4GiVIsq/1XwuNqugLF0V8+q+woo6nAnUNSs+c4ukwAoFYvRrHIo3K8MdymQhH6X+r6l99T9K+Ehv5O/K39H/ZZsfBRKJTW7Aqm5VUjLqkBGagnOHctA8el0FL/7e9Ss/w/Ux/0NHfG/hXbHD9AW8yM0b/0h2rbdC0NMJHTbr4GOI3c5UndXpPDuYmKdYCFAWM1l5fCq3cyxaISViGM/3YnDYBdKhKAIF9cOJusFSFguy5yKzJlQydAGX5QHC0diDWwiIc88TDi6oqVVS/Xby9ARFYH+XZGoeIdmk4QGLeFpX8I5K7R+YV4nHEO7l8GVEAHXPobVZIiMyf8++oPtYFc8pzhKJ2LLpjCYabwY7KYf2xuGMc5yT+DcdQ088RFwM4+zKxJD8SxaYLVaOHqjwmCnUeUGNhpq0LTuTpSs/3ckvvQNxPzyQWz69pfx0VcfxkdffwhRX/8KNn79QWz42kNY/+j9WP/TuxD91H2I/sfd2Pzybdiy8lZsfe02xLxxF2LfegAxqx7Evvd/hsLzCeiz2kELFK8vAL9/Cn7/DHy+aTS1D+CJ//kLfvuHZ7Euai/OpVchJbsemfktyC/TilVY0YnKeoPw2jIP+OFgaCzAHpJ5UdbKJkXCw+0bx5BzWHgccc612TwIM/8f1DKI/v5BDA3RpNEOVnH5BUQIBgkRAYsgUKRSoVpxw++T+6J6odrg56WyYAiMn2VeRZQICxg54fM5xPLSOsXngs/rgtfrgtvrhGfYFyzzlSW+PPwVLK4EwZKciIAKK7UWP6eel2pEqhlxT4S5qEouBtcl2XzIEt/guhIsi5VZs9O8liEvkWgPlv8KCAg4SIURmLwIl28KvX0elNZ0ITOXkx6tyCvtxvGUCiSmlGPAPor5i59hbv5ToT5k4j4Ijc+plCuViwDP/CcYco+gprETeaV1YtU360RpLq1faL+fklEoFn3GCJe07JIFaxd25rPqqrXLilra6OdX4uR5WWp8kvNbkphjKZSNkmLaY4aAC6GRcDQVu4+m4uj5fGQU1iM9vwZFle3ILKgRppQEEWe6sKeFQBGmlCGKRYXDRI6FobEzMjwmQmKECxXNaVr/l6KwvAWl1W2oa+5CZ7dZ/LWuDmtz/5UhMQULpUbUfjWlot5bqlAIEZVXEWGwYNlvqEpZ+P2F6Yqfz5vw8OdzCij/CgYc80uVwvJvQ69UL9z1xn7x+mpgUd9LYPwrmBASCi4ECUHG3+sxye58CRcJFH6XgApLRVMyypGZW42ikkaUFNShtKACFbujUfTm91AT/RRa459Fy7afoCPm22je/FW0b/8qjLGPoH1LBDq2RIh5Jcyl8C/ywQSWEXMRJvwrXSPDWiIvEi5CW4QKAcJcCfMi/XsYJqPZJMNpspPeuDMCHZsj0LaR+ZkIdG6LRPHqcLRvjBAJfPO2CNg4d2VvmHAfzn+F/SjXCAWkZ4UYlca+YCnx3nB4DoSJ1ywAcNK3jP9scfTEkgO+qFRo4cJxwyb2p2yXw8Jcu2gcyaS8RljKT+wLx8T+ZZigpfx+GlMyDBYGy0YNejk1co0GzS9p0PCsBnX/uB61Lz+Ehnf/C41xb6J839vI2fYnnHr7Mex55jvY9LNHsPY79+KD7z2Ij376AD56/D5s+u392PK35YhesRxRL92Oj1bcio2v3ILolbdg++t3IG71/Yh76wHse/9bOB2/Ek11dRhyTmBgKACDyYvK2h4kZ9Zi37FcbIo5iHNJ+aip60Knjv/C3eizjcDpnYJvdE5UawVYCswRvOOzwviRcHLmO4V5AAAgAElEQVQ4/eIvLf5HotOb0NnVg06tAbruLhhNPejrt8DhCDYAennQu+Bj+IkgWFiekGvmMpiE5z21glVerPAS4JBNi4SKz+cUTYWEBuHh8brh83vh9rjg9rjhH/ZheGQYY4GAUCPj4xy6FVwTE5gQeRKpPggVtRRkQkGj3gu9x7wKlQr7RYRimSJk5RJhrqmPMTP1iVzTlzEtLPcXofJFcGFOhMCR+RXmWC5jfpZd8JfhG57DgCMgwpacE1PX2ofyGhPSMuqQk8fwpQdZ+c3IK9Wi2+xFelYz+gbGML+gWC5hmnkVwmkJVFR4jSE0WSlGNfSpWG7XGOqaWAVWh4LSOtQ0dIoKqvauXnACJadMJqcXikmUGQRLbrmwehGlyOmFyC9rQFOnScxo4TVHGp9g8v48vcIKxUpMLcKplAKhKA6zV+WUtG7ZczQJCceSRXirsrFbqJ/s4lqc5GTKE6nYezT5c82SVwIl2BQpQmLBJsqz+Th+Nh/HzuThyGnZ05JX0iiS+NUNOlF2rO+lOemACEeFKgwFCAJDAUbtCiJqV/cJHHXdH0zwDy7pVQkNhfH31IEeChcFEB7gCiDquSsPfQkBHt7qEOdBHwoRdd1lsC6ARR7+8jPq+xUsFFi4q2v1m+qeobdvAVjq9yRYFpWK+oympKwVxWWtKCptQV5xPfILapHJYUH7E5Cx8qeo3vBrtMQ/i85dT8C06+cwJfwHTPuehmX/72CKuxNGWtTHhQkl0k+ALEBFXbM0OAy2BA0G+B5VSoJGhMu66JcVGw7tpnDhWdW9LRKlazWoXX8turZHour9SLRtvhGNGyLQE7sMzRsiYYiOEHND+ndGiDG6LobN9tDCJQKOvZGg2aL3QDh8hyKlq/IhDdz7medgKXKEsHph7wotX5j/oN+XfRdLijWirFgk/FlVFsuplAyBaeCICxejg110N46lFb5sfnSwwmutBq2valDxTBgqnr0ZNSu+gtpVP0Ldur+ic38MerNyYKppQl+7CV2Nzcg6shWH3v8d4lc+ip1//wq2PfUoNv/l64h56WFsf+0hbH7lHmxecRuiXroFG164GR+9eBM2vXwLNjME9trtiF9zHxLeexAH1j2KvWt/g1MHdiM7uwaJydVIOJSD3fszcC61EtX1epitPhE6GQvInhEm4scCM2IOO/tH2LPico3BNuSBtc8Gg8ECrc6AtnYddF0GGI096LNaMGQbgMtph8fD0lse+lQLQ/CxsssrlYOPSmKYB74bwyMe+Ec8Yh8e8Yq+E/aeyP6TkAqvhX4UhsJk6IvfR+Xh8XjgcXvE3JPh4WExkTHAyYzjkwhMBBevxycxHpjGeGASgdFxMXDL5+PzbExcBIq6VgpE7aEwmZqaFRVvrHpj4n1qUi6CRC7a7F9aUCRXXP8LpaKS9BfmPsH8fFCNTFyA0z0Brd6OimodWrWDqG22IDW3EafPl6Kj2wV9j0/0E42MTmNq9hKGR2dRVN6O85nVOJtajbSsWjjc45i98ClmRChsMZ9yRaI+CBkFEkJHlSFfmPsULk8A9U1aFJbWIq+oWuz8q57zy3k/O69chMOoVAgVLuF2nFks8ihUKewTaeuyCvVyPr042Bwp1cqZtGKcSS3G6dRC0dDIwV1i8NfRZOzcxw78sziXWYLCyhbQLTm/rBGnUotEjoVg2XeMTZfSRl+Fwj4X/uL8F8LlbJ5Yx8/Jnc9zZRZUo7y2E9WNXWjW9qLL2A+TGKV7Zc+IAgT30KVgwl0qF8JEGkuq9/g8K8NU2bEqMV4KFaqWpUDhax7KCiRqV/fUgc2dykOqBsKRoFCqQcKFhz5VCnMtXLyWqkU9z5AY8ywy16LAwe/m9ylgyd9aVCHyd/lM6BoAgaM+w+/SnEstwakzeTiZmIvzKYVITitBWnIezh4+htz1r6J89Y/QEvsMtAm/g2n3z9Cz+xfoSvg1uuJ/LKDCnpM+JtvZpLibIKFiiRDqg7DRc9YKwbElAq2brkFzFAEUgeaoSKS8HoaGDZHojolE+dvhYiZLzfpwlL8dCW10OFqjIsSM9fZNhFIEhvZEilJjzgJxUiWIEFq4UC5ULQybOfdHiKqxQbrx7pb9Ke594aLJ0UbVsZ+qRQPPXo2wgacpo3dfODwJcgqla6+sJDNyIFY0S4PDYdgQBmOURoTBtFQiKzVofCkMjS/ejNZVX0X7u79BW8yb6Dh5AN05+eitaERfuxmDtGrv98FhG4VzKIChQRcaKvNx6KNnsfmFh7Hxubux9cUvI/qVL2PrG8ux5Y07EPXKLYh68SYBlaiXbsPGFbdi0ysMgd0moBLz5t3Y/e4DSHjnUWxb+ROsXfkiDu4/h6z8etTW98Bs8cJH48exaYyOzMI7PAmXbwx25whsNh+sVhd6e+0wGPphMJih7zFC36tHj7kbfVaOyjXD6eiD1z0AL5sAvezdsMHnGYTfIzvO/QSLd0iWC1NVcPldwSXBIl4zbyKUCZUGlYzKncidcBId9Myp8Dm/F6MjfgQCYwISnM44MTEt8iKTk7xm8+UUqEzGg0ARkAmMC4iMjY1jZCQgFp8RkLgKWBRgpiYVdBZhIkHCZkbmVTiBkgrlAqbEBMlLmJpUYa8gaISZI21SZMJd5VLkof2xqPianf0UE1MXhXdaX98wWjsG0KYbQkGZFqeTKnE8sQgdehe0PS6YrH443QQlS5H5eSqbTzE9cxnzFz6FyzuFY6epENqELc6p8yVg3mtunsl85lQ+lXmWJWplqXpZAMvcp7gw/wk87lE0NmtRUt6AorI6VNa0ortHzi9pau0SNvuc5cKwF12PQ8FCp+OM3ArUtejRoedIZy3ScxkOY3kx7V3ycTa9BKeTC7Hr8FnsOXIe7FMhKPafSMXuw+ewY98JJBxNQU5pA2qa9cgva0JKdoVQKrsPnVvoxGdIjNVhKnnPpD0rwsQezK+oa44xPno2SyTwWf58Nq0IJbUch6xDfbsROuMAeoWh4pWDvq6mXhRg6E7cb/NgYEiuPtrfB9UKn2EuRYW/hDdXMPzF71QwUTvBoeASqh5Cr3mwK8AQHoQEYcCDnQe4hIsKSS0e9lQrSrFcDS58j5Dgd/A31JLfJ0Ei1Y16TgJLfa/ceY8hNqn81Gc1aTlVyM6vRWFJM8oq2lFW0YrSimaUsu771AmUrPkF6jb9Du0Jf4Vxz2/Qu+u7MMTSB+wRmOPuhDnuOpGnoENwd4wGLZvC0b75OhhirkNz1DIUrYlE5/ZrUf5+BHLfvg0l71+Drp3Xouy9CBS9/SVUr2Xu5RqhQow75Hx5LZ2DWarMyYrMfXAc7kE2VcqSYceeCAGMfoavdoTLWezM31BB7I0QeRKaLjLkRQDJaZOc/xImLE04ztjFAgDma+KkQmGPCvtaOKtEzFXZTGNJDXTvadC6UoPmFRFoeekm1D33EBpX/QwNG19B55mDMBbkw9bYBpvWAnuvG86+EXgGA3APBeByjsPtGofbOQGXcxJ25xh03UaknYrH7jd/gi0vLUfUP25D9Ct3Y/ub92Pb6vux/c17EP3K7QIqHz5/E9b97Qase/ZGbHjhJmx65WZsf/1O7H7nIcS/+S289/T3sfIPv8fJQ2fFjInh4Qm4fAEMDfnQ12eHsbdPKI4OrQ4dnVp0dHahS6+H0dQLq5VzQPrhcAzA5RqE2z0Ij4drILgPigPfS3UiFAoBE1QmVCcLCkUm331+N7w+N5w0X/Q55WJjoZ/XDrn8TvGdTgdLfKlMXPC4XRgdHRUhKwUNAiR0qfuheyhUeK0W58uPjhIyk5icmMbUJIEhcyuTQYhwn5zgoh/ZHCYnCI0rlQnhwUXnXy41WZJwkeGuS9Jva1oqFxnW+kTkOJg8px/X2Pi8aCjVGhxo0w+hptWMtPxmHD9biuZOm3Bv7ugegnVwGP7RWUwx0R/MrTBkxYQ+K70ILLoQz8xcxIULl8VQs3OpFTibUYmTSSUortCClX1zFxYT9kzIKzWyFChKsSg1Q3ARLE73KCpq2sVwMOZUxNCvdr04nDj4i0olMSVX9LQwWU/AcFG1nE2jMWUpymvbhR9XfZseGQXVIqHO+SyJaUU4ejodz7/yJv74zAuI2XUkeODTYp95kzTsPZ4M2uUzz8KDn2aYKTnloheGOZb9x9MWTCkVWBbgssTmhc2TzLFQ0fBZrv3Hk4VBZl5ZIyqbulDXahDl1AazPNz7BmTToKVfVm7x8CcMFFDkrqAS9BALlhxTrVz53KLSUUBRMOFOUPAvfB7qoaEvdbhfbeezSxcVgjroZa7jysP/SsVC1cLFsBiXUhiLUFHfwdDWYpjr87Dib4a+r17znqasug1lVW2iaai8shXlFW0oq2xDaVkDSjILUbz9VRS9/RM0x65Ac9xf0Bn7Axjjfoj2mF9At+e/0BbzbdSsv16U8DZ+GInC925C2bqb0bLpBrRvuxYFb0ZAt/1LqF8fgTxOZFwfIUJbrRvDYY77Esxxy2ClytkVgUGRoA+DbZ9GqA6GyewJshGyfxc9wegwzI53NhbKGSF8zbG/tvgwEQ5z79PAfzgM/iNh8B2Wi8qEUyFFA+Q+VnjRlVgj5qsQSuYtETBtjIB5kwa9H2qgX61Bx8owNK+4Ba2rvo3O9b9Hx553oD93GMb8bBgramFtN2PI7MSQzS+qopzucbg9AXjdY/C6AqJXpN82CpPVhw7doKi4yiltQ0puLU4dO4mE9/6ELSvuRdQLNyDqBaqQ+7D9zS9j26p7Rdjr7b8sw+o/ReDNP0Rg9VPXYO2z1yHqpRsRvfJ2xLxxHza88Cie+/mDeOZH30X0mndQnJ+GDm0Hmtu1aG5pQ3tri7BbN3R1oM9ihM1mxpCYWtgHt7s/uAbgcQ3A4xwU9iTsM5GLQJFNgaFQ8frs8PqpSpxyZxiMXelM0DOv4nMJ/y7mQbjcLobLZCKdwBke9sHn88Lv9yEQCGBiQvpnsUIrFBihqiT0OvSZcSqWiSkZ/hofF15cgQAV2jhE5Re/f3xKzrYXwJBWKgxtLcJEKhIFkNCd4FgACXMmU3LCpAx5KZCwo/0TzIty38sYG78Eu29a9PVw2FizdgilNT04ca4YLTo7WvRDaNHZ0N3rgdM7LarqZqkw5tn1fgkzc+yW/xRTwWQ+S4lng7mP+bnPcGHufzE397+Ynf+/6LeP4GhiIdq6HSirMyAxrQre0VnMX6BiYYhNAeYq1WBBcC3AhgAS/xyfYsg+jNp6hsLqUcBV1oD61m7oeqyy5LioWrgas1kydD5LcnapSOIz11JQ1oR2nUV4cuWWNoqw17FzzLNkYvfB41i7IRpxe46KTn5WjHExyX/kdDoSjqUg4Xg6DpzOQlJ2mRhXXFDRgnMZJQIooYaUDGsRFioUJhL3IX0sAirncsVsF/Gs6JtJFcqFjsfVTd2iyKBNa0J3LxXAACwiJCaHcfHwDwWLBIeEigyDyW58Ff4KBYt8n8/S2XgRUuo7FUjUrtSJ2hehsti4GAoUvq9eK6ioQ16GuqRSCQ1/qfvcFWzUNT+rgMKdS70XCgw+xxX6nvp9tWtKK1tQQmVS2YyyqlZUV7WjoqoD5WVNKM6rQcXRA8ha9UsUvvsESna8jPyPnkTBRz9GXtQTqI5bhYKNf0b6muUwxF8L7eZrULX2OpS+H4nadWHo2qlBA+efsLFxh0Y0SjIkxnBZ/54IDO7WCF8vi4CKRiiT/thImLdzNC6T8LJUmU7DLBvmEl5e7Jzfo4EnQYat/PvC4OPIYkJot1QhvoNMxoeLwV0EDgdnsZt+iIl19pmwt4XNluulEql/ORwNL9+I5te+jvZ1v0FX/GqYzxxCT3EerA3NGND2YoiHQb9flPA6XNNwuQPwuMaFmeKgbRIm8zDatXZUN5iRU9yOpKw6nEmvxtnMGqTlN6Kksh2tHWY01uuQfnQvdq35Bba8eAs+fO56bHjhRpE/Wfv36/DOM5FY/acwvPGkRoDlvWeuxbrnr8HGl29E9Kt3YdOK+/Dafz+EX3/levzh0bux4YXfIf1YNFraq9Fr7kX/gBl2hrFsnKVugcvOSYV9cDj64HT0w8lhU65+uFxWuF20arcJqEilIhUKw1JcoVBh74dQHX6HAIvMqQzB45HP0rnX6aDdCRPtTMhzSuOYSKiPT0xgfHIC4xOTIQCZFmBQsFCg4OtQpaLuq53vK6CInMrEolIZD0yBa2KcSoTQoAqh6uC+uCYnL2Bi8gK4LyiRoDoJBYqAyEIehX0on2Bm7jNMz3yKiYnL8PnnYO0fhtHqR7PWjtPp1dh1JEuUZTNP0trZLxpG7e4JjATYWc8kOUHEUJXsRWFiX4XPZLf9J7gw/ynm51kKTMVzAQ7vDNq67UjKLBNqYmr2MvqHxpCUUYXTyVU4erZc9CeNBC5ifv4zCRbRu6J6WP7VTgAxcf8ZLsx/BqdrFLUNWhRXNCG/vFEk8aubOtGht6JVa0JxJUNTEiJXgCVLVoeJ+ScFVWhqN6JFZ0FxdZtQMsfP5OBUUh7OpRaCppUMmyWm5OFUUg5OnsvCsURWe6Uh4XgKtu05iT1HkkSepaqpW3xHcna5yI8osDB8psCi4ELAUKVwF4shMeFwnINjDJuJ4WNSGZ3PKEVFnRbVTTo007rGQO8wG8wDTpj6GK5SK1SxMJfiWejADwWKqhITYbBg7iU0NKYUi9qXAkaFuUxWKgfmWIYW8iUMVRF6BAnVSShUFAzUoc5dHfpftPMZJvK5FHh4T0GDu/q+q91T76nPqNd8VlNe2YaS8mYUljaIlZKeJ9xHc7OrcfpEGra9uw5HXnsSZ577AUp3rELhpmdQ+NHPkLf226jc+FPkr30QOau/BMPOa2DcqUHbpnAxD94YQz8wJuRZ1RUGSzw9v8KE7xfLes2x4TDu0EC3ORL6bREwbJOOxGIOCu1Y6Km1PwxOoVrCZf5kXzjcnHh4IJh8Zyd/DEcBy+ctMeEwca58nAa+/XK6ITvsmXvhVMjB6DD0vKNB26satK6IQN0Lt6Jp1XfQseEpdO55C4Zz+2AqzIeloQXWTiOGDENwWrxwM5zlGIWHkwutfnR2DECvd6KpbRAllT3IyGvDmdRanD7PJsR6ZBV2oKKWA4/oz+OH3TEhYuEe/xS8vkm43ONob7Hg/N4t2P7ao4j6x03Y8I8bEfXirdj86p3Y9PKtiHrhRmx6+WbE/vMu7HhzOaJfvRPbXrsPm1Y8iLd+fzeeeOAGPHZ7JH730E348O8/QVrCajQ15sM2aIXDZoZ9yAQ7JxM6rLBzSqFYfXA6+8VgKwkWwmUAbpcNblcw/OXmdRAShIWHYOFuk/Dg64Xwlwd+rw9OhxN2O/Mkwxj2+4RSGGPifDyoJJSiCMJAAEFcq5yJhAvvLwUK4aJgokCioLJwn7mX8RlMjC/a6ytYqPCV2ml8OUH3ZBHWkkDhswuqZFIm4/maISxVHsyDf2LiInzDs+i3jcDU50ddswn5pe04dDIPVc19qG/pQ2mtEbUtHCA2Ar9nGpPjtGZZDEXxms2NUyK0JS3rp2dk7wrvjU9+DIdnEt29LlTUdeNsdg22xB/Hb596AY9+52f4zz/8A5n59Qs5Fp3RhYTDGTCY3WjssCAjtw4jgTkJpGBDpGyM/GKoqLzN7OxnopBA5G7cBEuHaCJkVVd2UTVKqpvQ0mlAm84oXI+ZV6EyEcO/MksFaBgO473TSXlIySpFbUsXOg19qGzUgVBgnuVU0GuMTZJn04uQmJovlMqJxAwcO0MPMHbhpyLhcBL2Hk0SQ8LK6jqRmlspqskIDQJFlRyr8JborA8xpVQlxgs+YqJpUs5n4bNHTrG3JlcUBtS26NDYJsuOu00DMIiGSSbUF9UKRwlz8iNXKEyWXodCRV1zV4pF7QoqizBRiXOpGhRUVJXVF0ElFADqcOf+RUDhfb6vci1qV8/zPQUSqVqoThbDXaG/cbVrzf7D55CTW4XtWw9g/4EzWB+1A3F7TuBsUgFS0/Lx2j9eQ8qOWCS99AsUf/BnVO14Hq07n0Djpq+jY+vD6Np+N/Q774dhx5fQu1MjuujNsREw7aA64Xx42ZTYFc3S4zDotmjQEcUu9zCoHApt7FkCPEDzxz00hWTZMAd3scOeDY/sJdFggCqHQ7GY+9gn7Vw4I4XKhuaTjn3sQQmHe08EXKzoos39+xq0rdSg5u+RqHvuTtS9+g20ffgEuve/A33yQViKs9DfUAOrthvW3n709zlhs/sxaB/BoG0EZpMXHVobqut7kFfUivMplTiZWIwz58qRlFqL7Pw2VNX2QtvtENbxTsc4vN4Z+PyzolHQ7ZkS1ihMvtpd43C4JkUiluaOTdX1OL71ZWxacQ8+fP56bHrlVsS8fg92vnEvEt65DwfWfhlxq+8RoPloxR348B/347X/uhf/dd81eOxGDf7zzmvx1DfuxNYVP8Xp6KdQnBaDXlMH7Ax12XoxNGReAIvTSaViBXcuqVSoVvoXcikir+IeCkKGBpA2kWtxuwbgsPNzBA+rvbwYGRmBzF8ERMiJ1VYqr8FdJNDHJzEWmBBLviZkpMqQQJBQISQWV6iSCb0fCpxZTIowFkNZc6Kvhr01BIeAhpjVspgPCb0vroVKmcekSMRTxXwsEvEMcTFvIby6OElx6pJQFxxAxkq6Tp1NqIEdu88gv1wrBpFV1RtR12SCyeKD2z2FQIAwuoxZdtdPB8uOp5hj4WJuRIFEJvaZN5kWoa/PoO22Y+/xbOzcfw67D6Xh2PkSnEitwosr38V3v/cTbNy6Cz0WJ2YvfIYLF4Jq5uKn6DK6kFXYgoyCRsTuS0FZvR6BiXnM0/OLnff/H4pFdezLHItM9DOMxmFf1fWdomyYYMkprhXhMIaLdAYLGtgoWVSL8xklYqAX8yxCwWQW41yGhAX38vpOtBv6UduqF0n+E2ezZNkxE/hCsRSKXA0VC0NhbKTkYq4l/sBpxOw5DpYlp+dXo7CyFXksXU4rukK1hIIlNAymgCL3YAkymyhp7bKwMiHDYVoIuHT0oKWzF11MilttC53wcvojcyeyjJigUNBQYFFqRb0OfSYULAooKvzFXYW8pPKQCXKpSFTOY1G9KOAolaIgwENeQUPBJhQWoRBQ9wkVpVjUHqpe+BmqI7lk6Et9j/ot9Zq7ZtvOg9i2Yz9eeGkNDh1Jwq6EY9gRewibtu1FamYJ3lr5Po5E70bKe8+jaM3jaIhfgY74/4E+9vvoifshOuN/Dt3uJ9Ac/SBaN4Wjc0sYtJsjhEVKx0YNOjfRkp7jfWUIi2aROg7YignDAMNScewpkV3nHKRFy5YeAmcbB2xJo0czO9j5HG1gYqWNi+g72cuKrUj4E5bBuSsC/dEaoUQ6XtWg5jkNKp+5BXWvfB2NH/wG3fvegSXlAHqLs2Cqb0BfhxEDBhuGLC4M9nlgsrjQbRxCc6cZpbU6ZBa04ExKNY6cLsThk/k4da4U6blNqK7VQ9dNOTwiAMEmNbd/ClQhbu8k3J4JuN0T8Hgm4XFPwe2ZhtM9BTt7SWwjsPR5oe8ZQmuHAbU1jTh/KB6bV34fHz5/L6JevAubX7kd21fdgW2rbhelxGv/fjPe/+vt+OeTd+Cv370Zj98WiZ9fF4lfXB+B/7z9Orz8s4ewY9UPcDTqcaQdfQMdbQWw2UywDZr+JVQkWIJKxT0olIrLOSBVjKMf9qE+2G3cWU48BJeDJcUejLBTnf0hgYmFiit1rfarQYVwUaBRCiMwPr1QybUIlSlMTM4sWbOYmJSLvSOTUwSCXBNTcyKMRZgoNaIgovZF0HAwmHxuepLVW1QlrOZijoRq5YJIrrt9U6IHRG/0orrJjIPHslFd14vWjkG0aYdQWNqODp0NtqFhYVkzPSkt6WeCXl4ifBZUPLyW4bQgTJbMQRHd9TSHnPsM3QZ+dzO6WDXomUVTpxUfbIjBX59/HTlFdRgev4jJ2U8xwnJk3ySs/O/J5sfEzCdo67Djg81HUNVmFcArqdZhbFJWj11p5fJ5xSI7+GXfCivVmNuRoPkMNscwKuvaUVDRKEJhuaX1KK5oQJu2B929A2hqN6CgrB4pwaS9AgvhwrwLVQvDXEy60yG7od0IWr3QXZgNkkKtpMow2GmhYHIEUJhjoRsxZ7hQrbACjKXJhApt9HNKGnAuXc5oUeEwgoXhMMJChb+EWqGdS8jiPQUUCaAckWdhKK68rh3ZRbU4cjIN5dWt6Oph6THBwryIC5Z+Ko7PJ+UVRLiHgkZBRe1LVQphohYBokJfn6/MoopZhIpUEIulxP9/oKIAoGDCXamU0FBY6LV6n89KqCwqIAWS0N8WUEnJrEDi+Ry8894WJDL2eCoNx0+mIfE8rbCrkJyUj4xzGcjZHYOMV36M6q3PoTL2b2jY+gNoY76D9pgfoWHrL1G/8SE0fBiBFk5U3KQRcKEyoRqhauHALU5lpP09TSN7WKobNJ2k8STtUuRYYCbkZR+LmKMiXIfD4TkYATcT7wfD4KUSiVkGGy1W3tag7RUNGp8PR82zt6HxNYaznkT3/jfRk7wL5qI09NRWoafTCHO3FVa9A9ZuO3Rdvahq0iK3uAHnUkpx9GQuDh3JxoGjOTh+pghp9NGq7UZH1yAs/T44XePw+qbh880E9yl4PAG4vQG4fOMSKN5pCGXimoDDPg7b4AisFg+6Df1o6+hBY3Mn6pva0NjUjOa2ZrR2tqKirBjx61fj1d9+Gy8/cS9WPXkD1jx9K9Y8vRxvPLkcK359F/7y77fgl3csw8+ui8DPrwnHL64Nx+PXh+OpR27Euj9/DbvXfAeH1v8YibF/QUXRflgt3Riy9WHIZoV9yAq7vQ8OO8NewdCXQ8FjEKzE4px3Pm81W2AymtBvHYDdxjG4Xgz7/AiMBjA+NoHA6CQCAf41PrGgTqhWroCJgk1gAqNj4xgbDyxRK8HekmD4i4CZEOGrYL98LskAACAASURBVAiL0yEnCQq5FuBBZRICk8XrC6J6ayk4lr5WwJmaCuYvRCkww2DzGB6dgsM1gW6TC7WtVuw/lYuyaiNaOuyoa+lHfkk7unv4V6kfDtc4htnj4+P/DhchDmHRo3IJUwRTcF68gAlVSTCMphSKCqup12oX1V5M+s9/JsB28mw2fvqr3+KRr38X721MwPncZpxKKcPWuKN44fX1+OMLa/DMy+uw/1gORsamcWH+EuqaLTh2rhgZ+c2IP5SBmqZeTE3LRkfhJ/avFIuwhwmCRST6mfdhbuZTDAx5UVnfIdyNOb+EqqWovEHMZDGYB0Gn49LqZqRklwiQiF6WoGpR4TDObKFLcbu+X3Thl1S1IimjRAz/OhV0OOahTrAQKEKxiFHCBEWG6LDfd0w2QyZllSOrqF4k8Tm7niG1gyczhHHlUqiEwkUAJjj8S9i7BMuRhdvxWVkoQJCxpyUtpwJ5JXVCsfBA5YFOoCioEA4KFKFAudo1n1MwCd2VWuGuwEKoSNt+QmSx3FfmVEJzLFcC5YsOeHU/FCSh1woa3BVMrrbzfVU+rL7zi3ZNdiH/A2lCQXGDaIAsrGhBcXCxVjyvuAFJp7NxftdenHjuR8h/+0eoiv4dGjb/CLqYR6DdthxNm29Ey6ZI6LeHo4fTFXfSFkUj+lF6d7JDXoPuIDR6tmugDVqnaDfL0becl8KKLtrQs0yYYS96gbn2EyLhoo/ExfDYlgjo34pA8981qP9zGOr/fgvqmFiP+hN6DryN3tQEGEoy0NNQC0O7FoZOI3TtVjQ1GlBZ1oLszCocP52PvYfTsGs/Y7ZZOHY6XzSRVdQa0NlF24ZhDLnZ2zENNyHhnRbhKxfvuSZEw5rLMwGXZxIu7yScrgnY7aMYsPlgsjpgMA6gq8uMTm2PKOHt6NShs1OLbn0XjL3dMFn0sFi7YbH0wGTVQ9fVihOHEvC33/wUjz96F3716I3472/ehMcfvhE/v/9G/PiOa/HDL0Xg+2HheOyaZXj8+kg8dq0Gv11+DV57/BZsWfEV7FrzKA6s+3eciv410k+9AV1bEWwDFthsbFwkWPrE4rVt0CKuOWXR7WKFllPsLO11Otl06MPoSABjo1KJKICwqkqtL7o3LoASkJVY4wGMBsYkVIJgUUqFu1ArVCQLZb3zmJy4soxXgoA5kH8BlGDJr4KIgodSJHy9kC+Z+hiTkx8jMH5RwMFo9qC5YwBnU8pQ19CLmsZeVNQbkZJbjzYty0z9GBgahddPv7MZDA/PwO/n6GPa4UzDbg+I0QECCNMfB39HKhKZfJfXXwQSBZTQnaEqj28S51OKcOpsJnILq1FUwXxECzbvTMR//Oav+MV/PY2NOw6ivK4DQ84RUTAgKr7mLqOkvB3x+5PRbnDhfFYVKhsNMjfEvhXhEfZ5paLCYyoMxqQ9K8NY1cbEPa1g+N83fb5Y2ZVf2oDckgaxC2sXY5+oDquqbxfjiYWNfrDUmIolOasY5zOKkZicj/TcClFx1a7vAxsROXlSzqGXFWAEi0reqxn1Khl/4GQqdh85L/pZEtOKRa9JS6cZPLNOJRfi4MlM6Rt2imXKi+EtqUZk6EvMZ0nKE939wjMsZF4Lnzt2luXHGUjLrRSNnFWNHSKPxMFmPeZBmETyfhESChihgOF1KFwUSNSzoUC6EihqbC+BwmsZ9pJVXjLPohSKUgfclx7u6r3Q+4QCYRJ672pwWQoUeolx8f7VvoPfp75HfbeGFta5RXXIyq1GamYVkrOqkJjKjthcES/NK67GsaPnkXTkHI699QLyVt6Llqj70bl1OfRbrkX7lkg0RoWhc0u4MHTs3KKBdous9qIiocGjliGwTbS9V2qE43452TEC1h0RsMZEiLDXYFyEqNCi5b2N79NZ+A0NGl7QoOLpa1D73J2of405kd+jZ99qWFL3wlKSAWNNOfQNdWiva0ZtRTPyc2tx9mwh9h1KR1zCeWyPO424hCQcP5WHjNxaVDd0Q9s9gP7+YQw5xuBwj8HuDmDIPQ67e1zsnBsyxN4S1yQcbv4lO4khxwRs9gD6B0dhsrhFMq9bb4KuqwfaLgM6dQyNGdCtN8BoNsJsNcJi7YG1L2TvM8Bs1cNsNsBk1qPHqEVxfgY+fONV/Oc3H8G/33stfvLl6/CDu67Dd2+8Dj+46Qb8/OYb8dj11+EX10Xi8evD8Nvl12LlL+/AxhfuQ8zr9yL2nw8i4Z2v4dBHP8WJ2KdQmX8IfRY9Bm1WDNosGBw0o7/PjH6rGX0WM5x2Dsvyibnwo8PjEiBjVCEEySI8ZHmuzJkooIyNLX0tnw9QyQShIsNjAYyOjWJsXIFlPFj+KxWJKOudZG5E5kIUDCYn5ChivlagUKpFwUVaplzA5FQw6U6rmcl5EQZjKGpGhJxkeGti6pIo9WWBRL99GE3aAZxIKkVFgxFFlV0oruxGckYN2jr70NPrhLXfD6d3El7/DLzDNM2cgccv/7Dgv//BoVGwfHxq6hP4fTNwOgJi8qVIvE+zDJnqRAFmSVlyMPQVCpHQawmfoOnk7GUMBy6AiXg6JGzaehLRMSeRllUNncEFvcmL2sYeDDnHRCUarV6oRsanL6K4sgPJWY04n1mF9dFH0KaziVku82yiFIUClz6fZxFDv6QbcmgfC6+pnubn/1cM+iplTqOkQagO7vkl9ULFiL9kTQOoa9EKHzCGt5KySrAQDsuSeRfeT84uE30oWkM/alq6kFVULWxcaAZ5OilXWL2IyrDUfAEcoT4SZR6EvSr7jqVj34l0ZBTUollrQWOHGfllLUjKoCklu/XTcTiR5cYyFEbASGDIRkkBmfO5QXdjfm+mmF6pIMYZMYcYrUnOF75hVY1aMX+mTWeC3sQ/NlgVJsHSz96WAV7L/EooQBRYFHDUrp5Ru1IsoXkVGQpTiXvmNKhaZAhsMY8i7ytYhB7u6jr0vVAAhL7Pf3dcChzqmq+1eotwQNZ1L8KFn+UzeiPLlgkq2e/C8BivNWfTCkHr6hOnsnDwWDqOnM4RMpLldzkF1ULmZuVVIze3ErknEpG59glUvRUG7bZING2ORGtUJJqjItC+KRwdm9gFr0HHxnAxW8W8Qw67YsKeyxQrw1psaqRPGJPz/TvDwfnwxk0adLwtu9Wr/6pB6Z/CUfa321Gx8hto3fgk9AffQW/qPugLzkJXmoPW4lJU5pQg63weTh1OxoFdJ7Az5iC2Rh9EbHwijp3KRXpuFSpqdejsJvV9GBgaw5BzHIOOMbnso7AxIe/g4r0AbE65+JqmfZyKaOn3CBXCvwC6DRbI/4FN6DIYYDB1o9eih9GsF7vJaoSJKsTSA7PVAGsQKmaLQQDGbKVCkUAhVIy9XWhvbUbigQS8+vtf4fGHb8VP7rsWP72HKuUm/Ojm6/HjG67Hr266Ab+5exn+8q3r8d4fvozoFQ+JpP7WVbdh+2t3IW71A9j73jex74OfIOvMFuj1HRgaHITbZofDZoN9yAEXlYjbC79vBMP+UQwPj4nuczYLLkLjymuGt77ovcX7fEblWhgOk82HrAAbE0l7VnBxzYqkOpsNhZJgfmMiBB7q/hL1EQqVial5hK5JYTs/hyk6Ec9IVcIZLwxP2YZG0NZhRWpWDRrbBtCqs6G8tgf7j2SjqaMfHd129Fp8GHJNwO2dkiChChmZERVUbF6cmLyEvoFhGM1u2J0BoVo4Slmqn49F7ozuzeOEiWhUXMydEBiLKklWk4VCJPRafZ+A0szHmJz5FNWNBmyIPoyEI2korTWgtrUfaXmN2HMkA5tiTyLucBqM/X7Mzn8aNLW8JJL+NKRMyazE5pjTYoxBVkETOrsd4p9PVLPNyQFfSqGIXVSohcxgoZVLsEeGCoblzdOzn8DU50R5TSsKyhtE1ZRM4NeIeSwdtHbpHUBjazdyi2pEKIzhr9BGSc6q52wWrtLaDnT0DKK12yochekbdjIpR4TARFVZZvHC4C9WaR07myuqvmQnfjr2n0gXPTClNZ1oaDOhop6KrgKHz2TjII0og30sBI3Ks4SqFuZZGB6T0JF2+iqhf4ITLE+n4/iZTDEigKqQ82fadWYYTDb0WiVMaMHSN8Cw2OJ8FaVECBUFEu7qNd9XIOEe+lqGwWQzpqoKW0zgL4a/eBaF9qmEKhYFDAWR0F1dq2ckHBZzK7wfqla0PO+CSiVUtSgA8XkJFqVY+qChnUJyegkys6uQnVeLnMJGkSykwWQG44rFdSgqbkROfiXSz+fjyAdrkfLSt9D8Hq1UwqDbFgE9Q16xbGaUM1QY/rLEhsFKCxdRVqwBzSJZWjywaxn64iJh3BQG3fsRaHwlHGVPa1D8+2uR9z+3omjF19H40e/RdvANdJ3fhpaM/ahOP4L8s4eRePAgdsXsxs5NOxG9biu2frQT8TsP4sTxJGRmlaCyvhttukEYrV5YbMPoGyIURtE/OIKBwRERE7cO+sFFY0WGNvq5BkdEmah1wAdTnwe9VieMFof4j8dgtKLb0ItuQw8MRioLA3pNBAeXBInR3A2uXi6LXOI1Q10Ww4JSoWohSHrNerHz2mShx1YXasvzELf+Vbzxh2/j2Z8tx9PfvwN/+vYtePIbN+BP37oeK35yC97+3V3Y8Py92Pzqvdj40u3YuOImbF15G7avugc7/nkfdr5+L3asehCJu1ZA21EvSn3dTh9cLj/cHr+wqKdNvc87KpbfP4KREYJFLgKE1wokal+Ex5XA4X0+I58bA1WMVCus8JIAYc5iQXFwnr2ACEGyuK5QJUGwyM/wUJ+T36XyLOyAF82MMlTGnEVg8mP4x+Yx6BpHZ68L+RWdqG3uQ3ldDzLyW7D3WA5a9Q509bpgtnoxNBQQxRNen8yN+PyTAiTsBxkXifxLmBSqQyoPn38Gw2PzmJy5jKmF+xdFDmVy8pJodGVBBtUCK7xCQcJrBRe1q3uhUFHqRoBx+iImZi7D4Z/GoH0cRosLW3buwarVUTh2rgiVTUYMOMZEddrw6Dx6zC4Rip1hkn32U8xd/Awj4/NIz25CSbUWZTU92LEnDXqLE3OzDGcxFLYkDBaiVBaaIpXVC+e5zF+WYJm7LA7U0qpm5JfWo7CiCXml9cgpqROVYa3aXhFiYelxYXk9kjKLBFxUs6SoDhOVYQVITC8WeRpdrw36XhuqGzqQnFkkRhszt3IunSXHBFCBGB/MMBmT8qqUeP+pDMQfSRKqJL+sGXWtRuRVNCMtvwonk/Nx8FTmwrMKLEq1hMIl9JpQYYhMwYWqhXNaUnLKRLixukGLlg4juox9MAmwMIGvlIpsclRQCQVK6DXfX7pCIbOYX5FKRcFlaehL9awQFBIysgteHvSy+ZHvSZAsVoUtBQufJ1yWLqFUglBRQFm6h8KF38Olyc6vQ25BPfILG5CVW4OM7Cokp5XiZGIO9h08j5NnsnA6MRcnTqbh4L6zOL/7BNKjN6Po/cdQ+89r0bqOvSaymqsvVlZp0bLFErsMJpYWx0Sgd0skDFGR0K6JRN3LGpT9LRI5v70OeX+5A1Vv/htaNv4HWvc+h5Yj76Ho8AYkJUThSPQGxK7bgA1r1mL9mg+w7YNt2B9zCInHUpGTXYbqmk50dFpg6HWgt8+L3gEvTANumPo96O1zi2Xq88Lc5xMhjb4BPyz9wzBz9fnF6rX6YDR70dPrgtFkR6+ZFQ5m9Jh6oTfq0d3TBX1PF7p7dDAYdeilKjHpYbTopdqwUqF0w2giVCRgpGqR6oXAYJiLi0CxBBUKnxFAIVRMhEwXdJ3NSE/cjc2rfon1zz2Cd56+B6v/eBvW/Ol2rP3bbfjw+Vuw4fmb8cHfb8D7z16Ddc9HIurFL2GbqBaTZcix/7wfcW/ci0MfPIaa/PNw2u1wuP1wOn3wuFjy6hU5E693WKgVQmV4eHQBKgooChQKKgshMdqfhKwxoWKkkuGgrvEAe0WkdT6djznASwFlfPwSuNRr7qHvh96X1xIooSqFZcQMfQUmLghbE5t7Eh09dlQ19aJZa0N5vRFZZVrEHk5HbVsf2rpsMJhcMA8Mw86qPBZaMCcyzDWD0dFZ8c9AqKkDfiEMJ8qMCa55AZLJmcVQloQDAXIR7DGhmhmyB4S3lywdpkIJzeXIzyqohO7qdxWIJvid4rMXMT17UQzjOne+CPd/5VFs33VUjHZmSK6taxDncmqwdc8ZvLtxL0rru+EeuYCWzj7klzTDMzwD9/CMqFyL35+KhvZ+5BS3CGXDPhRC4gqwBKGyFCiLakUm8S9c+EzMvDeah1BcLivCCsobwcWqqaKyRjS2dKOrxyr6WYqrmkQFGFUI+1YIF16LlV4klAhzNHqzXTQVNrXqkZFXLnpZ2OvC/IoKhVHFMKTFxD3hwBDX3hMp2Hs8Bdv3nBBTJGm90qI1oqy6FWxupKo5cCIVh08thsKoThRI1DwW7sKQkurlXAFOJMtBYwIyHACWmCHCYSXVbaL3pp79N3qz8A4jVJS1y1JYhL6+GliuplR4j2BRMJE7K7+orKVaCVUqSqUsQkaGoVRYikpC2rPIQ18d/mq/GkwULJRSIUw4CGwpVNRrfgc/I6Cy/1CyMJTMK2hAUmoxjhxLw8lTOThxMhvnk0uQmVMtYpX0CMvJrkZpdg0KzhYib/9elHz0D+S/9m3kPn8zCv8egdJnNSh/XoOql8JR8VwEip7SoODPYSh++hrk/OEa5Dx1C4pXPIKqdY+hdsdTKN75PBI3voj4d59D1OvPYu3Lz+G9V1ci6u2PsGv7Ppw6lozcrDLRgd6h64PeRM8cl1ARPWYHek1ymYJ7r9kBo9mJHosLBqsLBosLerML+l4X9EaXqODhbuhlPsQFg8mObuMAuo0WdBuN0PXo0N3TAb2xE4beTvSYtOgxdUFv1MJg1AbVCL2zCAKDCHEplXLF3iuVi1ArQo1IRULIUKUIACkICeXSgx6jDg01pTi47WVseOkhRD1/H9b+5SasffYGvP2Xa7Hm6XCs+bMG7zwdjvf+Gom1z1+LqJduwOaXb8HWV28VkyFj/nkf4t+6H/vf/D/I3fsuBrqNcHnccDk9cLtoHS+hwmS8AgqhIlcAI8NSdUioULGMY3SMVVxyjY2x6mtKTHocG50SppU0rhwfn8V4gP0iBIUMbREYVy71HpWHVBt8PsB59/ycUCgqv8IekXkwtDU5fVFcD49Ni/HGepMDlU09aGjvQ2W9EadSykXzYWP7IBraLdD22NFjcYtcA+fM+IanRF6Es2bk2OTFDnoCRB3mV+6h93l9USgXNkyy/4P/vGPjFzEamA+GyS5gZOwCbEMsTpgToFFqJHRXvxEKkoXraalo2BuzYF5JuMxcEnm9nXtP4Hs/fxJvR+3DRztPYN2Wg9iRcA6HEwtxMLEQsQdS8GH0frwXFYf9xzNhd01j9uJl9DumcPxcOToMLlQ2WhC9JxH/j7T3Dm48zc87yZ6Rd3a1kqxQdyX7XLLLdyWVXXdW2ZZtSSedrk5lS2vvSruanHsnh53cO3l28mx3s5lzzhGJmQBBgIgEmAmAJAgSzLFJdrPDzM7Kd36unu+Ll/iR07PrKv/x1vvDDyCI7p55P3i+zzfEFrZx9ZpqPsn04QMZTay6J5+GiH6sqvQ1WL6U4s2xiTlYe90yv15lhQ2C2ViEgsPN/4dmJSbPIWCVrJ6v4XTIDqlpYViMRZOsY2GtSrPFgZGxGCaiixjyjwug6GkwDF9a1X6cmkzAlNa2o7iKFfPKP2Gb/E+yK2RVN3dK5f9kJAHncFh6h9GT4YwWAoYw4tJZYXo8sTzWEyUrOU2SobgOmQfDnXDh8K+C8ia0WAakCt/uCiAQnsK49A5j3zAqkAWZXW+EyX/PtQYJYWK81qpFQYZgYdaXCn3pBo78e1aQUUWK6rHyW3itH2t48OA3XuvHhAKXBoV+rHcNFsLlVoDhoDDez8jKqUVxWQfaTE60m51o7XDAZBmSxXb4Fpsbpk7OcVC71TYMc/sQTC29sNV0wFZQgK7P3oLlrcfQ9qO/Rfvz/wnmp/8cnU/+GWyP/ylMT/0xmp76I1Q/9ScofuLP8fFDf4Y3H/orvPrg9/Hqow/grRdewsWPz6OipBKmNhscA374AxEEw/MIjccxOhGX+pHQmHrMe3J/MoHRqUWEJxcwMj4vKzQ2h0B4Fr5wDN4w22PEERzjzy9gbCqB0Yl5hMZi8h9CIDyOkbEwQrJGEBoPyBqbHIFehIkAZXJEdoEE/RMqE/FSaMinQl/iq/A+s7xCAiN5biqkFM60yvwiVETNzIQELhNTY6KMxqbDCI6Owtxegfdf+L/x1oO/h3NSo/JNvHTnN/HqPd/Ca/fegZfv/gd46c5/gJfvugPn7vtV6Qf21iO/jvce+Q385Oxv4YOHfx0XH/oGGl/99wiYG5FYXMTS4gqSyeVjpUKosD28ESwbolg2U+EshrUIlD1sbl3GFlvL7x5ge+dAQlFsoa+BoUCi5tvre3rXz+nH3OlTbDPMtKPCXzvbR9ijRyEtUlThIA/7rR3VYXk6tiLfyodHZjEwPIOc4g6cey8Xg8MzGByahnN4BoHwAqLxbSws74m5LoWrCxsyYIyH/O5uWmWog/1kYWRanRhhcvJnOD5gbfMKVjfTBj6vk6tM5NjG6saBjGaeT2zJn41hMjaBvBVU9D0NFO7qc6V/p/5MBBoP9unZFbz5YS7e/axUiiKzSjrwxifl+NG5n+Kt9wuQVdiK4uoueMLz2Dn4HIvLl6UnHRXJzPwy8ko78P75WjRaPFKDxc7GV49+JrPuJd1Yh7pOeCkKIl8Fy+dSfMnkhDDB0uOWrDBT96AY+K3WAfFcBoaCcnix/Qkzw+qarWLEVzZYpEhSMsOklsUqNSj0W6x9boQm5+AdmRH1Q7BwPgsVi67eJ1hYlV9crdQFZ7TklDWBc+7Z6bi8zoJBz7ioH856IegIEo43zi1VzSU1WKhYiggRQxYYr/XSYCmpYQiOHoxKPSYU+4YCGPSEJDuMM1qmosweVVDRCkQDRasUPj79nH6NBoqGChWKgkl61LCuZVFgOdn00Rge47VWMBosWploiJx+rIFiBIYGivE5/Tx3vQicY6hcyq1DbkEjyqtMEvrqsChPxWRzgsva6UZnpxeWbg/MbOky4Edjex9aTA7YbB50dtjR3mBCfXEpij/8CBdefR7v/fAenLvnu3jh776DZ+/6Dp67/7t4+cmH8c4rr+DTn3yCorxqWDvsGLSPYNg7BV8wikAoBu9IFN7ADLzBCHzBCPwhdT8YnsPI2Lys4Ki69oViGB6Jwu2PwCWLPxeFLzyHwNgCRiYSApOR8RiCY9Pwh0bhDwbhDwYQDPsRGvNhdDwga4zKZCKIYMiLkVGfQMUIFKoVLkKCJvvETEqJiH+SDnvp1/B1x9cpqAiIJjnkis8pSIVGRzA+OYXJ6QgmZyIYnyYER9FQeh7vPf6HeOO+f4iX/+7beOWub+KN+34Nr9/7Tbx616/glb/7FbxGqNz9Tbx277fw+v3fwpsP3YG37/8WPrzvV5D3cAYanvxNWLOfxtTEJBaXNpBcUlA5DoEtr2IluYr11U1srG1hU3yVTWxuKJhQgXAOvREI9En4eHv7lArZVlAxwubEzxlUy+bOVXBt63syIIzf+I+QXD/EzPymKI3AWBxDwVlcKmnDe+cr4A7HYffOoG9oEv3OMUxFVjC/sAUWKjJLS8I9NNnXL2NxeRczsyvSsFEO61R/L31Q/6L99OGuHy8t7Qg0NnaO5HeyHolKZXPrKtbWD7Cytiff3ldXD5FI7GCHxZUp9XEraBiBcqvn9WdkuE9muRzckC4PF/Lq8ewrH+GtD/NQ3dQNf3gW69s34BtfwF9+937c98OX8XFuJZ567TNUNLiwd/A5rl/7EiPjK8gtbcfMwhos/WEUltqwur4vVfdsrX867GV8TKjwsYaLSl++Ls0rmW3GAkEqljZbPzq6BkW5tHWyAn8Atp5BOWzY9mTIM4pWFj6mAGFsn1/ZSFNewcLW6xY/MzA2K+8rEKluPc4KK2IdC1c1s7laILPrCZbSZlzIr8dnuTXgyGFrv0++bAZGYwI+znMhVIzFkjoUpiHylb1aqRZChYBREGoDM9VYT2PrH4bdPQKnNyw+y8QMQWBs7aL8EyNIjNcaKBo2fI7rZOjr66BCxaI7CLMCX9WuaKD8IqgQKIQNYUBgaOXCXd/TuxEsRojoa+POnxGlQrBk59Uir7ABFdUWNLfZYbIOwdw1hE62wu/yoN3sQF1TJ3KLa/DOh+fxyo/fxbPPvIqzDz2GBx94GA8++BAee+QpvPr8q/jg7Q9x6UIBKipa0dzSi94eLxzOcQy6p2DtcsPa7YXbMyHL5RmD2zMu18PeSQz7p+D2TwtoBDCBiKR7MuXT7ZuCyzspu0fgE0UgPCfwCAtEqEoInRn4w2PwhUbgGwnCHw4gOBZEaExBJDzuQ3jMj9FUqIshr/B4QJZWJka1YoQKVcbpRdCI+kipFgUVBR4qkPGpUYzpxdklU2MYm6RCmUIktoDZ+UXMyywG1VNo2OlG9puP4KXv/yZe+sEdePnOO/Da3d/A6/ffgdfvuwOv3vUNvHzXt/D892/HM9/LwMt33443H7gd791/Oy4+fBvKHzuDmscz0fLGv8FITzsWl1awlPJUjqGyso7V1S1Z62u72Ny4LMO7trYOsbV9RcBBSOilYKIUir5HMGzvcPBXeu3sqJ85DZXdVFiMVev0W9ifamX9ALOLOxiNrMIVnEenc0KymmpaBuEKzsHhjcA2EEKXPYiJ2Aqi8XWV7rt+IMb00souVjb2sbp5KJl7zOJaW9/H7v4NxBeZ2beJPalNOVltrw/sW+0aIif2vWtYXtnF6sahGODrW1ewvnkFW1tXjxdToRUo2Jp+V1re8z00WNR1um5Fv7+Gi36sd/3Z6NdIYoL8vR3Jl62xc+giVQAAIABJREFUyUVs7t6Q5IHQ1AIaLQ689t4F/J9/+X38iz/8U/z+v/j3aGkbwEqSyQPXsXdwhIMrXyAQjuOzLBrdJlwqbIXJGsDm9k0cHX35C6FCoLAWxwgW5ceoGS87e9cQCE6hvrkdLaZumOmx9Lhg6nKg3doLU6cdw4EpAYUnyHZHAyiv7RDlQbVS16r6hjEFubLeIt4FkwD4/zJTePsG/TKvhenGBRVNuJBfCVUwyfb2TBdWzSOpPvLKW3GpuAEXC9mNuAlN5gH4Q9MYm5xDt90LFk7StNdmvzbwtcci0DilWgqrTBIOK6k5GQ6TmpbSejR09GDAPQK7KwhviIkKquGjBoYGhXE/DRHjc7w+GfY6CRWd9aWywnQ7/HQdy2mYaKXC/etUioaKft4IEg0d7oTGrZYRLBlZuXXIyW9ATn49cvPVdUFxM6pqrSgsbcKPXn4b9zzwOP7m+w/ie39zP+69/wk8/tRrePWNT/DBJ4XIK6xFXZ0VJjMbUvrQPRBCnyOEvsEw+gZDGBgMwT4YQL8zJK2mB4b4lz8Kp2scruFJDLkm4XJPwjU8DqdnHI7hCWnUZx8el2yOQc8kBj1TGPZTvUThH4lhZHQOodE4RsKzCIZ5bxLe4Ci8I0F4R7zwjLjgD7kQGPUgMOZDYNSHkTFCg+GsgCxeEzKhUT/CY0GE6ZtMpsNdY5MhFQaT+yNKeYghr0z4NESoYJSKkXAXa08mwxgXeIxjcmYKU5EZTEUjmJmNYSY2i+j8AmLxRcTianJclLsM90lgjteROHpaavHu2X+HZ797G579m2/ghR/cjpfuvg2v3HUGz/znTDz21xl49m8z8dJdt+H1e2/H+/efwU8fzEDRIxmoeiwTtU9koOG534Kz6HXMT40f+yrLyTUsr2xgeXVLvtWvb+xLhfjG5uHxAUnvYWubB6YGTBoUx0ARkCjVQeWxRZhw39KvVR7L3q4y67e3j7C+cSh9zyZnVuDxc5jTJD68UIWi6i7YvXPoGpxEY8cQ7K4JyWhiNl6SIa3VAywvs/UNuxrsiU/CsNbmzhG2L1/HyuYRnJ5pjE+vYGGJ9THMPLuO2Oyq+DB7+zdSLVx+OVz0oc79WEEwxZlZZuKlGEJ49IHE5FdZXwKQA/pBN6SJ6PLqZalo1+Aw7sbf84uuFRSVr8P3v3r4OTY2r6K83oanX/kIjzz7Dl7/MA9NJodkttU3d0uDyanpTSQWd5GT34QWs1uGhHFWS//QFH6a04Kp+BZazSOoaXLI36F4JoRHKoOMADEuQiWtVFR/MGlLwyLJoy8lVdzrH4HJ2itlCOYeJ6zdgzLwq83ajzabXSrwx2fi8AQmZcLkscfSZEVdixX1UihpA8scCJCmjl54RqbEQx32TaK5Qw3+YjYWuxnTWymtpfeRKmysZOZWG4qq2sTQV3CpQWl1i7RFmojEpWCysWMAhRVtEg5j2nFumVI7hJIRLvq6qFpBRYfCiquVamGbGSqlnJIGAWSX3Yv+oQBcPiYqTIuKmE4BIg0RKhdV46JBYgx78Z5+rQbLadVihMrJ63TIi2rlNEw0MAgQXhsf63vcjRAhLL4OIsb7J6ByKb8e2QWNyCtsQmFxK/KLmtV1STPyixrx5jsX8NqPP8In50vw00tVaLMyfupBZ38AXQNBdPf70dXrh63HB1PXMMw93uPV1edHrz2AvsER9A+FYXeHMeAaRf/QqMCGwBkYHDlerLAdpHJJKRaPf0a+mTE3nODwBcfhDYzC4w9jyOOD0zMMl9cNt98NT9AFb9ANX2gY/tFhBMPDCIS9GBnzIzgaMEBFgYPKJDTGMJhSKVQovEeFQmWilQrNesKG6zikJYpEgUS/dnRiJFWbMokZFhnGYpibT2A+voT4wjIWFpYRjyflMUeOGld0XkFlLqVY5ucXMT09DVNlLl5/4Pfw7Pdux4t/dwfYFv/Ve7+FV+/+tqiXV+76B/jx3d/Aub/NxId3ZSL3gTMofzQTVWczUPdEBuqe+SbMb/01QoN9WE6uYmV5XaZC8tv86sY+1jYPJIuKA6K4NjeZEXWgYLJ1iI1ttYwg4bVWI5s7hymYqHs04Hd3acQr32Rz8yqW1w4RiW0iEErA4ZrGuXfzUVrbg17ntKS61rXYYekNIDTJzL01JJJ7SK7tIblCiKjFbK2tzYPjUBwzzEQ57V6VP0d0YRPM5GM/NnobTFdmcSIhNhNbwea2qithsaTqXqwKLI2HOZUBH2uFYHyO1xoI+lqyu1gjYwxxSbNINor8Ars71zC3sIm1jUP5lq/fz/g++t4v242faf/whoT6apq60WoelLR49gPbObiJ8egKatnV+INCfHS+HN5QHPXNfbC7xiXRgP3NWPzY55xAfrkVNW2DeO39QpgHRqR/GMcdEzzsQ6ZDXkaw8FrucwiZYR2wTf/RF9KiJhSekVn3nHdv7SZYHDB329HeaZfQGENgDIWxqM7SOyRmPUNZDInVpaBS1WSR+zT1WXE/5B3HdGwJ/tAMTF1Dok4+OJ+PoqpmSTmmv8IwVnGVWVKJGRZjISPvsTqeA8CYFMBmkcOhKWnHb+52oaTWrNKO6bPQvC9XP3MMk5RiYUiMQNFLh8LSoTI14bKoskV5SSnV4qeJPzUnqkMDRPZo4jhExsenoaJfy/sEii6E1NdGkPA5PlavSWeG8ffqpRQKVQphombNG6Gir/VOsOh1K6hoFaNBQrjwmp4KrzOysqqRnVOHvIImFHGscLkJxWVcHSgpN6Gi2oaKmh7UNPajtnkA5p4AOjqHxbw3d7llYqS50wtztw/mbg+svT7Y+nywcdBXnwfdfR5pqU/Jy/nXlm63VPx29fvRbQ9iwBmGY2gcTvckhiS0xZ5L49KG2jk8gkG3H4PuYThcDjjcdgwO2+H0OjDo4W7HkN+BQR8ra4fgGxmGL+SBP+xFIORGkFChShn1IUSwjLKHUzrUpUNe3E9ChWAhRFQW2OiEH+EJP0ITwbSZPxGSDLDJmUlMzUxjJhrB7DybDCYQX0jechEwBIaeYT0fT8o1VQoLowiV2bkE5jiyNJ5A2D+Cqo8fxzv3/wZ+fGcm3rjnG3j7gV/H2w98G2/eeQfO/e3teO2/nMG572TiszszUfDAbag4ewbVjymoNDx1Bs0/+gPY63OxmFjBxvoO1tYOsLZ+KD4AD2C91jb2vwqVLRYBUq0cShiMkJCQD72EnUNsSy3KIVRTR2ZFqUM+trCJ8FQStr4QXv9JPlqtfvQPxdDtmMalghaYu5kUsYSJyCrii+yfxsabKYis7EnaL9uiUPWoMNo1AZkxpKaTADi3nYpgN9WChXUjuu39/uWb0ostNrd+wqzXh7Rx58HOx193wBthwGv9On2fP6tSppk2zVb2N8Ew2Wyc45HZ/TjdoZg/q3/O+F76PbkbP8vJz5kC2eHPsLf/hSj30moTfvzeJfzw+ffx2nsFKKq0SPpwq82Nuo4+LK9fEdWxv3cVB5ePcHh4Ha1mH979aQ3G57dR0ToIy0AQ+1fYgPILqWU5DRP92AgbDRZChS1gmG7MhAseLpZOBzg90tbrhLWHYHEIWNptdjBrit4Dze0eh0emRzKsJWnHLalQWBNbu1hQwcr8RgsGnEFMx5IYZWJA3zDyyxuRXVInxZJULdnFtaJaWFRJ9SIZYtVtKOFwMFbIl9QLaDq6XfCPxzAyFZOq/srGTvFfmBkmobAKwkVlh2m4cNcA0WAx7ipTjCa+yg5r7OCXJj8GhgJw+8fAFi8TM0a4qAwvQkIDRasSvWvY6McaKCrkZWzfosJfCi4n+4GdDoMpoCgvxQgQfa13DRS9G8NehMfpxxoux0b9hfOVuHSpBlnZtcgtbBKYlFZYUVphRmmFSVZJhRklVR2oqLOixeJEm2UYHcwG6x6GudMjPcMsXW50WB3Sq6i5w4b6pnZU1zajqqYJpWXVqK5vRKvJDBZNcU5Ev3NUwmD2oTAcLq4R2J0+9Dvc6HM40euwo3/QAbvTAcdQv6xB1wCcwwMY8tjh8jrg8jrh9g3B5XPCG3ALVLwjw6JY/CPD4AqEPLIIGA2ZtEIJYlRCYlq9qMcKMkrJBEf9CIwG4At5xZvxBL0IjYdEicRm5zA7v5ACyeIxSJQ6SYNFYEKgpJYRKhos3Pl8jFCZo8+ygGg0Co+1GRWv/RnOP3A7Pr43Ax/edQbvfj8T7/1thqx3vpuB97+XiUt33YaC+zOVUnksE3VPZqLxqTNoevrbsHz8AKZCQWys70pFOIv5Vjnb5VixXJamilqp6H1dQ4VhsK1DbG8pBbIlacBMr70OFt/RyxibWYGlz4+c8nZ0u6Yx4J1DW1cQr71zEZYeDnhitl4Sc4vb4ossrexgcXkLSyvbWF7blUytdSqfVPEjU4wZUpOw2vbRCW/HCBedRcbW98eFlmLMMz2Zh/MNzM6vg+3rGQbTB7bx0DYe5rw2HvRfd/jr+/wshN9mymPhvryyJ6DjKOCVtUNp7bO7d7LSXv+83vVnMH4uDRP9meU1rJ+RFv1UYkfIKmzBW5+Uobq5X6IHVDDvflKKx575Cf7s/7kX//QP/liKDHf2v5CwHD2ag/1r2Ll8hDZLAI0mD6yDE3j53Rw4fdM4vPJzGRCmIcIJkmk/5WRIjK85BgsLJK98gWtHX4piYdcJSxc7GnPZYel2QLLD6LN02iVMFOY358kYBpwBcHJkqRQ8mtOtXQydjgkY1p5MsJQgkpC2Kax5ySmpk8OcM1kEQuyK3GBRVft1puMGlayOv5hfhcKKFrR1OeEKTmN8JgF3YFIaSNKXyS5tRE4p4aImSuoMMSNAqFK0UuF9uaaJX6tgJhlpZY2obDSjx+GXaZmsaWHTzZHR6WOIEBoEhQaLhsdpmOj73I2qRF9r1aJ2pU6oTAgUbdinw2CqfkXDg7sGh95vdc8Y5uK1hgp3AkUrFX2d8eH7ufjs0xJczKpCTm4d8gobUVDcgsLSVhSXUbm0SyFkUVkriivaZXFyW4u5Gy2mLjS02FDX1IbqhgZU1dagqq4atQ3VaGiqQ1NzE1pb29DS2ooOazss3WbY+volvbDPPoyuPgc6+/ph6+lCV28n+vq70TfQhf7BbgwM9cI+1IdBVz+c7n4MuvrgdNsxNKyW2zMI97ADw95BWR6fE54gO/+64AkMweN3wuMfgjfggo9hMS5ChnAZZdiLfkpQ+SljIwjRzA/54A/64PG5YR+0w+1xwx8KIcRq+slpTMxEZM3Mzksuemx2EXNzVCZpdaKAQsAw7KXAspBQu4aKAgghYljzSTHso/MJxOapVpYxm5jD1Oi4FITmPvrryHkoA1kP3IYL92bi/N0ZuHDvGVzkujsDl+46g9z7MlH0SCbKz2ag/olMNDx1G5qeyYT5lX+LwdZKLCbXVCuSVTZEJFRYw8G2JKwo38NGKvyl9kNsbB2oQ531JDTld6+CoIkntjExlYTTO4NmsxsDwzHxQ3LKTHj13RwZUuUJzoIjdSNzG9IzbWl5H/GFDUxMxWVMAH+vHMTMHJP3PgJhRX+Gv4P75i59E6qkdHaZhN9OZJ/pyvyr0v+LWVeck6LVCg9m+kPsNM1QFOfAS+gqNS6YzzNcpirplVI5fdDrA587n5PHnEG/dRUbGwQuoafqcOiB8PewRxir5PcPfibpvQtLW/K79Xuf3k+8t2GU8Wmw8PHlfdWqhjC39gaRXdyK51/5AH/yf30Hf/nXP0BBWZP4Ui5vDG+8k4V//i//HaprTRKWk89+cF0aRVLtldf146NLdfCMLqHVRj8yJm1fOJVSRhwfqj5hV67e+GrBJKvy9cyWq1Q4bEJJxcLZMTcQCM2o8FfnACxddlEsNO87Ou1osw2AhZE8kKaiCzJ5sc3mSGV4mY9TjqXFSxMHf1nFazGxUHKCvmQS7sC4GPHqoO9ASW0rKpvMqKDCaTChqpFt982SpZVfVoe8klrklRJCraht6YU7MIGJyAK84ah0XmYVPn0YdjzOk5CYCotRqRAgOgx2GipsZilQqTODZj7BwlBYSXWbpEg7XCH0OgIY8ozJZ2clvgbKrXYNEg0c465hwl1fp8GioKKywNLXOgzGuhZVCKlqVwgSgsEIlNNQ4fN6nYaLfqyVit4znnvyWbzw7At49YVzePPH7+GD9z7DZ5/mIOtSKfIKa1Be04raRjOq6ztQWduG0spmlJXXobK6GlU1FaiqqURVfTXqmmvRYqIp2Ix2czNMlhaYzC3oMLWipa0Z7dY2WLpNsPVYYevphK2zA53dJvT029A70Il+excGBrowYO/GwGAP7M5eOJx9GBzqg8M1IMvpHoBeLo9DAMN9mEDxD8HtJ0yG4OW1wIb3nfAFXfAFhuENeeAN+eEPj8ATCGLY44HT6cSAfQBO5yC8Xi9GQmMIjozByy7H4/RH5mRFmIPOlUr5i8YWwGZyyjchRPRKw0RBhY/TKkbdWz4JlGMFo8NfDJGp65nYHAZ72lDx6r9GycMZKDh7OwofOYOChzKR90Amcu7LxKV7MwQsF+9W98ofzUDd45moZ/jr2Uy0PPe7sH32GCbHwxL+Sq6rNv7L63tYX78sa21zX9QKQbIh4S0WJrI24wDx5V3JvrL0e9HR7ZH+WQ3tbpTXD+Dji3Xod81gyBeFyzeDsekl8RJomNMXWVqmItmRb+z0ccanEmDHZ2aDsRZlY1uF2AgS9tziXBqmBNPj2dpVCQBamaS9HR7gJyv2eUDqxWwp3XySRZSEyMrqZczE1kRdsT09D1cqjJWVPWxsMBuN6cE0+JX/cgwPwwEvB/IxjK5L0gF/jtMgZ+c3JdWYyQMbm1cENgec7shhXwefS5hvaUUZ9+xgzJb0XLeCi/H36GuBSSosxhks84lNfPhZGZ558SN8fKESTzz7Br79D/8RLmaX4vqN/w/Xbv49jj7/ryiqaMQd3/o1vPnupzi8/nMcHN2U7LjFpcvyhWF14wpqmx3odU7BHZrHGx8XwROaxYH4KzdkaqWad3+yrQvrX06sVJ8w3Qn56Orn0v0gyFBY14CEwmjc27oJF6Ydq6Fftl4XRsajiMwtCWCYkszWLKxLofIgVHRTyipOiaztQFN7DzzBCUTjy/CGZtBqdUpzyPzKepQ3mFDeYBG4sN1+RZ2a50IVVMxW+uUsgGyUscLlDWzHPwhveAb+sSi6HH5JgMgpbkZOsVIreRXpYkkdBjMqF61WCJpSUSsEi1IzhBBDYux4zLHF3XYfnMOjCIxGMDYV+4pKITwICiNUNHR433htBIrxWvsr6l46I0yrlq+GxL5q2GvIaOgQKhogxmt9j7sOfREsGR99/CE+/eRjWec/+xRcly5mITcnD/n5BSgsLkJFTQ0qa+tkr6ipRUVtDarrqlBdU4GauhrUNdWhsa0ereZmgUqbuRkdApZWWKzt6DC1oMPcAoutHbZOEzq7LOjqNqOrxyxQ6bN3oZ8wOQUVu6MHjsFeMOwloa8UVLRaIVC4CBCBic8Fj9+FYb8bTj/DYkMY9nO54A144Av6MezzyjwTx+AQOkw29PQMYMjlwdj4FGYis4jNxkFgRDiYJxLD9MysrBnGPw0x0EgsnoLK4nFYSyuTW+0LieVj5ULj/oRKSYW+qGQ0TOitKH9lATPTU7CW/ARFj/8OCh/IRMHDVCQKLPkPEiwZyLonExfuysClezJQ8kiGpBTXPnkGTU9louXpO9B67l/BZ65HcvkAyQ2mEtO7UFDZ2NwXVcK6FMIlvrSNqegq+oZG0eMMS/v0LscYzr2fjw8uVmPQO4vuwXHY3VPwjcxhenZNsq5YCJhc3cFicktGJrMVilIdVxCNrctIZb6GnQ82JS2XyQL74tvw55Kru0rFbFCpUKVcwaahVkYlCVC1/AKoyKhgtoRRCkW/luEn+jdMM2bTRh7WVEBMBiBYqJKkmt3gd+gD/Zb7PlN6DwWEbJtCiNKfIlD4vnrmvEDj4HPxfGbjGwIg5a/Qdznpraj76rMZYXPy96swGtXd1NQiEovbOLj6JcanFnHnA0/j7odeRFVTPxo6BvHxpSp8756n8PK5jzA+s4aZ+W1Yer344EIxHn/uJ7D1BnB07edYXrmMstoefJzTjgbzMAqqzAhNJXFVGkkSJqqlywmInIIKDX5l4vO1zBRLeSz71yVEYulywNbjhK3HcRwKk3AYFUvPIDyBcczE5sGQWLf4LKqdC1OOWc+im1ISNPReOOOe2aKx+Bo404Vh9brmzpSfovqFldWYROGwaJI/I2CpahEfhskBn2aX4PWfXIC134vhUESGiPWmmlIy9JUrxZK3HvplhAkVjgZKWa0FpXVsP6PgIhliFc0orzOjy+6XZCUOPfOHJzE6FcWEzE9R3gphosHxy3YjPIxQMV4rkKiMMK1WdGjMuJ9WJ0aoGMFyGihamXA/AZVLBXm4kJONnIICFJaUoKC4GEWlZSgpq0RpRQVKKstQWlWKsuoyVNSWo7KuEpX1VaiorUBlSqnwfm1TDVpMzWjuaFSKpaMRhIulsx0WWxvMllZRLlZbOzq7TOjuSYGl16LAwrBXCioETL+jW1SLgGWI4a8BOF3c1bUGC3cNlmGvQ1TKcMAFZ2AIQwxjuRzo7u9Fr30QrmE/AsEwwqMTmJiMYGx8RtQHISIgoQrhP6y0mJ7F1MwspqJzmIzMYjI124D/aPwHJ2QIHnXwK7DcCia3ukegECwaLnrXXsvsHMNqScTjK1hcXMNicgNB9zBq3vkrlDxyO4rPZqD47BkUULk8lAGCRamVTFy4M0MUTMVjmah6PBMNT55B89MZaH3+t9Cf9QJmp+bkINxYO8DG+p7UdSwld2QiJTv32j2T6OgLoKrFgbPPvYWSWiuc/qgMfOp1hOH2zSAaW8HC4pYoEKqKxeVtLCU3sbKyjfUNjhC+IlDhZERmQDEUFBxZkB5r7KAbm18Vn4MH4+a2ASA7KcUgBZIKKspTUWnKGioExq2VCtvcq75grIFhGEoy29aZkLCP9a0jaRy6urqfmsZIzyXVj0zCWicP9JOHebranff1oU9A0ZiX9jQpo1/DQe98La/Z2oXTPyUbTTLF0u+j3+9W+8nPkfZm+J4cW8wRyFRD7HHWYhpEUUUHCsrNUkVfWtspTSh//F42Hn76TTzx0kfSxqXZ6oWpawScDXT92k2ZDZNX1A7H8AxcITXWeHQ6iaNrX4KhL90njGDR16d3NUFSwYWA4WINDJVhmNlenXaYuxyw9AzKMvcMoqN7EB1dbEbpgMPlVf+fRebFzKfhzcJHeicy+KutW8Ji0umYCqTOLFMpZ+YWMTObwOBwGI0dfZJSXFjVLCOHq5rU4DDxW+pNAheOLWYfMSqWi4U1ErLi7Cj2DRvyT8DhHUerbVAmUx4b+Mb2LlVtKGRRJENdUrCplImolRqzZJWV1FuOFQsBxJAbOx+zq3Pf0Ah6HF4MB8alMHtsmudMOtOLZ4xeRrgY7+lr7unwl9G05zVDYP99UDkNFh3yMkJFX5+GiIaLBktGQWEe8gvzUFRcgqLiMuQXlaKguBRFJeUoK69AWWU5SqvKUVZdgfLqClTUVqGyrhpV9QyNVaCwJA/Z+VkorylDc0cTmjsaUN9Sg/qWWjS1N6DN2gITl4WhsGZYrG0CFYKlk2ql14LuPit6+23o6+8UsFC59A10pqHi7IN9aAADQ/3od/bJ7mQWWEq5HEPF54bb40Kf3Y6m9nY0tbWjs7cP/YMuDPvGxBTkPwKH30xHuVJFRSlQqH8gXZU6hwlOXhOgpCewqclsBAoVTfyXQoUKJa1SToKEwDEqFkJFAWcNicSmdL9dYhgpuYXobBK9VZdQ9vhvo+jRDBQ/koniRzNR+HCmhMJy7s/AxXsycf6uDGTfm4myR8+ggllgolbOoPXZX4X59T+Dp6cFS4u7iMyugFXrbMbY0R1GZcMg7jt7DlVNveh1jUmn3zrOnnGNSzscgoBzRBi6WlzcQWJpW6DCcBW/sSvfQ/kjPNgXV3Yxv7gpRYoMg3HYGT0cZoyxWHF8elGU0vbuFWyk0pfpozCBQJICDIWX6bCXMRssHf7S/gk/B4enESYsrmRoimtn95oMvpqZXZbuxDGGwSTNWEPkuigJ/l6Gv/TBrg9zPtbXelepxGxEqWbPs9UJD/k0SNIQ4s8zFLZ/8Lm0emErFyY56PfVv+/r9vTvTBdPSv0Kw2FMk2aPsL1rYN3I3v7ncPtnkF3UhhfOnccPn3kbL577GLlFtWi12NFkHoJrOCZp/z985h30D47hyrUvJXMrOruCtz8qRnZJB3JKO/BJfhPmlggdzlRJw+TWYEmFw1IwuaLTkql2jj6XzzkyGhGA0FOx9dLAd4BgoWIhWNo7Geb2p8LMi3D5J0CfhX3D2KmYKcfHikWyw6worzXB3OXEdCyB2MIS3P5JNJsHUFTTLKnHqs2+CVUNZgmnqRBau2rzUtOGQmZscY5LrVn6j9kGvPCGIxgeicDS60FZnUWKKPWgsPzy5lTjyTYZ9CWZXyyKrNZgoXlvRkmdSm/WobBiafPC1ONGSUpgOMzWO4yeAY+kV9PrSKuP9Hmj4TF1CjT6/mmg6PdQ99X8Fa1SuCu/JV3PQsVCoGio6F2rFQ0X467DXdyNgDmGSmFBHoqK8lFUTKVShPyiPBQU5qKwuBglZaUoqyxDcUWxKBXChSAhXOijlFaVIb+kALlF2SgqLzwGSSOB0laPFkLF1IR2SzPaCRVzM8zmVthsHejkIlh6UmDptaK3LwWW/k4FGfosgz3irdBfoXE/4OxD/9AA7K5BDLodcKWM+157P1o7bCirrEVFdQOa2yxwunyYmIxieoa+iIpXGv8RFESYKWH8Bz35Ot3pk69l+EsrFAKFngqVijLndbaX9lCUt0KTXhv1Gi7zhEnKxFc/y3bsK4gnWKexgcTSlhzccngvbssBvrS0gZAniLZ3vodCAuVRsJ4AAAAgAElEQVSRMyg6q/b8h84gN6VWGALLuisThQ+dQfnZTNQ8kYGmpxkC+yaafvQ/o+f8o7CaWVXcgpfevojqtkG0dvrR0O7B+bw6WHp8CI4Stisye4bzZ9gOheb8whJ9gx3xWaSGJRWi4jWLEXVdC8NWDHtxiS9Cb0QWX7Mv1/GlLUxHlgVGrENhGxQa6sw804pEw0Srkq/blX9yJF7MAsf9bh1I9hU/8+oGZ94fSUfiec7NiW9KJhg9kN3L6Tb1VBFUVVQ4/D2c+WI89I0HO69PA0CgIUWWDKsdKROfLVx0DdAOm2MynfdzJFcOJBTHcBtb9+ufNU6LPP3+t/os+jNxp+fC7sYbW1eRXVCPF899huKqTjSZ3Sir6cJbHxbiiZc+wOMvvo+ahk6p+OcsISosaSp5cBNH1z5HaCyON98thTcwh07nGC6Wm7GU3MW1a6l2+Yf0WZRy0eEwKhaqEs5c0QqFO0ct6ywyBRa2dJmFqXMQbdY+MfHZbNLU40R7F/uG2dFuHUCfwycZXtG5JDijpbPXDcKA5jvDYXrpppQMbTWbehGaiGF+cVW6B1MBseqeZjmfp9pheKxGTH/ls0hIrJZV+c3ifbC2paa5G9Y+HzzhKYSnYrAPheReTil7hzVJoaPUtFSka1qMHosY9SlPRQOF9TBsEcPHfC3BVFLVBnO3Gz2DQfQ6g/AG2dRWm+vqPNKA4PnFs4eqRZ9ZeudrjOeXvtY/y9fxnnGpn1GmPaFiBIsGjN61OiFAdPiLNYN8rKGidw2YjIL8XBQW5qOopBCFZUUoKMlHQXEeikqKUFxaIkqlqLwYXCWVJQISgqWSnkpDjSw+rqipQENrvYS/CJJWhr9MTbJaBSxULK0CFobAaNTbDFDp6rOCS4x7QoXmvSMVBnPQuO8T855gcQxRKg+hb9ABk9WCxtZ2VNQ0oqa+BbbuAQQZrxyPYHJ6NuWPLGBmRoW1+BeqZCH/otU/iP4LN/5DyetmYhibYk+uKKYjsynDXoW9jFCZnTOmFSvDXtWrKLBoo16rloXEKhIESGIdicQGFhepSnjYbaXWtowpJlQW6QMsbWFpcRvxuWUM1hWi8ql/jJJHM1DKMNgjt6Hw4TPIfzADufdn4NLdGbh4V4YY+CWPZKL6cUKFhj3TizNhfu0P0VZyHmWVzfgsqwzmbi8G3BMIjiURnV+XYWWx+Q1wVABrLBjaYuoxD0f17f9QDm0CRIPDuGuw6J2A4bX2SNLXR5iKJBFPbGB770hCcjTut6hcWC2/fQXJlR3JTtOQuRVUlDl/FXuXVdsUKqgl8XXUlEYqF36+lQ2Of97G2vqeeCesXWHohzNQeCizzoXjoVlbIg0vU4b9aYAYD/LTBz+zwejPEJDr6yp8x3Af35Mw4wjiQ1E0N+SLAvuH0XsxAuP0exof689i/Az6WmeJ8f02tq7D7pzASz8+j0eeehMvv5mFggozzF0e9DtC6HdPwB2MYmF5RwodJYx18DkOWLF/9Qt4wnP4rKAJrkAcH11qQl51P9a2r0mB41WZw6JUicBEK5gTvcEUXDRQlNF/XYx9/j2zwzhbuVCdsPKeNSymLhZHMjOMrV0G0N0/LD4LCyXDE/MS5qJSqWqwoqZZKRbttRAYVDKN7T0yRGsqys7k8wKn2tZO6HRjvo6pvgyFyXWDWSrh1bwWQqIZ2SU0+20yojgwGpU+XMOBCTS094hC4WAwtnjR1fcS1koVR2qInIRMSsHUMeU4DRZW/ueVNko6MweA2fqG4fSMimo5CQaG4VXInecTwaKBoc4ypWpO39PPcdfnm3Hnl2WqIw0VvZ+GiREqGixUJFxGsBAoGi4S/iqgSilNQyW/MAdFJQUClqLSEhSUFKOwVIGluKJE1EpFLbO+qsRLqaqrRW1jHepb6tDQWoeWFFAIFlmEC5WKpUUpFmsrzJ3tsHapDDBbtwnWXgs6+6zoTIXDdFZYr70LPTTyHT0G1WKHydSBTz/+EG+/9TYG+p3w+Tn/ZAajE0yB4x+Qf+gp8Uc4+nM6wpkHS7KmY6lrjgWNxGVNTc9hki2lKTNT3wgmZ2YxNhUVOFGhqKVUD/0UDRYdBiNcaLTrpVSICn8l6I0sca1jMUn1oQAiYST6E4tbMllwQUJLOwao7GCer2d9R2ILIc8o2t+/B6Vnvympw0WPnpE04uJUGCybmWB3qZX/QAborbAIso5q5Znb0PbC78Kc9TS8g8OYmV4AD9eJmSRGwnHMza3KIS8eifS64iFLL0IZ6gwvSfPGtd1bAkXDRQNF70ag8D24GJZaXt+XOTbMMKOSoYpZ3diTvl3s60W/hupIh6U0VDRkuCuoXMOujCZWBj5TotdpmtNTIRDZPWDrAAy1Xd4/khj/+vZVRGKr8s1eHeo3U3Ut17Gze121gNlRc1b0wX161wc+lQY/B78EbG4eyTRI/m7eYwoza0NWVpjGfSgjfw8Oef865uJbWN+4Iqm+6bBZ2jPR76/307//9GOdIXZ4+DNMzyRlPtJEZBlUhVkF1Xj46XP48Qe5+PBSNV59Nxd3P/IK+A2cbfuZDnzAkcQH13H96AaGvDG8+E4J7K5pqcxvsfqwtcsmkqrQUasUvQuYjIO/9HyWlMmvnmd68k0B+GRkCZ39HPTFbDDWsQwIVFqtbOkygFZzL5rautE74EU0viJpx/ahIJraeqQYklDQPgtDYhoSNY02GSg4G1/F3MIynN4Qmkx9SrWk6mAIFaoc3fWYmWZUNKy+/2luBbKK6nCpsBFttkGMTsUQmV+CLzwt78MBXgyFaa+FUNFFkjrl2AgVXhM2p/0X3ufr+TvZtZlhty67B139LH2YlAmaPOg1YDRQuBuXER68fxoi+rHe+X4KKBwBzPc/OeOeUDEqF2MYTENFKxbtpRiBwuuMvKJ85BXnSxiroLRQwl85eReRz5BWSYGolaKSMhSWMBxWjOKyYoEKlQoN+prGalTW0WspR12z8lIY/jpWKSnAdFhb0U6lYmtTgKF539UhYLFxJ1h6zOlwWJ9VvJaufhu6B7rQ3d+JPkc3rJ0dKCktwgcffIC333gT5SUVCPjHBCBUKHr5R8bhC7Jp4xwis0nMRJcRjS0jxjW7Igfo/Pya7DxM5+ZWEI0m5TXR2BLUWkQkmkAkkkA0tUeiNPUTxysigOJs80RqnsIiZueXMb/AavF1xBc3sLDEtSnfTgkRtkrnEmWSVEChdyKwST23uLSrQmBL9C92sJBcx+riHuKJZbhbKlHzo98XpVJwNgMlD59BKTPCHmarlkxcuucMLtyZidz7MlB2NhO1T2ailmrlydvR9Ny30PbGn8Pf04G56BJmZ1cRmVuVjgaJ5E6qwv4yltd2sLLOVvLM6OKAqx2ogsUd+ewaILfaNUyMO8NQfC/Cgn92phnzmsY1D3ddn0KVwYwejnheYobaRro9i4YKdw0WXrMlikya3LuiPIY9pgUzbZh+A1UMCyEVcKhCmOm1c3Bd0pwJVZr19Ej4TZ0g4Ex6No+kwtiR577qqfBA14c9dz5mAsDGBhVTKrEg9TkJRX5OvoYA4sHNw3WbIbf4phzW/6NQYRiNix4Lh4dRHbDCnXUkP3rxbfwv//RfoqmjB6us+dlj+5wDPP/K+/jV3/4naGjtwdG1n6X+PGrW/dHh5+hyjKLO5EF0bgu5JTSgO7F1mRMgT6YTfwUohAuhcgIobEipfBka+vy74Je7rv4hmLoIFNXKhVCRMJjUsjjQZumH2zeK+cVlGc077B9Du20gpTZsaGjtFRVBUMhqoM/Sjl67BxFmVS6uwBOYQptlUMCRX9Yg4TBChYuJANlFNSiupHnPufX0PVqkAJLNKjlF0hOclmp+hu56HAFUNnRK9T17frEK/1btXTQ0NGAIFb3kHmtbpKalHfnlTdJ12dLrRtfAsKg0/pk5q0UpiOgxSAgHIzx0eF7DR8ND39ePjSolDZaTSoVnpVYqxv1WakWrEu2j6F2gkl2Yg7ziPFkFpQUCl+z8S8jOv4ii4nzxVYqKS1FYWIzComIUl5ZKRpiEvGorUN/M9OJyVNWVy3UDwZKCC32V5vYGUS7iqdjaBCoEi2SFdXXAosHSbZJrExWM1LOYYetlFa0NPf1d6BnoREt7K0pKyqSg0j7owpDbD69/VHqC+YKT8I9MSI+wQIjX4/CNTMhfkoaFACW2jNnZFVlzs6uYJ1Bm1ZqNrSIWW5WDloetWnwtYZQU6MRiS1AridnZpMBobn4V8fg6FhIbkhWVDmMpNcKOuVxMO+VKJLcMYFFwkYM2BZSlxR0x05c4Oz25p3pgrah7jDO77C40fnAnSs7ehpLHbxdwqFBYhhj3OfdnSoox61bot5Q/xpqVTDQ8k4lGrud/Fz1Fb2LEH0AssoLVjasYGWd357iY6VQqVAlsK88UYA2B5TUe8jTmlV/ydbuGCRUKCwOTyzsqfXlLmfX8uyBU5uLrUuE/MZWQzr5UK8vrVCcMYe0JdJdXWdNyqtX+rR6zZczxyGEFEXop7Ee2uq6aULLV+8qa+jMtLu9ha+dzVVOzuA2V3quywZgizLoWNtnU8+g1QFQ6MiGiQKLv651qQar7d5UvI3BLTYhkFpTuFbZLiF35HOxuMLewhd09HropQ18yw26tWHgYp9cN7IuXQpjclNb7qgZH/R4e4mx3c+d9T+Gf/cEfwe6eluaR/D3Xjn6OAXsIDz7yCnp6vbhx48vjJIMdVtEf3sDRweew9o3glbfzkFPUhGaLG932qHhDR1cVGA+vctQwCyNVceSxchGlkgJJSrUQnAIWgcvnotYYRegacInHYrLZVfiLpn2XHSa2drHZwYaUTt8oZgmJhSX4g2PosDlQ1dSJKlEsPdLpuL6tS/wWwoKAsfS6wIaO9CnD47Ow9XpUWnF1CyqbrKhuZijNejyrhYWS5XXMEDOJyV9Qydn2zSirs6GTnbKjScTmljE8MoW61j7klbXhUnGjVOJzpgvb7avpkem2Llq96KFfBIryVnRTyg5pgskBYKz6Z5iNLV662FJ/iF4LhwdGjhXLMRyOh28p5WGECkFya5hQmaSXMfylFYoOg2mFondt1OuQl961WtEhMe4ZOfk5yC3KQW5hNvLpp5QWIqcwB5eoVgpzJQTGWpWCoiIUFBajpLQcJRVMMS5HVX0F6puqUNNQieqGStQ0VolaYQiM2V+sXeFimjFrWKhUtFox29pEpTAExkXVQsCkIcOWLlZ09VvQ1WtCfVMlqqqr4Rxi25UxeINj0lySDSa9AaqSCVk0kdQaF8jwDx+JLCES0VBQUInNrSJGdTK7jEiMKmYFUQIltoZZ+gmy1hHjPr+O2bnUiq8rgCxsYmFhQ7K0mKmlsrW2kFjcknADwaJhooCiQGIETiK5CbV0eu6OFAuyGy9brbOFOs3myNw6PKE4Ou3jaLYM43x2Beouvoma5/4Zyh6jGlH+SsmjmSh6VGeDnZG6FQKmVPqBnUENK+yfvh3Nz30DLW/+KboaSzDgYn0AD/VtDA1PIJ4gADfksJXW8im1QpgwTPV1IDHeN0KFh/hUZFHCXfQsEsld0CCmX8MwGL81UwlNTC2q+SQpD4bvx99Hb4WqRC+jWjl5zVCYGmXMXWWEXRegMUNNihRTvc54zZqR6Oy6hLlmYsvSC42ZXDywRf3IYK+bYEt7/m4NDT5/q2t9jzsPT7VUfQqz4WT2Cjs7sz5HujVzmiZDXzeRoCpd2pXssENDjzDje+prgQaLNw2NLPcPvsDsgvrvZO+UR3N45Uu4AjE8+cIHuPPB15BT0orLB9dw7fqX2Nn/HOORdUzPMkvvADuXb+Dgyg2ZNrl/cE0M+f0rX6K0thtVjf3Y3r+JFotLerexiSXN9ytScZ/ODDtWLSmQpH0V1eJFgSU1ZVKy1W5I4SMVC+FBT4UhMUkz7k6Bhaql046BIR9YHzafSMr/68z6knb5qcwuXdPCsBivGd5qMffJvBf+fzY5k0CfM4C61m5p5ULwVKeaVzJ8JksmUdIHYedjzm1pAzsZswiyvdslYKGK9oSm0WJ1iPHO4V8SDhOwcMZL2sQ/LpisSjekJGh4X4fO1GMWSrYgv7QB5fXt6LH70NXvha2XRd1jCE1EMCo+CL2QtB+iYMBQVjrZ6OugoiCikgGoSoyhL6My0dcaKMb9VqEvI1B49mbk5mYjN+8S8gqyRa1INldxnkAmLz8bBcX54rcUFBUgv7AAJWXlolQIlUrWpzRUorap+hgqvNZAYUoxF8Ei1fY07BkCs3KWQysIFq1YqFDos/Axw2EsjGSqcWefCZXVBcjNOy9FilQmbl8Iw/6wdCtmx2IjVAgXDRWGv6ha+B8TwRKNUGUsK5gQKPOriKb2WHxdQjFz8xuIL2xhPs55HFvyLZIhCp0BxUN+Pr6FhYUtJBLbSCS4b6QBs8iW4+m1QOCIX6Jgw2/9einvYjtV9MdxuZcRX9rBbHxLRh+zq6+p049XXr+IT7Lq0WIOoLHNi+JyC2rLa9Dy4X2oeJLeCsGRgeJHMwQqTDPOe+AMsu5hUaRSL5IJ9tQZND51O9qey4TlpX8MV+V76HeNwusfw/r6ETiTJhCOSfiHqoQV9yvsF7a+J/25ePj/MrAQKGnAHGJlcx8zsyoJgN4NkwBYDU6lIkpGOhtfE6jPz61LuGlzlw0rv1qnchIiqqU+w1X6Pq9lSUU9wXINcWZ0sSZn++pxIgT/DFRh0bk1aQlP/2MmsoLtXVa6M/WXo4KvSAYZw18EAg19gY48b0wdTqf5GoFDCDCjjP+mBOnKxhVJI6aiWNu4KiBhrQ+VDFON+d/c8uoBDmiY3wIs0l6Gz6UUAN+f9TrJ9X3ppzY2ncSgZxLJNb7HqUr9q19gZf0qPIEo/KML0mCS0xEff/E9PPbC+3j+3Hk8/eInePMn2QiOxkBIUbntHR5JESNh02IZRmfXKNo7PXjvsyr0uabE5D+iUX/cJp9FjwSG8d7JfmH83Px8evFn2SONKfOcpMjQFxULOxxbetgvzKEM/C4HWix96La7MT4zi9m4qsDvHvCirtmG0pp2MfH5TZ9LV+Fz+FddSxd8oSksLvPLzCpcvnG0WvqPTXoFFyoXFRKTYkkZW8yiRtaYKMVSUNWOBosTg/4pRBLLGIvMy9BC/l2yXxgNfC6GxPRiKI3w0EvDhL4M7+kwmQYMe5DlMqxW2iBTNGngs+sA+4dxXrzul6bAojK3tHr5Kkz082rXKuT0riHC+7w2QoTX+nkNlK9TKVQtApW83Gzk5V1Cbv4l5BbmSviL4TAqF0IltyAHeSW5yGeIrCAPpeWqIJJQYW1KbX0F6pqqBSwaKMfeSkqlaLhQsdCwZyiMUBGwpODSYYRKZ4equO/lwLA6fPzxuzBbO+Dxj8LlCcPtHTlew76QzEogWLj4h1KqRXkq3sCYtNqeiSURiSZFlUjxXVxlN/Eb8+zCmkzVIzw0QLgz3q/vMQVVQYbf4jekMpsHVoIrpVS0WqHpnl7bqXoTVprvSEfexZUdJJbpTfCbOw+3TQRGF+Bwc4RqAO98WIzaZs779qHFGsBrb+fh/KU6dHUHYXeMIzgSR3hsAY72RtT+6H9XSuWxDJScJVQIEVUQyRYuF+/JAGtYys+eUTNWnrodjc9koPW5X0XPT74D30AfmGq7vLIvaa5Dw5OSAcaQEacZqjRiguWyHMqEAb2GNDhOqpeTUFEtWHiILyS3pVKfhzmVg1p7UssSnV+T2pWxybjMk2fY6njwV2rol/ZQfpFiOQkVpVzYeoWfmb9Xq0T+Wfj7N7eU98KMKcKcXyz4TZ9wYHiKn5tZb8ur+9K/K7l6iOX1Q9Dk14qA/b00TPTOg5PXzNxb3zyS2hnW6TDdd++Q6uWmvCe/oLDhJUNN7D9G4DJcSLDwPXSojJ9vd/8mdi5fx8b2NflvhjNpRicWMRVdQWJ5T4BI/4nKUKcmq8/DUNhVUAEd3fgCc0vb+MHdj+D3/4//gOzievkiMRtfx6BrGn/6F/8Zf/wXf4Xw1BIuX/kZ2A6GPhNDWqyrKS7rRFltPxaSB7iQ04BBzzQOrv1cntcg4WdPQ0YBUgPkq0Ch96Iq9ukzzS6sy1x5M6dHdg3CLFBhDcsg2hkSo4Evo4odcPtHxWMZn56FwxVEs6lP/BGGvgiV+rYe1Ld2ob61U0JhDHPZh4OYW+DMnTU5J9ptDmkJU0k/pomhMNtx+Ew3pVTzWkxiqudXteNCaQs+K2lDp3MU0YV1xOLL6HONSCiOoLhUVI+sglpRLnzMpQHDnZDhPe5axQhoWFDJVakWJ0tm5VdLKnWXwydjAiQcxnTe8RmEJpiUpD0RpVQ0XLgboZN+3a3hop/nbgTK6cc6BHa8sz0LQRKaOl4cwpZxKTcLOflZoI+SW5iDnMJc5BRmC1TkcQGvc1T9SrEy7ksqylBeU46K2jJU1JSKSiFQuAgUvXT4S0NFKxYJhaXgQuViotfS2QZRK1QvljapwqdqYVZaS2sLPL4AXJ4RWW5vEMMpsAz7qFgYCvsqVLRZz+6gkgEWZeUtvy2vSvhFgHIMlw1QpbCNB8MzBAbVSpwAifP+mtxnLQO/acta4PPKS1k0pAYvLW0hmWTR4g6SyV0kl1gwuIf4wg6i8xsITy3CFYyh0xHGxxfK8cEnpWi3eNHY4UZ9uxtP/uh9VNZ3w9o7gn7nOLwjMYxOLmJiegmTM4sIT8QxNrmEwMg4Oi/8CJVPfAuljxMqmQIW9gbTYGGlPVu4lDx8G6ofz0QdvZWnM9D07BmYX/pf4W/KQyK5roZhre1jbHIB3mBMvBMqFB44szz02YBSzHZ2ND5QBYuSyaWgchomGjq8z6aQVB5MFWabeh7wDK0R2PHFXYxOxGWiIoslp2aWpOeYzGxhirEh9KWBogEjCkWUTrrv1/G9lL+yt68aTeqOx1KhzzAZm06KP6HAsrN3A3ooGA/B7V2G5VSiAo378ekkpmNrmF/awTSHf63ty6HLg19CUixuNHghPNDpJW1w4NmuSitmksB26poAoJK5LAC5LgcxRxPPzm1I9pmuXSFQ+HkYKpxhGHR0Aa5AFOOTi5iNb8sXAEKZsOM3fiqMY7iJea/UFz2gK9d/jjaLE7/+G7+DF199A9e//G+4+TOu/yrp1n/xl/8J3/rN38Zf/eBhuEeiuHL1ZxLeYnNJ1qkw86+stgsVDf0YGIrhhTezYPdOp6rub6o+YVQhV+jJKKNeikJTXpGGC6Ej1ynvhn9WQokQm4uvYsg7CnPvEEydA5JqTLXCLseWVJGkZIdZ+zHkDcvICPbjc3pG0GLpByvoVRiM7V0IFfYO6wTBUV7XLuqH84vYDZhfUq29QxL2IkRq2ByXM12YutxklRBZaR2ztNhQUo0Vzq/qwPmydvy0uAXtPV5MziUxMp2Apc+DurZO5JY1ydTJS8wgK6qT0Jn4LWL+Nx/D5jRUBCYpqFC18Pk8yTKrlyQCU/cQWNPT2eeCyzcKzmphK3uqEyoMeiUqvKVKJdS1CpMZW94bVQqhYVxGoBivCRE+PoaJoRcYkwm8IxPw0ccOT8EXnkTGxdwsXMzLQlbeRVwiXAouydLXBAx9l/yifBSXFaG4rARFZcVSr8KsL/oqlXXlAhajr8IQGL2V02AhUEStWFvRllqEiV7S0sXaJqGxppZ6FJeXS6jL7Q3B5QnKolLhNffTUFGhMKVSGP7iIlwmZ+KYZgpxbAkRGu8nwMKDc12+KcbYJj25I9+q2StKr8QyTfcdMZHjDGdJgSKLAlUYLLm4g+TSroTFeDBEYmsYm1hEIDQPpycihmerdRgfZZWhqLYbDVYfqtrdMr3viefeQWdvCF19IQw4JzEcmMXIxALCE4uYnF7G+FQc4fF5jE5wKtwa5lLpx9PRJQxbTGh48Y9QfvY2FNO4Z0Hko2ekjoVhMGaAMQRW8EAmqh47g9onM8S0Z/fi1md/Dd2f3ouZ0REsru4pH2dlC0PDUwITlbF1WfyW1TWO072M1c3UDJbVfdW/K2Xa/yKo8Dn9PLPwtN8kdSqcM7+yK+1a6D1MTi8isbwrBYsEy+k2LSeAQsP+a6GiWuGr5pKqwaSxyaQ0mtxPZYZdJliO5M8zHVmRIkyGpuh1MN12bfOqeBaECwGxsnmIaHxDruUQF7CchAoBs0tlsaU6BjCcJoBkuI5ZWgc3sXdwQ5aGEYsFl5YvyxcWhtsUWNTOENTM/BaGQ3NY27oqhzJfT29jYWUfjuEprG1ckQJII1QOUkqKqdSHRz/DdHQFj/zwJfzbP/kOPsqqRllDLz66VIXv3vUI/s1/+As8/MRL+GleA/rdEewcfIGjG3+PLdYRbR9K92EqznPv5uD1nxShozuIkloLQpMJXL3+JQgfSTaQDscpBUKg6JUKex1DxRAGUxBSAJxPrMPtm4CtZ0j8FVbcEyjmblV9Lz3D6LMIWEIKLLMJMDOMqoZtXOiV1HKaZFu3KJfaFt5jW/x2qYvhjJPE0pqcC10DHgEJfZSy2ja5Fq+m0SIwKqtrl0aWbGbJIsaiGhM+K2zABzlVaLA60dzphs3uR3AiimbLAAoq2nCxoA7n82uQVVSvwJJKQ6b3otULwaHDYno/Vir6ucoW5BbXI7e4Ds3mPlh7XbB1D8kUTR7oWk0wJKXDVwoUEYxNRqTEgmUWBAu7O2uIGF9LYOj7p2GiQaJDXnysr/WulMok/KFJSYfOuJBzERdyLuBCznlczL1wDBdCRYElC7lFucgpYoZYvhRIshCS9SqlVSWoqlcmvQaKNusJFSNYCBgqFg0VZoBxaeNeQ4U+i8nWCrO1HQX8nfkFkt3l9oaPoaKAoqESwrCP0yDHTigWZeDTxGd2GGtYomDL6WmqlZhSK8dgWViXEBiryOube6VtQ0fXkBRAtXe6pMq8ydSProERWPv8MjPd0uOBtceD3sExdA+MwtodkBk0TdmZ/UgAACAASURBVO1OtNt8aLN6kFfSjhfO/VTUR3ldL+paHPjwsxIUVVvR3hOArZ/hvCj8YQ4sWhIlwvoCeg9jUwn02oPS2DG+pEJxHJ/MFFim/i7QmI2sIjw6DWvWSyj74a+JSil+7AxKzp6RppLKW2EhZEYqvfg21DyZibqnz6Dh6dvQ9uwZdLz6v8HXXobFFc422ZJv56x059RNhoioVpRJr0x2fra5ONvZM7Rj9E9OhsG0UjHuBAvTkpm4QKWyzA7JG6qCfnvnQLK8mO1FJbaemt2yc6rtvaiVXcIknRF2HPa6lb+ifZbULkWCl69h97Ka18KuzNKdeI9NIG+IYhsZS2BuYRs7l9mK/0gOcYbBtlITJDkZcZ5gT17GweHPJNykQ04aEHrnN/Lja4bWUiDRQOHOgV7yGl4fsg/XrjT+VBlpKVgdfi5za9g4Mrm2L+BlI8/R6SVMxNZgH5rAQmJHfJ+DVMIB35MKRf1+qqJruHL0BWbn1vDX33sAv/mPfh9/+Cf/EY8+/TpKK1sxPh3H7uHfo6PTi//4X+7DT7PLUNZgwb2Pn0NWYSN2949w/foXiEaXkV3YBm+I80jm8fzrWQhPLwpYxKhnSEv7LKKeFEDlz0mQyNjitK+iFYzeOfeGYPGNTEktC5WJMu4NfcO6HVLP0mYdgNMTQmRuEfOJZemlZet1S4FkVWMHGtq7RbHUtVrBxYyv6kYzWjq6JTs0ubqF2HwSA64g6tq6xZthl2T6LDosxsel1W3yXGFVK/IrlHF/obgR50uaUNzQDYd/GrHEJiYiCVj7PCiuseBiQS0u5FUjK78W2SUNolK076LrXHRIzAgYCYcd+zCqjQwN/JziWvlcYuL3DUuG2JAnLB0EaJZrwCgwzEjdnjb1NTRO74SLESS81iA5vWuI0Dth2ItQ09lfco9hMBr1hMr57PO4kHtegELlkpVHxZJ9vJgdlleci9yiPFk081l9r6rsS1P1KlWS/UW46DAYAcOl4WKECmHCdeyxGNKNed9sa8enn76Pe+78PkpLy+DyBOD20U8JpZb2Vfg4fAwWKhUFGIbF6LcoQz8YnpJvJcxEIlRo0EuBFGsi4uuQ5ofxDfhDs3j1rU9kWE97txfF1VaU1XXiO3/3MH6aV4vS+m5UtPTjnc9K8MpbWbAMhKSza71pGI8//xPklLTA1BNAi8WN2qZe5BQ2wNbrR+9AGEPuKfiDMYQnFgQgE1NL8s2c39gnI0lMRZYxMc2amlUk1y7DNxJDMDx/nF5LhUU/R2pdFi8jmbyMheVN+PraUfXKH6KcmWCPnZFsL9anlJ5VtStskZ99TyYKHsxE5eNnUPvUGTQ88ytofe42tD/3a7BfOIvZqYj06+I3ZdakePwRTEeXj8NgHKTFivvRCdbjrAp8VBHjL4eJBguhokNhPKx5rZSIaju/zqaPGwfScXeCYbC9mzBChaEtQoU1LTLrZZMgSoe+NFz4On1t3FW6L9OMOaGSvgqBSb9kRxQgs8Z4sAXDbO63hr3Dq1LpP5/gYDE2zdyRQkyqjNkEW7qoUcEaGrfa9UGpd4HKoVIoGizGn6M62du7KV8eRHkwpCb1LTdx+fBzUUfsxzU0MgunP4LxaBKLq4TMPhIrrK9hrc5NcOql1N6kgKWyxVRn5KuH/y/sjlE0tw4gNruBK1d/jps3/xt2L3+OielFPP38a/j2b/1P+J3f/T38k3/+r/DB+TIExhawf/gljq6yT9jPEZ5M4tOsalTU9ePdj0qkV1gssYOrRxxFTHWizHr+ufWf83g/JFzTUDmkD5NKUDj+e7p8JKn3rGpn88V2a//xTBb2DLN0szmlSkFmbUs361JmF7G4vCY9/tgJuKG9V9RKXasN9W0Mh7ESn9c21DRZ0NjRLTNf2GlhPrEKT3BSeo2xGFK3dpH05CaVdsz7nFCZW8b2+U3Ir2zDheImvJtVjqJ6K3rd4wjPJDAeXUK3M4Sq5i5p63IhvxZZhQyH1X8FLNpfIVSMSysXmSZZ1oQC+jAcIlZUJ237zT1ucFGROb2j8IUmBAZpQKhCcKVQ0mEuPn8aLOmfUWOECRMjXAgTrVAIEoa59LoVWDIu5mVL+EvCYPmXcCk/GxdzGQrLBmtYLhVki2JhmnFecQHymAVWrFKP81OtXahYGALTENFQ0d4KoXIMFGP4y9Ki2uWbmqTaXhdIajVzKesTPPrAD/DBW+fgcAxJqEspFgUWKhYa9UalohWLhonevcFxaaYWYfiLUGGtytwK5ua5VjE/v658lOSOxFhfOvehtHy39Pph6hoW+dvcwWwUryiXFpMTzR2D6LGHYO1hXnkYXb1BOIen4PJFxJdglTpDYPQpxia5J+R6YmZRDuxYfAMz82sYGZuXflvDgajMJem1jyDKFOb5TdhdYxKKY8ova0eoUthani02ItEVxOe3EYsm0FVwDhVnv4nKx85I3Ur5Y5li4DMcxtkr2fecAavt+bj6iUzUU608ewZtz94O67l/jWBXm0xkJKiSq9uY+f8Ze+/wqM5ze5Ri33MSn8SO495xxTXGphfX2DFxNwRjwAZMMcUGd1zoTSBQ773MqDck1HufUR11zaiNehfVJbn3d8+6z3q/2dJATnLuH9+zZ/aMymzBt/Z613rX29yDvCKT6B8cqEV9gZtrR/eEuJkIypyVogHG/3bUSmAEEvWY4KCiX4S19IzJz2Jpsb65F5k5lbC0Dws4CDuxaSs9tt+FX8NOeQ7XsgcO0VTsQEU9V++hzZjvpYmi0zqiVveIiPE1JqsAGhN/2Wyam18nTI1d78aqDsnKohOMvStkU2RpyimmNup/mo1i01i4SWqgwcdXMJUJ2x28nRbD9/J9ZEVNLX3iWlNMhtrNJXFXEezLa9pg7hyDtf8CDLVtcpNCwT63uBbsx2FpjG41jjimS0x9D4INmdFljNG1dfFXWPvGkJNfgyPHA/C3D3bj5eVrsG7jbjg4+uDtFevwxrtrYOkcwKWf/h9UVJGZ1Mvf7fzFX1BebcGm7T9IibemcQDuvnFobhvERQZQnqNG8pMwL/nMbCwdY9nvshx5TrsufB9BSN4vzIaMjb03F6UJV6ZD5pTYQMQOXM6yE5+ifi7IWBjOWF/Pm7AeScXIyDOKsM/SF+NadLEp0MelQBfL/DClvehiziIr34AWC3P3BmCobkJ8ah6CIhJF+GfvChskmRsWyi58PZtAlXBP67CzXyROeutw1D0Mp/1iEHW2EKU1ZmEtRcYGhMWynyUapzxC4OgejFOeGmtRzIWMRWMtBJUpUV8DmQh4+qsxxQy+JLA4e4TCySME+th0pGQVSz9OZkE5Sg0qOkWBghqupYHD/wQkPGcPKFczEw1IyEI0llJWaUIpF/UT6ihGxVbsbcXTDh76EY6njomt2NXTHa5eHnD2cBPBnvqKk7sTTtu0FvateHi5w93bQ/pZ2NOiwiYZ3aIEewKL5gYjqNjrKpIJxlwwO2DhY81uTNbCRZcYl4vrKaz725twOrIPhYVFVzGUKaZCULkaWARsyshgFIvh6xWVDWhsaBd7MRsgW1o1BxhZS4/YOmsau3DKPRgrV25EZa0FbV2D8p+K5Q46rninzvMEiOqadlRUmVFZbUZ1lQU1VRZU8TmF9BpGvVNc70StsA+rCNMWW0CkaijkHVIfEs8Ww1hrRUFpIzJyKpGazW7aZnFcFZbS6WFBp3VQ4unpQOM/foIMyxgWcz/YjV+Zm4WIrxZJCSxo80wEblY2Y1qNOQ3S+YMZOPk+myGnIXCLEuxDt0+TIV4xn96IdNdtaK5vEKBggCA3zoJyDhNqR2+/alrkZmuq55xws9xJ8w6fQ7b+HaBoYML3aI/tjyJAN3VK5zwttWRt1I1qarthrLTIpjo4pNKJqUnQLECThOp5GZBML7rFCBb/iqHQWSXAM0pH2EW0cqCWdVw2bbIuRuOw0ZQaDjPEyAwsbcMoM3DCYC/qmnrRbFZhmnTF8eeoDZGAYb/URqlpGko4n9o8/wlUOMRLHFYa8KjOfn5vRq2wQ58/n9oM3VHa9yW4WTpGkVlQh5ScGujPFIsjra9/FAZTG3oGLkpTKc0mDY096LYqm7FKGWBJjBv4BYyf/wnB+lS8unw9Nmz8Ct5+kSitaMLQ+E/4+R+AoboNaTnVUvatqrXioy3f483V28T1REfY+Qv/EP3t+KkQMY6ccNZjx5fHhGUrxjJlj5a4GhuwaOCiMZdRMperFl/jdeCUS2vvAGrrW5GZV464Mxz4xRks2QIytB8nJGfL6OI4Zoal56Oiph5tXWwXaBMxPzY5W3QSshR9LEGFTZIsh50REZ/6SXIamU4XunoGUdNgRlpOiYRP+oXEivWYjEVbMkQsLBGegbFw8gnHaR8dTnrpcMIzHI7ekdAl5qOkqgWtnQMw1lkQd7YADKs85RGMk+5BOOUVgtOeIeK+I6BoJTGNtWjAIonIZERMUvaPVOBC1uIXIToL3WH+oXFIzixGUnoh0rJKpVmyvNJ0BWuxBwsNRBTw/DMzsWcl9qCilbnE7WUDFIryBJdyo5qnogHLtL+9+AQ+en0Bdq55E9/u3IhDP3wNR4cjYjNmcrE7QcbTAy6eip24+bjDzccDHlL+8pR0Yr9gxVTYWR8iDZHBCCO46IOgszVBanlgnLFC4NCARXtMYOE5LgKKPjYM7l4uWPHmcriePAFDRY30pyhxnkyFIj1ZylTpa4qlVMlrfI8m7ucXV6CktBr19RY0NLRLdzxjWmS1WNHa0gMzXV7tg6hq6MSnn+9FuD5JHDyWtl7QYROfUmQrXbVLs15tXQdMBIyGLjQ0dqORjZMMZbT02hxiqieDG1d1bRsqqlvQ2NItfSqavZUbc25BLQpLG0E7b3FZkxrB2z4oukNDc6+cZwc4QaqxuVtCHtnjQoBicyZjZ5qbOpDm/SN8Pr4OAVumSZmLjZHSv0K28tF0NXb4fTKYmRLdEr59OiJ2UFu5Bol75qAmPRFmxrF0DIv20WDpRXZBpTATlr/Yp6KBITUGezBhthaX/bl/BSQaqCimcl7KT7wOZB8MeWQoI91ibErkpkrHlACLlL7OCWui3kN9hmUsspWrGYo9e5kEFWmK5MTHC9ITwuZSRvmrKBjbCGKJdLmI0YnLYsJobFYxKnSD8XtqTYfSUX8VwxANhOI8zQy9BFHV3Egw0ZZslFfoKvbNlFMAxN6V8YlfVD9L24BiF+NkHIxg+Vk0pwoylAYrapt6UWJsRh3dYRVtSM01IbOgVppmGTfDPLL+fo4n4OJoaM6jmRBzAnutak1mYRSXf/1vjE78gqo6C4L1Sfj8Wwe8s3I7Xn93C7Lza9Da2ocms1Vmt0jk/8QlnLv4D8QlFWLD1n3wDjiDhJQCBEdmoKv/HM5xrLBtxr0CCMVSNDDRjgQUzrq3BxYFKgSly6CDr6d/RGam5BUbcSY9BwmcJsmu+zNqJabkKGAhwJzNQllFDdo6eyRBvNxYI1H74QSRqCQbY6GArwBG4vQjzghg1TaYYe0ekO797PwyYTS+IdFSDqPOwvdyMStMBnAFxQiwOPvpcNonDEddA4W5+EWkILe0VoClwdyNlGyDxOg7eYbDwTkIJ90CRXMhoBBYWBrj0kR8pogr5qKXfDBajD1tgKIxFlefcJxyC4Kbjw4RcWRwuUhOy0NekUG0DQ0g7EHlX53TzvN49ZoEFGomGqAIS1FMpcxQKwGTBBWmmExbveB2rFl4Fz5c+iDWvfAY1r7wODa+Ng/bVr2Cr7Z9iP17PsPxI9/D+dQxeDAm398PjMP3Y2JxIAV7LxBUAkJ9lb041B/huiDo9MEIjwiGPjIEeoZMMgY/Ti9lLnF90VJs01U0bUUDGJbK9DFhkjW2e+cOJCcko8xQI/qIAhKCiQYsU6BCPUVjLQSTvMIy5BaUIie/BAWF5SgqNqDW1CxZXgQWxq9ouV8sf/E/DZsZad3cc+AkPvvse7S1D0uasKVtAJm5VVKmUhMEB8ROzP+UbISkHZld2uIWaxuUsEABkhoLKqvbhNEYK1ulrKUBCo/cpPl1HLNLuzI1DTbMcZNVG+2oiOYMBuR5OtDoSmpq6ZGSB1kTyyG8e68qyEboVwtljkrgZuorHOY1TSLy2b/ixhRjaisfTkfw1pkI38bolmsRuf1axH92Bwq896CtpRNMz+VmS12HjKm8skVYE4GFG7Dq39COahCW6l25EmiuBhh7kNEea02OKgGZWsk5cWGpgMnzAsYUppUwT8bC7C4VpU9wknwuuxLYv2YrWgmMVmIu5oLZZYNpGWE2UKE7jAyhsblPpRnbek9kc6R7i6UcuZNmZphyLRF4qPf0DJyTchm1KXsw4WN+vYj6LAPJuGE7IGF0vh3gyCY79rPcqNB5pr5egRBZEF+nJkTjQ3ZRA6KSDMjMrUd+WSuyi+pRaWpTnfwCKApYWFbj6usbw6DMwTkn44V5A+HsHYZ1mz/Ha298iFVrdmH/ER/EJBWKnmLuGAZnuJy79HecP/+r6qUZv4jxc5cwcf7vCAxPx0lnPXoGf4EuNheHT3gLexrne+3cXyxx2X9GjbVowKKBC98jJTICDjWo0Qvo7R+x5X9VyrTIuDNZAiQaoPAYx2gXGQaWhfySCrRYOkVnYdhsclqusJOQyEQBlIj4VHBxGJgAS+QZyUdj3FOXlXZ3NkpWivbiExwlZTACi+gsNiE/QJckGV5u/nrsc3DF90ed4OAejOPuofAIikN6vlGYnamFwFKO4IgUOHvp4eDiDweXQDi6hwiYEFw0YLEvh1G7Yegk57AQTLTFBklhOV5hOO0WJOCii2L4bjHOpOYgLasYvJEmIGiMQwMLDWQMtvnz9uUt7T082oOJxkJ4nOoFrBG3F8tgk5ZiYy2mvb/4fqxd+gA+XPYANjz/AD5aNgvrFt+L1QvuxKp5t2Hl3Juxetk92PDnp7D7g9exd9dWnDi8D94eTvAP9IZfiB98Q1T5i42QoQQVfRD0kaECLPqIEMh8FQJLjE7m17P5UQMUzQXGI0ElJiFK9JcwPUHFD0cOHUFhYRmoiWj6iD2wqHNkJqoERs2FK7egTMAkO69Y5qoUFJQiv6AEFZUmG1tpQ1OzimxpaelSmoq5F23mftQ3WeEbFov3P9iMsopWiaVn13xVTRsycyvR2jaEltZ+YTYWAomtl4Md+oxwoM2Ym3xTa4907Sv2QsBRVmTaVTVgIahod/8qsJGjeFVCL9kI2UF9U7d0SxNUeDfPSA+W3UoMzSg1tqCsgsnKnZKmmu5/AP6bfgv/LdPgb+tdIbCI1Xg9O+05GZLRLtfKDPuIbTNFW4nY+RvE/bAMtdnp6OgZRBdH+3YPi8Mpu6Aare19soGxXk9g4R0wZ8qzG52rn3PZr2IvGqhozOTfHQlUBC0CKa8/zQos/zCdgE44CvoMjSSokOEQjDiKmMYFCvya1VhjKAQh7bH9Ubm/aCW+gGGt814ARZW+aEEWsBlhMOMlsRfX1XfJmGAJbJRxxRfFGUZA49+Rc2A4rri3/zx6+xnbz9BG6gfUW2ygoR2F3ShwEWC44vyVoMKv5506Gw/5b6Cv/wLo7FIlN2osaqQxzQ0FxmaYzIPgNE1LB00V/ejqmZDfm4GWjOVnPAzHHYvNuY/gfUH+pjRNGGst2PnVQRw+6YXSigY0tPYgIDwRO788iG2f78POrw7jk6+P4oS3Ho3mfpsGws92ERPnLmF4/Gf4BqUgLDIXcYl52LrjO8QkFaB/hNlgZF1T4EnAoLOOi6ByBbDYRHwFPIoxqmvIFOkL6BsYlZkprOUz0ZfAEm8rf7GXJT4lQzVLJrMDPw3JmfnCcNhNX1PfKmUtCvaBujgR7CPizwqosGEyNDpF9blEJiMvvxRt7VZ0dA+gvLpRgIp2Y9+QGASFJyDE1iwZHJEM/7Az8AuNh5N3MBzc/KXMdcozDCc89HDyjUbkmVwYTGbUNHUiv7weodHpcPXVw8E1CMecApRDzCbkE1go6hNklDNMgYoAi69eNBXqKmQnBBVZZDteYXB0CYB3QISwFSYSJJ3NQX6RcZJFaABzNcjYA4gGMBqg8KgBCsFEAxXtyEZzrU9FA5Zpqxbcg9WLZ2HN4llYK+s+rF10L9YuuBcrn74FK56+GSvn3II1C+7Ch4vux8bnHsPHLz+JHW8vxXeb1+D0wb3w8XFBoM4fIbogBIcFINjGVshSIqJCERlFQAmXGHytzEUAYdOjWIjp9kqMlsmQMXER0EfrZQiYh78Pjjk4IievGGXGmsmsL4LKFMAopkJnGO9MZBUZhaWQoRBUNGDJ4/cpr0ZdnVnFtjQxFJKBkRTqu2Fu7YaFfSptPdLpfeCoG4LC4qXcwrkf7LBPTi9DfRO1DIIJGyNVpz21jisWM7Q6+mUzljytDjUvRXLA2tnvMhUqSVAhkDA8spPz3a0qxVfYikTAjyC/uBb1LT3oYONg1xBqG7okt6uwvFkm/RFU2GxpLMqF7uvFwlaCt8yA76aZItz7iCtMsRTOXWEvC+3FFOz122cicsdMRO/6I9L9fkCbxYpOKXcxiHFC9KMSQ4OARrck+LK8w0j5/x1U/h2QqNeU1kIAbu9U80zYAMl+EbIxAkddY6f0iQyMsG/FLsJl+IJsoAQkgs7AIOPmL0mPy2S4pADHOQmblLRie0by7x6PKBbDcpO1e0wmZQ6NaAxHNU+yLMeplXJe2ArB4pJsoBqTsL8rp2uMDi5tXfnalYDCjVaMAKKv/CyAUNfULY2h0r8iGWSXhK00WQaQWWBC39Al9PaPClNiWrIAvowZsM2okXHNTEM4L4vv6e0dt1nD2ew5hv7hi6gwtWD5W3/D03MWw98/WsYiVJraERSdjieeeRHL31yNRnOPpBCPszlz7GecP/d3ifj38knAFz+4oKtvApFJZQiNKxDGd86WEiCfeYIJAZeuABVhbXb6knZtRLwXlqhAaYjAMsiUhH4Yq+uRklkgYjyDJwVU6ApjT0tytpTG9AlnkZiWI9lZ5rZuSUbOyC2BLjpZ+lbYIKmPS5MlmWHRKapPJSIeqZkF0oFv7RuQAVqMwmeTpE9onIAIZ7t4BbKHhZMlk4TJEHTcfMPh6B4IR49gnPIOF6eoM69jTStqmroQnZKP6DMF8AxKwAm3MDi4sBwWLGBCQKEVmYsAI0nIjG35/7GcPFgOC4SrVyDikzJAYIlPzkJuoUH69RhZZQ8Whoq6K57bv6YBiQYeBJSrlzAUW4JJsbF2Elym/W3+3Xh/4b3gcdX8e7B6wT0CKqvn3YUVT9+Cvz17Oz549g6sX3QvNi17EJuXPYzNS2Zh8+L7sWXRbOx8YT6+XLEcJ3/cjRB/N+h1QQgNC0J4eBDCdcEIj2awZBiiohSoUKyPjAmXaHwtqiU+IUrm18fGR8p5XbQOwbow+IT6Y9+hPUhMSpYPzw5Y9p0QUHjUSmAaOyHdIzLnFZZPlr0IKJk5hcjJLUJuXjEKC8thMrVeBSqMwrcqYKH4bekD/wN/8Z0Dtu3cI24gCuocA5tdUCMlIYq7V4MKnULSac/3WjgCmODEBkqyFNJpshc1n12BimIswlSkA59axjA6utWRjisCSJd1FLX1nSgub5D/+IrJjKhcMhuYidjcNSiz7TODnOC/9SaEbp4G3y3X2ER7ZTGWhsi10yGzVjZOU/bibTMRsX0Goj+9Bmf3vYSGsmJ09KrpiZqWkl9ULyU9ainsrGbZRcb2/humwsDE/x1UxkR7IIAK4HbwGvZJpA2dbsJI+iZEy6JTaWCYTMWWCzbMWvu4lOYo+BOMaSqwZybqsWp+vBJUtPLXBRU+eTXA2ECFX8PNvYmxPZY+jIyfw+goF0MdtXkrl1UPi5S2lNjO68PhY9rmqN2Na89Z7pHHNkeUdl47aoAirISb7cTPaLMOSfl0ZPQXsQyz72R45CI6usZRamxDTb0VpoZudHSNYYhgOsbF+TCX0T94EX1kUgQblhjlOqpJmwM2E0UPWczQRRw/5YWZv7kBB4+cxK//AC5e/r9x+e//DUvXMBYtfBE333QHioprpJOesSzUmVgOZBglG0U9fRMQFpGN2pZ+7PrmKLyD4jB84ReMMaxyQrEPfk7+bvaL34PlQS553Y7piUnBltDMMmNP/yg6ewZQUduA1KwiiciPP6OGfrHznKWwBE6SPJOOqPiziIhJQX5JDSydfWI9zi+pEjBi5zw78DlzheBCYGEpjOdCdAnyfdg0zZ9V22hGRm45QiJTpGmR5avDp33gF86JlCkI0tsDi05AxcUvAic9wnDENQguQfFIL6pFVUMHTE0dOJtVAqYXO3rpcNwlcLIcpoEKS2N0jbn4hEsemGqCZCPklUsDHGevcDh7hcLZIwinXf0RGB6H5LR8JJzJQlpmoURcMfVYYxz2wMHHGqho5zUQmcpTVBFYPD/JUOwek7FITMvK+XcJoBBUuFYvuBdrF92HlXNuxapnbwfB5cP592LDolnYvORBbFn8EDYvmIX1c+/BlkWPYedzC/HJ0mfw2YuLcXjtargd/gFhIX6IYPx9RLAa2hUTjohIxViiY3TCXshcYuMiZMXFRSAuIUpKY2Qyuhg9QiJ08AsPwt5DX+DHH79Fbh5LYApQpliK0lYUuKh+lYIi1XlPPUVjKhqokPFwxHBVVRMa6jgrxZYF1kRthaBCwZ4pxP3ynzfxbBE+3vIlSsoahFkwvoXW4Iwco42VXMlUrgaV0nJm8rRLOYzNgnRP8cgl5S9ag+0YC7PBlM2YybGMklE9KQQWdvnnl9TK5kZGo+bFc2b8sGgsbe0MLlSx+jXlRoT++BoCN86A35bpCNoyQ+kr61W4JMtfzAPz/mgayGbCt89AOKNbPp2B5K/uQpHe2aYJ0OY7KP+B6xq7UVLWKGGIZClyh9urSl9aCcy+/MXHLLn8b6CitBWCBDvXFUBoug2DJclMxie0WAAAIABJREFUOGOe+WxsvFT9LQqsCCQEGBojOH+epcLOniH5Ggr7LAUpBsPHDHS0NU3a3GL24KPAQ7ETNcjLTm8Zu4DB0ctSYrT2DatYFnbhjzFokgI/c74GJL6G5SBhN72j6KObzLZ5amAxLBvmTxiZ4AZrc31NOp3UZjoFKNxgVUc9LbfMDTM19aDJPIDRsV/Au/Z+ad48J+VIak8KzM5hmAyrZxzNrUOobeqGqbkH9a20sPdJKa2WvVC9vC6X0dc3KteJTj7eNCSmFmL+C29g2WsrEB6fgbN5BoTGpmHFmq14/LH5OO7ghrHxf2Ds/K+SYzY8xlIW89AYQHkZnZ1jOOkUiR8Pe8E3MB5uvgk4k23E2LlfpeNe7ML/AlQ0hxv1qmE63uxSl3ld+DpLmJwS2jPAWT8DqK5rAdkH59nH0A3GMMqzdIcpp1jcmQxEx6fJa7xrb7ZY0dLeK3Ew0UlZ4u5iQrEWRqkBi2gnukRExqXCUG1Cu7UPTa1dyC6oQHhMGtwDouEVHC1ls9Dos1I6YxilBFKGxcHDPwKOZBzeOhz3CMVRDz1O+UXjbE6Zyhts60FmfgUCIpNxyjPEprP4KxHfkxbkEGEwdI05ESw8Q6XMRTux9pgAo4EKS2AuLKN5hOC0exCOO/vA1SsYCcmKuZG9ZecbpI9PAwwNQP6nowYeGqjwqD0uLbcxE0a02JXACsuqMO2dZ27De3PvwHvP3oEVc+/E6gUsf82aBJS1C+/DuoX3YcOiB7Bp8SPYvOhRbFgwCx/OnYUti+bgqxeXY//cV3B03qtwWLgcR15+E8c/Wg9fh8MIjQiELjYckdHhEG0lIgQREaHCWlgSI8DEUGeJ0YMsJToxEhEaqESFwV+nx3HHfVi/YTVi4s4IhdP0FA1YtKNqilRhk5rji6CSZSt/kalk5xYhK7cIpXSBmTj1sUMl6MrQLsVUJFBSBHvG0g/hlHMwAoJibH0aKmDybEaZBPkJe5FwyYHJIEqyGWonBA72mlQTvJq6J4Mp2REvz5kZZgMUe9ZCS2dqbgWyi+tQWNYg3eUsA1E7oChPtsLwR4ZRshmvXQZ40ZWl5pDIcK+2QWTqPRG45Q8I2jxNQMXfZjGmvuL+IbWV6fC0NUMSVHRiL74Gsbv/E5lH30WzsQod3WMSfKiFPxaXNUpcPDf/fwcqGqD8b6DSy/gWzrFnPpa4kmyb/yA3fzZGqteol/QOjsNY3YaWNsbVM2V4RK4pHVzt1lFwRC3ZDstlKgFATauU5/1Tj/lcLaUJcRMVDcQ2RVI0F5a5RFshS7kgd/wj4xckf6u2oVvYkgKUqdkmLL1RE6NOIwxCBPefxSnFaBemJCvHHMtP1IPGRein+C7LdoeuAYqcm1DBkjQfsOzY0T2OxrZhsfrSft0/dNFWulKjAbS7fLq7JKGh3irWawIvTQfcqLmGRn9BZV0X8oprpQmRzjAR7kdss2f6JqS0+ukeB6za/DXWbf8em3btxzFHfxQW1qK6oQt+IXHYtOMbJKUWgjNVyOAo5JPFTZwnsxvE3qP+qKrvll6aQyeCcCa1FOcmfgW77kdsJbCrmQpBg0s7r10P7bwGKgTz/kH+OxxFd8+QsIi0vDJEJ2ULAyGoJKayQZL5YRmIO5OOmMRUsRRn5JZJ3D4nQzK9mB3w0kGvS0B4rHKFsTFSE+8DI5TrK7fQCHOHFW0dtP9XIzIhS1xg/tRYyFQiklR4JccWh8dLbxtLWM7eejh6hMPRMxxHXUNwwjMC0Uk5qGu2yo1gYZkJ+jjqLDoBlOPOfjjhFgRHD8VUHMk8WEpzCxLAIGhwCYgQSGyLUS4udJF5hAljoeX4pEsATrsFICouVUqCZGzs5ykoViNDCBwEFA1krgAOGwvRzl19FC2FoGKYKn0JU1n+xE1488mb8NYTN+LtP92MFc/cjpVzbsOKp2/DqmfvwPtz78Ka+ffgo4WzsHXZ49i69ClsWvooNjzzID5ZugB7nn4Bh/5zDo7+Zj5O/W4xnO5/BccXvo79y9/C6W92IyzEV0Alkg2QkSECKDHRegEU0VqiwxHNcpi4wyIQExsJfWwkgnQh8An2xfHTx/Dj/u9QJMGR1E+UnlLC+JVS2oRVx7wGNrQRa1ZiOr80UMnMUYBCoCksrEBNdStM9bbIFtskyGY2QZpVIyQj6ynMf7J9DzZ9vAOtHG0rg7b6kF9sQkl5s/Q3tFqUhVjZiCnS99tmkqhJjxTl2dxYUtEKJssyYr2uySplMiYAXwksdIL1oriiCYbadlTXdUkSbUMTh3/1S78MrZ0tEh1vYygdPCpHmBpFTLF7FPWV9YjZtxyBG9mXMgMBLIWJG2w6PNdPEweY+9oZ8F4/DcFbpyFMQGUG4nb9B1K/fhglkV6SOtDaPgQrRfu+CQmWLCxpQXfveZn1TmDhRqktLbaF5RUK+dRjuLiJKnfXlDvsf2IwIuz3j8lGybRdjlxmubC2vkO6/S2dwzBUNougzztyJewTVIakNNVs6RdbM8+zW17Az2Zz1sCEP4Ogw5+vjAS2ZkxbCYgbsPrduGlPTDrNhjhVcuwSWttHUNtkRZ9tZssYHWRjzPNSpShmiLEHZHTiEvqGLgjg8UaD14aZX3wfrxddgiw10XIrvSoTSosRvWTskmgnvIZ0A3J0Qpd1BL0SE8PN9CKq68nMxiSin9dXSm3UWSZ+RnmVGRW1VhlTTFYwLmW6i+rIqP2Jy5L11tDarUBz8LzcJIhzjTcMLN0NnRNdzdp/DhbrKIorW+EfHI8NWz7HoueX4+mFL+KmOx/Gex9sQVvvmJrDMkZ2RwA7L0BT19qPwy46xJ4th6OrDhs/2Ydyoxlj58nIfpKyIsGDUzh51IBDAxReK15zubbCCAn2U4vvZ8QOy5502pma2pBVUI7opDREJpxFHAHlLGezcKpkJmLOZCAmKQ36mGQkpeSIvtLW1Y+qOjOS04ulLyU4Ig7h0Yki4qs+FtU4KeOKw+NlgFZLWyc6rH0wVDUiOjFbNBW/kHgE69WI4oCwOASEx8mwL+aFeQVyAFc4nLzD4CT24QgcdwuGd0g8jDVmGUxX19wuUffewQkCJkedfIW5SF8LAcUjGI7uQQISBBcyFS6NtSjmMsVmCDQa+Di6BuCoI526eiScyURUXIrYsTNyilEokoIK4y0urUZJmY15yIwqZihyUc9WR3tgmQQiQ62UvQgyXNOev++3+POD1+HVh36DVx+5Dstn/x5vPHo93pj9B7zz+M1Y8ac7sHrO3dgw/wFsWfI4ti95CtsX/wmfLHwany1biu9nL8H+6Q/g+PQncGr6Mzj62wU4MftVnHjudRxc8Q5OfLMLwf6e0EWEIIoAEquXFROrBxfP8chSmDoXAV20HsH6UHj6e8Lh1HEcPLJPJjxqOgqPEhZJbcUOVMhaCC4aUyGoUFMhO8nMKUFWbjFy8kuRm2+AwdggoMJQRor1MlrYrPpW6OZiCYwdzfroFLz62lsoLK8RcdDSwZnuXUjPUiUwSS226RoSk0/mYtNQJJSwbUCixPNKGpFf3CixKwQVFVSpdBYCi6YnMBK/s0u5oKYmRarnZAyGSotYfBmlTmvx1UuAhd337QMoig5EyLabEbxpOgK2ToewlU3T4b1xukyIdF9H4Z49LcwDm4aoHdMQt+s/kfz5TUhzWIWKIjaE9aK7ewhd3YNgZ32JgeBIN9S4DLZSpSo7YJFN/JykPdPYQGbGkE52sPO9KtpFbejaRs9NnkvljI2JhZf5Y5q9uri8URgbwbOhySrsTxs/TIbAUghByywTIxlOOYHu7mH5HRm9wtBJusFYDtP6Wew78XmOr2kOMq3vRSuh8fykPjR0DhStGy1DsvETRBSbIROgzqJSjwlohupWaX7t7BqTsh03S27+dIYxToXWY5bAJKl49Gfpn2G8vrCvrhF090yI3qM1PvLGpcHcj97BS1KGZGMq57QQVHg9CFq05JZVtqC2sQeD7KYfY+IyU44vyPhklsS6+y/YxiSrUhLNDTRd8Pfp5k2C3CxQwD+PgqJ6fLjhSyx57i28+fZ67PnuGFJTC1Fb3wvfgFj86dkX8O7Kjag2WUS4t2d4tBMbTe1Yv+0H7DvsKdfspE8c8srN4gibEEs1c9iUE0wDDIKIAIkNUPhYAxztPfZH/rvkDRpn/5B95BSWi/MrMjFdXFvMDaPNWEYVE1gSMhCqT0LS2Xz5vdu7BlDT0IrM3FK5o/cPjcBJV18E6uJV0nFMyqSNmGCRmJ6P6nozGDJbZWrF2YxiBOsSZYIkhXrGubAExk58Lva58Dy1EVneOji4BuC4c4CMMM4tqUZzWw9Mze04m1sMzmdhfP5xFz8BlhOuAQIoBBVH18DJpYEGGYn2WAMZgoo98PDrjp/yhrNbIOLP5CA2MQvhkcliPSZrYY8fx4QQPLSoK/vn2nl7UJl8bAOTSVCZf9tMLLv3P7Hsnmux5K6ZWHb3NXj+rmvx0j3X4bUHbsBbs2/C3564Ex88dY+wk60LHsfWxU/jkyXP4tMlS/DtU0uw+9r78P30B3Fg+uM4dP0iHLnvORx45jnsffE5fPXWy3A99iMC/bwQHhYkDCU6Vjepp0gJLFYvzq84lsBiI6CP0SE0MhyBIYHgcLADh/aKyM4xouw1IZCUcuIjAcUm3GtlMB41pqJ0lVJk5RJQWAqjzlKO7LxyFJXWSPpvHRshRVMhQ2EDpOpXYc8KS1gtbUP4cf8peHqFSSnIYhPsJeyxoUveQ1GegKLmr6ipiTxnkSFegyKg5hU3IqeoHtoGSVAhmNgvpYlQFxlCeVULCg1NKDQ2obSyWTbV+pZukDlIeGAHRXwmCBNYRq4EF2orjHGpaUTi4ZUI2jRNQIVshb0rtBezy579KhTsmRMW8sl06HfMQMSu6xC3+/eI//ohFMT6oLV9WLKl2pmT1TsqYMhmTW5+3Hw0UJk6TsiQL4Jdq2VQrgnv1GlA4HvIAggmUyCiwEQLriQD6egaAUGFn4ulxGpTh6TrEqSpsbAJlJ99iE6vYWolZBQsAbH7mnfZFN8vYmRYifAyq97uDldeI8PQ7MPUA/jYruSlbVrUXQg6FLnp9BocYrrABMor2yT+fpCvU6OR0pICFYIS3Xi0AfPGhJ+D5Tpu/JylMjL+i8yXscr1OCcpzR0d1MdGZFMfGFFiNi3dzCFraiGDHYHR1IvYNKMkHTCWnpEoVfVd6O5nlplihPxdmGLMaaGM8mdMfmlFi2gqdInRDlzT0C3Xl5+N8f8sPVoZkyPjDVQDa3cfE5rPSUq2m3s4UjOKZfTxpUv/B7/++t+4/Mv/QUFRFR56+E+47Y47xcY6ceHvGGX5jyYBgu3IOVw4T5BrxaHTISitsSCnuBar1+9BZkkDzp37u6QqU88icGjXXAMVBSxTgKKVvrT32R/5b6qto08aFxkQmVVgQGRihoBCRHya9KNwyBfDKekU41wWivNxSTkoM9ahrasHHNWdV1Qpwr6bb6hE5VOwV2UwNZclSJ8AxuEzYr/YUAdLe68MGOOsE8bmewZEwS8sXl5nSY2gQpBR4BIrOouLDxOMAyQa/+hpP7EXRyVmosnShea2LqTnGuAVEA0nz1CccPEXdnLSNQAnXQOlBEamcsLZXxbBQgMUnifAaGUyPtbYDL/XKddAnDjtC4dTbFZPQGRcBvSxaeCgM4Zy5jMJ3taSQZApLFEhvQpwbGzGBjr2IEPxv8gGLFL+euHB32PJPf+B+bdOx7xbZmDuzTMx9+ZrMPcPM7Hklmvxyr3X4fUH/oC3H/ojVj12B9Y/fT82zp+NrQufws7F8/DZ4oX48tEF2H3DbHx94+PY/9hinH7uDXy9cCF2z3sMX7z8LI58sRGuJw7Bz8MVuvBgARYyE7q+JsX6+EgFLLaOel2kHiFhIQgIDMTevd8i6UwqDMZqKXeVsuxlByZkLhqL0cpgPFJnySs0ICe/DNl5pcjMLZO5zzkFZDNMLm6BqY7TIOn+6kWLrQFSbMIyQ6UPxpo2fPrlEaxds0VEcZbFyAYKSutQWFonWoYwFNuALwKLApd+AZX2dmZ0daPUaEaVqUtiT0qNTZL0q5W+NDDhc8n46hyWvpSUnEpU1DHnyYziilYUGRrFGVZmZBS+SquljvDPoKKE/bauXpTEhSF0x50I2UJgUb0rBBFqK+yyJ1vx+mg6ArYwC2wmonb+FnG7fof43bcg02kT2prbBEw7ejgASukR2s9n+YibuP1ik56Zzrg2jkYmeKj3qHITn6sZJfagwseqFEXQYdmJllc1e4VgxKFadCYRUKhZWK3jqK62YHCQzibOKFExLiPCSOhOG5XflVoJ42ao29hvQPL4KreXaCS2KHxlR1Y/i4+56YnjbJCuL7URt7QPCgPlwC7qJdRNKFjTCcV5MwQV3v3z89MqzRuU7t5zck2EwfGmpUNZx5lhRgAUTYSOpwkyjssCxEERmSivbBdxngJ9Q2u/fE+WhTgozNTYI3NeCCRkGbyOWp8MQedMZpX8/VhuIosZO/eT9JTklNShtLpNfvc+/g05OI2uvv4J+f6c+jkwPCHlp4lzv0jnPM0KpqZOCWbc/tn3WLj0Vby38iMkJuUqUJBrek6cZ7RZ82/Fnh+CTU6JCV/td8VBR184OAfi+0NeKKm0yPTIMRugaMYJxeZUSVH7u/0rQBFgtN0wsGxnbusBmUdzW7cI8dQqyBrYPc/yFxmLKoWly/yVyAQK+JkoEBNMNxpbO2UyJMcXk5VwMbSRor2UwHTxCNbFwS8kRlKMswrZYMlydjfyS2sRGp1qm+gYq+axhLC3JRrMEAsMi5evYyils2+Y2IXZj0KHFzUUfVwGKuvapJ8lNjkXUQnZ0pdywskPx0754JiTrwIYlwABFAcnPxw/rc4RWAgmBBkeNYDRAEfYjABOIByc/XDkpJcAXHxKHqISsyQ/LTW7FNmFRom2oaO2iOnv/wZYNKbCHkKyFAKKlL/WPDcbKxfOwmuP3YR5t16Lp26YhqdvvBZPXX8Nnr1xJpbd/n/hpTt/i7/c+xu8Oev3WPXIbfjg8Tvx0ZOzsGXuk9ixcC52LVqML+YuwJfz5uOrxfPw44vL8OWSefhy8ZP48tX5OLJ7AxwP7oHLicMI9PeSkhfBhMxEW7G2ElisLapFH6VHSHg4goJDsPfHb+HvHwgD0bDEqLQUAskVc+qngEVjLYW2GSw5dIIVlIvzgXcUdECQrbA+z6j5JgrpBBXbIksRpmLplV6TlLQivPaXd1FaVqWE8TZmEdESWCY2Y9qIpQzGnpVWjbGo/hUt64t37dWmTtSYOmWwEtkIweRqYOE5Orp4h87/wKZGDofqAmP5OeCLIEJ7a3Z+tTi0tFIJNy6CizqyD0bNu280NSPh2AYEM7pl6wyJcGGaMePxqa24r5shor33RjrAZiBy+3TE7PwPxO76A5L2LEFVWhw6OsmI2OHPzYcGgVHk5Jskf4rx9V2Msec8lh5VxuJGytIdm0BN9V2Sg8aatwBJH0frUu+YEtQJOLJp2+anyNwROrcYIinuL5awpqJYKAjXNZAF9EvphMyETZHD0qsyLjZsMh35nTsG0dMzKqBivwGxkY4lMWmqFPuwAgUtEp9OMXbey7CwYQ7aYlPjOdn8ZTLlyAVUmTjsqQ8DQz8JcLG0NzjCgVznxaRBILT2nkOreRh0z/FaMP2AwaAs19EeTVcYS2AsAXERWKTUQ3vtON1evSgzNomgPsGQRgYt0hlFOy5HHQ9dhqHajPqWPvQMElgUMLCU1dI2iIKyRon9aTAPoIYOvooWFBstSMmulMBUzq7pIZjYbg74NyQo97EcKC45Zanu6hnHvsMueP7P7+Kt9z7E3oOOSMssFeCcuKA63kVPGWHJjoPRqK0QgC9K387FS3+X8NVPv3dCdesgSisa8cMRPxhrujF+4QLGRi5JSU4ieYYvqqDQITUSWgObK/9+itnIa/K3VCU9Ml4O5GvrpI2/B8WGWnCSpC4mBZEJqRLFEpfMCZLpwlaiE9MRnZCOqLh0ZOSUor65XaLwSyvqkJCaLzZhPzITPeezsLclEYzUD9KrspZPcDTSssslfqnRbEVuSRXYz+ITEiusxTuQnfhxU+WwsDgphXkFMTxSD1cfxrBE4rRXmNiKfULiUWhsQEfPKEwNHUhIzoWnbyQcnAIFCI6e8haAcXBSTIVgQ72E4KIBCYGFAr323P54iiU0N77uj6OOXjjh4idzWgi2ZHQpWUUyupispaCI+vSViSVXs5aisioBEwLKJKisXTobH77wKDa8/DjWLHkIrzzyRwGVh38zAw/95ho88buZWHDTTCy79Tf4y92/x1v3/xHvPXQ7Vs2+C2ufuBcfP/MQdsz7E3Yteha7l8zFV8vm46sXuBbgi+efwe43l8Hhm+04eXAP3E4dRVCQj3J92TQVgor0qcRHCmuJs40ajoiNRLAuHEEhIXA4fhiBgUEwsAGyxKiWrVeF5S+NqWhH6i0EFi2qhX0rOYUGBSb5BmEr6dklKCqrRV09mQpLX31XgAo1FfahcGNkz8pnX+yDu7u/TEBkHws37bScClTXd8p7GDhoNg/IEgeZRTnA6PTi2NfyCoukwTLbi0I/R9faM5SrwYXgwY56/qdnmKW5XQEKz7MBsqiU0/86QG2Fm5QGKpMaS7tyh7EMVpYYjoDttyL4k2kI2nqtlMKY/+W9gQGT0+GylqyFgv10hG/nVMhrEPXp9YjfPQs5rjtBYGps6bK51vqENXASZWFpg5S6Oq1Dtt4VCvdjkwI4Px+HbtHqqzGUzh7Gv7DJUUsrVkd7UKGGoa1JDeQKzYM6wgVJFZC7/BHOa1cxLPw69qpouWBkMZJObHtdu/Plkd+bvy+tv3xsH//C34egxm50gon2nNEmPM/nzDozVpnRblXsgBt5D7vU+8/LeGJTY5c0cTY290rEDsGGjIYDtwg+XEq8vyQAw/PCVmRiI9OFubFfFgZBEFH2ZKU3aI4yTovkhl9WaQYj8a0D52ClNdsGLnyNZa+c4jokZxqQVWhCTVMHWjr7JD6EU0hp7KB5gIyT15OfbUgSB2xBnLTwDl9CanYZMnMNchMxek4lHfM6qk2f13kCwwSVMQLJTzh//heJcOkZugzrkBoSxubhHw77orK+B/uOeWLdpm9FJxo/94sAEG3k7KGRa2NLm9Z+hna0Bxk+lpsDie7hNb0gwr2pwYxWC0uoPZJllZJRBH18GqLiUxFLXUUWwYXifQYi41Ohi0lGanYRmP9l6exHaUU9zqRzNgs75pVOotgKGQyfs/FR6SWJZ/NRUFIFQ3WDrITUHPka2n29g6IElOzLYYzW5/d089ULoJz2CsUJV9UEydJXel456lqsMDV2ICW9GDQCOLqG4oijNw6f8LQBi58wFgILmQfBhWUxAgqPBBoeCSoEGm3xOd9DYDpGkDrtJQkDiWn5wuhoyc7MK0FOQdlkQznBRFuTpa8yJeDTRqwBiliKVy96EGuXPoR1zz+E9S8+gg0vP4q1Sx/Bm3Nm4c25s/HG/Kfw6jOzsfTBG7Hkrv/En+++Hm/MuhHvPnAzVs8mY7kfH895CJ/MfRTb5z2B3YufwRcvzMOuF+bhsxfn49vVb+DQlzvgcGAPAn3cER4eKD0rFOUJJuyk15ofeRTmQrYSG4nwCJbAwuHs5AgXVzcwGG4SVAguNvcXS2HUW7hEwLeBisZYVDNkOXLyWAZTmkp6FkV7A+rqmQF2JVNRgELW0SfDsBitsHvPEaxbu02cODKTvn1Q4u0ZD89yGEVUDq/SSmHUVMyWATQw7K+8FYUlTSgpb5GhW3SDMSyRQHL10oBGjh2DYuHl6GAubuRcbHCrqu2UIEqWmBjCqEDF7kidhXPhu4fRXNeMuBMfwm8z+1JmIoDgspkR+dPgrWkr68hepiFsG0Mmr0XUzt8jfvfNSPthCcpSE8WCSuZEhxW1gDbrCBgtTvZEZsJNSR1ViYyPpZHTOmSLkFcNoQTZ+kar6jeRaYicpcINnMyEYrkSzAkO3ND/GVRUXAu1gLb2Ick/Y4wJAUErm9D5RfDVjnReST+HiPpT0yT5/TUQ7OeIZBtjUqW6cQEPznORXhd+f4r+NvbUT/Yyel5m3fDv2dEzAbrTeH3Y8MoY+q5eZfsVABm9AEkEkM2P+WXcqNVSvTccGsbgTHXHTa2GYDbIEpLEmlDk5/vZUa7EeRHo6fwauijjhOn6au/hZxpH7+CYgB475JstA0jLrkKFqQfVDd2oqe9BkaEZGXnVSMmoQmmlBZ0944odEOgmgUIBtZgdWKKSRAC6ti7JZ6GWNTzMYMrzGB+7IA6w8fO/YIjNom286SrHCUd3vP72B/js60NiBODclMSUIqzf+h28gyKRlleJ46cj0dQ+JCGeLLkJK5QQ0SljBcHjfwIVAV6mLNhAhdeU/w5YAuOs9hZzh+gehpompGQWC6gwqZgRLlGJqbYjS2HpYCmMVuKE1FwYa1vQaO4C87FSskoEWCi2UxvhBEkyFS7GvfiFRspniYhNk5lPDa1tqDI1S1Mmp1C6eNPmGyIMhcBCMOEisPgGx6rGRh8dnJnj5Rkm/SkHTnjiu0OnkFlgRH0L7d/VCIw4KwI+QeTwSQ8BEj4meBBQDhxzw8Hj7pOAc8jBQ84TQDRA4dEeZAg6x06r7+fsFTKZicb5NenZxcguMIBWaiaV0CnG6ZpcwlBsYKKBCo8FpZWYtmbhLKxZdB/WLr0Pa597EOuefxgbXnoEH7/8KD7+81NY/8ozWP/mUmx85zWsefV5vDHvMbx8/2148Y7/wvJ7b8BbD92KFY/eiXVP34/1zz6EjfNm4+P5s/HBMw9i3eIn8fWHK3Hsx2/g5XISurBAREaGClPRAIWg8k+LWkt8FCKjoxCmi4C7hwfc3D1h5HAYsRJXyrG0rAJl5ZUoN1ShvLyy32TaAAAgAElEQVRKIlg0YNFYC4FF5tkXGKWBMje3FLm55cjMLEZGVjFq6yx2US0U6ZVYL93yTBxmSattUO5IN338OXLzKyXFlyGSHBl8NqNc5p4wxoW9JGyA1JgKgYVfy7kobJpkI2RjS4+UTRjvLknDLIN1TIn2BIJJ1tIxJA2HFdWdKC5rRVFJM7LzTCgqaRJ7cl5hA2rquqTjXmMqcrQ1R/Juixsdy0AlZxPhv/N+hFJb+UTNVOFcFX/mgm2YDk+K9uvYKDkN+h3XIvrT3yFu9x+R9MV9yPT4Eg2NHTB3qsmQFHQ7ekZgrGtHbolJQIZ6C+90WeLiUmUUxaL4+csMjWJ9ZlmM/T3cQNnHoi1Jz2WvCic+2jEVPubGMTzp3OJztbgBV9d1CJMjqAibYLf1wLiUD8jolCGCEf3K1kyGxKV6Y6jdsPSmNi+Chv33Ybc6S1E8DvLOnS4kW/YXv4ag0W4dRrGxCQWGJhHwqa9o7IMsQ8paLIkN0mY9Jv0iFKA1AOQmSFAhWEyBzEWxI5PZSE6X/O4qqJLZYgQTLrWBTlluCWa86ehlKrFEslDvUfbuqroeJKWVo7C8Qcqvkk4wcg5DY+dFQC+tbBWLL/UjbZSAPSOYAnfb32Pkomg04xf+jsHRS2jtHEJGXiVOugTjoy1f4rlX3sEDDz2OW26+FTffcg9+POgsuWgU8Qk6FIod3UJR3dyDpIwqHD4ZgNaOIcXGRgiUF+QGY+rnqiw37bn2u/E5S6T2oMJryevL8ld5JYfNtcHSyZ6xVmTlGRBN51MMu+jPCqiQrWigwoDJ0KhEGWPMHpb6lk5U0OGVVQSmHPsFRyIwPBYMpWR8PoGFrIW6CUMnwyKTxEVmarRIhH5OYQX00amykZO1aPNZtAZJgguZDCc7MnXYxZsxLWHYf9wT67d/g6POfigoN6GlvU8y2Siuu/nqcPSUFwgaZC3CUgRoPLH3iDP2HXXB4RMKUAg4XApYAuSogQyPXCecA+Hg5ItDJ1xxzNFDQjfpmCPAJqXlITOvDHlMKqGcwEGJpZWTi0By9Zr2/vy7sHbxfVi77H4Jllz73ENYu/RBfLj0frWWPIi1Sx7GupfnYOObr2Db+6uwbeXf8NFf/oyVS+fi9WcfwWuP34uXH7odLz94K/788K3465N3Y9XSp/D5uvdw8sB3CPT1gD40ABG6YNWnEqu/gqEkJsWAK+lMrBwJMnHxUYiOiYY+IhLePt7w9Q+Q8hf7UiaBhGBiqILBqI6T4GKoRml5tcymJ5shuymkuyG/3LYMyMwqQXpmkYBKU1OXiPUqqZh2YhUS2WpW81bIOJqb+3DwkAucTvkpF5iZQnw/UrMNMFa3iwbCCZICKpb+SWBRlmP2mah593TkZOdVYUqsZ6c9X1M9KxpzUYxlSGrwhgoyHTZCdqKgpEHmjPAunXV6OrEY4yL6gQCIaoTknTqHK1G7YUd+c0M3kk9vQ8gmAsdMBG5VwEJQYa8KQcVtHWPxp0PH8tfO6xC/63rRVhJ/WARTUa4MdOqivZiibs8ozJ1DyMyrkkbQbp7j4Ct2tcvSBHkeWY4aFlbQIR36LLEohsLyjcSGDPC5Onc1qHDTkFIUwcZmDR5kD8kgY/BHpT6vnFRT0fs9A6Ow9o/K70wWxX4GjQ3xOExWICyEYKHmyQujEMuvzb3ERjyJErmMobFLIoBbu5lcQIbZL6YJKWmN/ISq+k6J0+eGLC6ysQvi+OK1EMG+l8PNGDtDpxj7MnikjqNsxsrpxMbEywpguFnK3Tr7UhQ4EJgEVCQUksBxEQPUIgh8BL2xS3LTYmrslgwvAooyC1CEn0D3wAXZ0KWMNs78LaV5VNZZUWnqECeYMjvYynQs1UkJSrE00bdE57iAnr4RnM0skTthzrV/6bVVWPjCO3hn9Q58vc8Jr/zlLdx2821YuHAJdNGJGGIHPdnd4IS49oaGfoazZyQ+23MUHiFxWPTiKnx3yENKq2MEY3HzKQAT4LC70dCARQMUdTPA66GWxlbohKtv7pY7a1qG2zt7Ud/UgZzCKkQn5sgsFYIJQYUsRVsc5MXpkNQZCspqRGepbWiVclBEbLKwEpa9QiITEKxj7heBhX0pMQIsfsHRAkIVZDsU/osrEZmQCZ8gFUjJEppWCvMPi4VXYARcvELg4a+Dmwj4jMFX+V9HTvvB2SdcymGMmDE1tSM+OQfuvpE4dsoXB457YP9RVxw67iZAQzD57oAjvj94CvuPOuOQg7sAhmI0fqC4T3ZCxqIAhdqMrVzm5INjjp445OAqnzEuJUdia+iWY8MordoEl4KSysmyGB8TZCaBpbQK09hNz+wvBkquWXI/1iydhfcX3YO/Lbgb7y+4G6vm3okVc5hWfAdWMBtsyWxseGUZtr23Ars+3IwvNu3AF5u3Y/fGDfhs/Qf48uOPsO/zbXA8+B28Tp1AgLcHggO8ER4SgAi9an6kjVjTUgggGqCcSY4TYNHKYWyEjIyKRGBwIDw8PVFSakRZOUGkWpYCFPWYesvU+WqUlZG5VKHM1iRJK3J+fpmASkGBAdm5pdJZWlnVhBZJK1a6ihLpFWOxUKhn70rbIMorWnDgoBM2b9otYZMd7aoXpLSiGek5leLkabVwfoNiKvZsReJbbBoLLaaGylY0tao+GHFKiWZyZSOkxlYIDmyoJCuifbS6rlO+lp3zbdZhZOfViN2Wmzbfy0VAmjqqeBiWqYxpqQjd/SBCtsxA4CfTpds+gE4wNkN+NB0u6xjjwhLYTETs+C1iP/0DYnddj5jP70RmwB4pI5BpsNTX1NItOk9tgxUZ2RVSauKGS+ustiiakgmYOwZkAyaTaO/sR0cnrcEUvtlRz3Rj5lERXDSgUYBB0BBAGTkvHfWif7BpkZ3UtqZGNihysFpVfbvcrcrMeZa5bF/LryegEKhYPhGbMTdgictX7iQRxlneYc6XtkQIp+g+LiUucwd1tAGxEfcxOp7Ngb2jEqsjne0D51BR246BITY/XsTw+E+y2bMnhWBFBsNNno8VqKiGP+2xstESICjCs6GSOVjc+JUor9gPQYSMjCUw7XueR7/8PjyvNJgq/htpG0A39RWbAC9gNqrSgfkz261jqKprk56jqjorOFqhtrFDUhTIsPh+cdvZaRZS/rOJ5+3WEXy8/Qf8+fXV+G7vUUTEnJUImfrWAXz53XHce+9srFnzsfSCXbhI6zD7dy5gdPySRLVM2Fxy3x90x+qNX6LA2Aiv0CS4+8bKz5YUaRtDFfCX8qiyjasSqWIoSgebApQpYFHmDfbqVNdZkFtUIT0l5o5u1Dd3IK+oGrFnsoWx8I6c8fdkLrpYurwSbJH4ZwVosvLLUdfUhvrGNgln5Hs9A3XwDtYJa1HlMIrxLIWRsURKw2NkXDrKJPGZnft14rDSmAkFfq2cRqbi6hMmjIXnPfz1cPFmN30QDp3wwBEnXzh6hkEXn4mqegvqmjsk4t47MBIOLgE44OCO/UddcOCoq7AWspevfziOr344gj0HToDiviqRqVIZgUUrm/E8n2vruJMvjp32xqET7nD2CpJom4i4dLFfc3AZTU4sh+UVVyrmwrzFq9jLtLfn3IqV8xjPcjdWL7pXAGXFvNvx3jO34705d+DNx/+INx67Hm8/eSPeefIPWPHkjVj77C34cNEDWP/CHHzy1kv4Yv1KHPjsc5z48RAcjx2BE2evOJ+Gj6szfL1cEODvgdBgf+h1wYiWDnqdNDoSWAgqZCgaS9GOiq1EIyo6EiFhwXD39EBBYekkcBBAygVcCCZctbYjQaZGAIXlMZbLCC5kOIVFU8CSm18mIWvlBpMMuNJ0FdX4SDBRgGJhh71NmGdMypr125CRXQKrdUxpJi29SE4tQQN7SFhPb7U5wa5KLaallEvraaG2wHIYGQubA1UsPktfZC0qwXiStXQMSfnNwEmTNZ3IyK5CflEjDJVm1DZaUVBeL8zBHlQU02FtX/1c1v2NxhakeX6PMJmlco2MFQ6UscPTJ0V7NkMGb2Vsy38gYufvEPsp+1ZuRMKPi1BTUojWzhHRRIyVLag0dcrI36KyehEUqV1o4MYjXUQ8x5SAKpNFbYYsPzFrSvQURrGPiXaiQECJ4wQfLm7o3Lw1jYOgIsBC/cNukiRtvYbqFokkURshJzxOzU/hYwEUgoo4kpSrSOaqCFsgmKimRWoZLA0xa62VFm9Gv7DDfJhzRy5KLwfLN8bqFuSVNspgLE7CHB37Wa4FHV7Do79IKYwAQlbAUgw3ckbZq5wsJdYTQBRDsZWwhMEo5iHCua2kSGAgM+QduAIZG2DZQiHJlug0E0uxOMDOoaTCjNYOzWU3Lg2X/Hn8fcwdQ0jPrZSASLmrt5XgLNYR5BTVocNKB9dP0ptDEb+7nzZhdT0nWcLIRdBWTVPAuUv/wMWf/l+kZhTg5VffwG13zBJW391/EYNjl1XPVEsfjNWdMuxLH5WBzCyDykyzTuC0hx6eAfFo7hjG5s8O4KhzIPqHL4u2o7GU/gGC6NXgoYCUn0EDE/ujxqz4b8tQ1YT0nFKUVzRIg2STuR2FJdWIT85FqEyAPCOlrNCoBCn/TLGWs3K3npJZJOWz+qY2mbESFZ8G7yA9PAJ0wlBYBiO4EFhUOSwGXoFRCNUnIzvfKDEyZZUNMqqYwOLkGYzTHkHwt2krngERAkQEGoKKE6NZ2EHvxpkrwTjmEoCPd/2IA8e9kV1ULcCSW1ghMfx0cx066YUDx9xFU2FZjKDx3f6T+OL7w9h/zBVHTyrXGM9zUYNh2UwDF7IXbRFoCCzUbY6d9pRBZcxV08ecBQ0PBNkc6izFFWI/ngQYW0r8tNcevx7vPHMLVj57G96ffydWzb8T7825DW89eROWP3wDXn3gv/D6IzdgxVO3Y/Wzd+GDZ+/G2nn3YcOCB7F5yWxsWfootjz3OD55eQ4+X/EXHNy5DW5HDsPX1Rl+3h7w93VHYIAXgoP9oNMFqa56Zn7ZLMRkJVr5SwMYjbkkJMYiOjYKoeEhcPNwQ3pGFowVtbI0IDEa68Bl4HxmWVPgQiajSmXVk8BCxlJYVI78QgMysotQXFKJuroWNDV1ykwVshOLhbpKtyw+ZsMjN/rKug589tVeHD/qip6eCbERt7UPIie/GkWGBqnfk6lowKGxFR41UOFjI2NbylnrtaKyxiJ9LRT7p5adriIhkUMoLW9GSroR2fkcntOO3II6lBlapNTEOfac5aJt6FeDC0twtbXtqKg1oywtG6FfPIywLYy+nyG5YEq0V9MhPT+cAf+N0xH6CeesXIPonb9FzK7rkPT5LOQEHUV9gxlVjI+papFkAcbU0J2WV1gjd8X2DEnrkLf2jqPJ3COsRTmkzsndv8U2S0a0GOmxIJgobYSgQVDRhHTtyHOis4gwzzKNsq7SJVdRY1FMgHZWLrvhXfLY1twod8G2rm0pNw1dEAdVa8eg3OG3dg7LBk0w0LKn2NVOc0BReZ00g7a0DyGnyIShsV+kdMk6PsMPZWBaOxMIOB5gVDZx3k0rJqKcW4qdEFAUmGiv8TyZDQ0f/LfAFGhtk1T2ZDrrlHDPz0BWxbKXlH+kt0fli4mduGNYpkEyyoX6C78vHVz8TKZGK7Lya9FLFiW9ObQzcybKrzibZUBadoWwDol7MXWgq1exvElAkZIYQZaWaDKwCRw84oybbr0Hv/ndHzD78XnYvPN7fLTtW6z4aDveWPkR5j/3Kp6cuwh3zHoQv7/xNryxcoPkg40yJ8zSh6+/d8f3B92w+7vD2LDtR+hic9A3wlky1N7IaMnOuM6L3qRdl395tBk+qNmR2dAMUmqsl5G7ZA1N5k40m7vEAcpU49DIRHgH6hASGY8Q23RI6isEF1ptGTaZmJqHssp6NDR3KOaRnAMyC3e/cOm+Zwc+y1mcu0Lg4HRIdz8dvAMjkHg2V+LzS40NOJupssYIBgQTf+m6V6Uxvp/nXLwZwaKiWRjR4uAWiM/3HsP2b47iyOkQJGdVSjQRP1N4dLKUywgGFOv3HnZW4HLCA98fOIU9+09i7xEn0Vk0UOGRoKI5yTTGwlKYgAqB55Q3jjh64KCDmwBe3JlsRMSeRUxSpnTis98vt6gKOUXVyC1UzIW6y7S35tyCN564AW8/9Ue8+/TNWDHnVrz95C1447Eb8er91+GvD/8O7z5+A96fcwc+ePYerJl/H9bOuxfr5jK9+B6sX/QAPln6FLYteQKfLn0au15YhK/eXI5D2zfDxeEgQgO8oQ8LQkgYJ0IGSoAky1/S/BgfhXhb+YulL638RbbCxwmJMQIqHNjl6eOF1LR0GCtqRLCv4EQzAkqFSR0FXOph5HmeE/CxL4kpgBH3mE28z8wplkyxyqo6NDZ2qOh7s3UKTARg6ABj6WMQZVWt+H7fSbz35jqZ9sj+FIulX8TR5IxSxURoTbY1QmrgIoK9rfxFcDE1qL4Tlr5oTZbFDntZBJep9GL+XEkp7hiQSX6GKrNkh6mJhKOwdg+hsqYNhSXscqfrSRv6pUph3OT5fdmDQ9G+1dKBFO89CNw0A6FbZyJk60wbY5kBr/Uz4PXhTHjZolt02xWoRO2+FvHsWzn4JiqKC8CehxZzj1ipqbH0DE6g1NACY7V5kjER4ChM9wxwU2PJSjEPU5MVlfXtMlei3tyLRupQHGrWPiClJNpwW9v75WuEofQriysZiCp1qBh71twZvzJIsZmPx5Suwb+J6CDaHJVJxqKaGJnTRcsr+zB4989r32IeFGbCEcC862VTIQMLVclGifOSRjzKstEoaho65W9IPYeOKIIBAYLv4eZNBsoYFoIFXydw0Q3Hn8fXFTshwKgGPw1UKHhTA2A46Agj5Sd+FksxN1JunuyaZzqB0lBU5zqBhWU71XfDUcG8mz8v2WSmZjbdtsDK8QQSaKlyz1gyZLe/obodVfW9yCttRnZRHYqNLcgtbgDLYXSD8WvIUOx7hDRgESGd4MIO/t4J7D1wGu+t2oAt27/Ct3tP4sgpH3gFxcHdLw7rNu3CH2+5G3fefT9efuV1OLr4oqKOjZcTGB6awPjoT/L7bNixFwFhKejoHcNBh0CERWdjaOxncdwpowUB7J/X/wgsAiQKjPr7z4sBhKy42FAvKczUVepbOtBstqLUUIczqXkI0ccjJCJerMUU4dkwSacY+1giEjIEWOJTckSjqarlkLx6JKXnI0iXINleBBItnoXOroAwgkwMvIMixDpMVlRe2YSq2hak5ZZLD4yTZ4gI78wHI0ARULjoxGJAJFOIT7Ox0T0MDq4h+PaIK/ae9MEJTz3OZJbC1NyJytoWGVTGaZBkIPuPuGDvYSfRWggaZBwHjrviwDFXEff5HoIKXyOr0ezIClhoRbYvjylwOejggpMuPohKSEd0YoYkNzOYMjPPgMyCCmQXVkiJMa+4AtM+fuVPWPvcA3j3mdux/NHr8dfZ/4U3eXz493jtgf/C8od+h3ef/CNW/uk2rCFTeeYurPrTrXjv8RuwZu492LlsLj5f9jy+fukv+OGl5dj38l/x3bLnsGfJYnz7+qs49MlGBDk7IkIfJFH4TCSOZ29KXCTi45WlmIO6yE40YElOiZfHiUmxiImNRqg+FD7+fkhLz0RFJZmKCRVGAogJFZU1Ms2xoqIeXOocQaUGLH+xTMbHUi4zVMk5OsM41Csrm6CidBqTySzjhRl/T5bS1tYri4BitvSC7i5u0Kambmzf+Z3kH7FJUZodLf1ITCuW5jazOMCUUK8xFQ1U2ABJ0Z8iL3WWymoL6pt7wPwxLVxSK3nZH9llz0TiTuuwBFEyUJKbMONMmKnF13IKaoQ5MQqcjiTWvDXGwvcxAoSlsPauHtQUFiHiq8cQulkxkpCt0xG4eaYaPbxeOcF81nOA10xE7rwGsZ/+Fom7/oiEr55EbqQH2sjebL8Tfwbj5gkMGdlGYWsdItjbsr4GVamKuga1FUb6s++nWmZKdMnwK262BB+K7XUtfcgorEajpU+BiE2g5WamgYq2sfFIBkLbLW2w7F1h3wgjVaTcxc1WxGjVy8CSEn83uqSaLP1i++VdvNr8Ndagsrm4+U/NtqfNl2xDlbHIvLiRKcYxBRJ0iXE6JBOFa+o6lGNs7BJ6+i9IqnR75yg6ORK6rRc9vYzQ5/RJjb1clM/PoEiWuMjABkYuSxwNLcJkQqoHaUTpLpNlvKnSnlwXm6VWtJfhC3IjUl7bDqsEf46iT74vGwcvyCTJ7KJG6bonkGifq5md+83MsBtSTZBkWtRrbH8LZqKJpdrWy8PrxDInQW904lecv/h3NFt64eTuj+f+vByPPjkP73+wCbrIM2LuYGQ+gV0CO222ccbcVzV2YsdXx6FLzEdydgUWvvgOIhMVsNCswDRlThjl34zgwiMX/xZ8roGLPfCQqfBrNJchf8+iMhMSzubLXbapoQ3NrVZhMWcyChEenQK/oEgpZVFroUssMnFKxGfIJMtAbKKmVsO+lNTsYmmK9PSPEF2EjEWEeB0tx8odRmcYtZPYlGwUGkyorFVOtJDIJAEkMhMNUFj+IshwkblQbyHInHIPlswwlsK+P+qGH074ICIhEzQEUMBPzS6BT0CURLFQpCdj0WzGBBAyjv3HXJROY2MptCBzXQ0uGnPhkSB0+KT6+kPHXRCiT5Am0hBdPOJTspHGtJICI7KLqqQ0N23DS09Kb8qGlx4DRwu/+cSN+MsD1+Ev91+HV2f9Fn+5/7d4Y/YNeO/JW7B6zh0CKO8+ej3emX0Tti+bj93PLsPOJ57Dty+8iy8X/hXfzHsNPyxdjr2LXsahl1/Bd8tfwv4178L/5GFERDCRWI+EhIhJ91ciNZVEBSoasGigkpQUh9i4GOiidPAL9EdySiqqqutRWVmHikoe6wVkKirrUFnZIOfJOjgymEDC8hcZC58TjAgs1Feos9BqnJNbjNJSZU+urGoAc8DMNlBhGYzAIqBi5jRIJdQa6zvx5Q/HsO+wkzADiXRpG0R+cZ2UgMgs/hVD4XkyFQUYg9KrwuYm3n1OshX2rthsxXyfiO6dZDPDMFa3SomHjW4FpQ2glsGyDzflihozyozNYMlJ+lZsoZQCLLQYd/F7jaCT9mVLLzL8DiLgk2uh36YmQLLLXnLBNjC2hW6waSLo63coUEnYfSMSv7gPWQ4bpRmSk/fa2Y8hJax+AbISQyNKDU0SR0LW1NU7rHSRwfNSnuPMEzIY3uFzc1VMjenPA9Lgp8TvMeSVmgSACBSTwHEVqGilLfU6y13c5H+Sa8lOZM4r4QbK0hpLlzQqEPjI1qg9iJZgs/YSrFgW0hY3cIrv1Ff4c6Q/guWyMTIR1QjI92gMg8dB6YhXAY1jYz8LwDey43+MTOW8NKhW11rUJkg78AD7O1SysXw9Z6MMsRO/T34/XifaoWkR52bJn8sBWLxuvC5kJ4xB0a7D5FHEegW0ZGNsxiyrsgiQSwQLmSONDDLoakLce+VkLHWdMHeNID2vEuXGVrRYRnE224S6xl4xN2iAosCFxofxyRn3qp9INbFmFxix9bNv8PBjT2H2Y09h+2ffILewHINkcxO/wsoS1jD1pZ/kc9ANRsMGNbTh8fMoKKvHlp0nsGrDLuz+7hC+2OuIjJI6sS3zxoRlwKtBxR5E7B8TiDRQIbBw8XOQWRWUEFgKkJlrlLgmlo+NNS04m1WI0AhmdsXaifhKsGcpjEATGnUGwfp4pKQXSEmLX5eeWyax+Z4BetFEyFrIVrgo3qsmSSXO09KcX1yFitpW5JVUgfZdshQCCwGFj6mtEIQ0oBFwYb8L5644B2DfMQ98f8QN+094wDMwEtklinnlF1YiKCRemAg1FjrDuAgudIIdOuku4KIBCcGEi88PHOd7yFxUc6VWKiOoKGDxkHLYvqNO8rsyO42gyOFm7OXJKqyUNW3dskew7rkHsXbZw1i77BFphFzx7N2ipbxw17V4+Z7/wPIHf4d3n7gZq566DX978la8+8gNeP9P9+PTpS9i+/0L8cUzr+CjOc/jwyefw/bHX8A385dj3/Ov4/Bfl2PfWy/iu1cXYv+atxHg5ojQIF9ERASJ+0ucX1eVv8hWCCoi3ifFIT4+Fuyu9w/6/yh7z/CozqxZVDB5xp5vbDPGOOA4NjYGm5xNDjYYMMHYJhsTbDA552iiQCRFFBBCOeecc6uljso5E+0J3zn3/Kr71Hr3lhpmvvvc82M/u7vVLXW3ut96a1WtWl4IDY9EmdEqYEJAMRgsIIgooFGXdVAhiPAoNZjlKDGo6wpYFJBkZOb1uMTIcNgIWUVXE0GEJS/tkOvVrZL8W2iswcETlzBn/tew2puFebA/hTbO6LgcWUz+naEoMNF1FSXKq3ktZB1kK9zZMtGXdlUu1AQU2ox5qD6WLnCkb3pOBVIyjbJQJKZy4FB7j5ZCbYe/mws6FyUeClS6pYRW23gfjQSt1nZUFBTA98Bo+G9wgs/GX8k8+1vrnFTfymqVB0Z7sd/Gvgje/AdEbn8eUdsHIG7PGBRE35ZY9GqGWYrTjNHj3QJwyeklsrArcVkJxQQ+GgVUrpTqY+Fzs9ibpCzE0hB3yY1t91BFl1VDlyzw7JTmIqYf/4mpCKiwRMPFnum/7Y+RnluB4vI66SSvrOmUbvYW9qMIeKgASmVD7QWTJwBCHFtK85DeFG0WCR1dXNyVy0r1mjg+Ti321Dqov/xTst74WjgwiyUrApECn97wRJ2p8PdQ1+DceDJN9sAwuJK6ChdRshWCMU0JqvdFi4x5WjcSt9YjLWST7O4fAiy5RRbYa9tFWOf7zDgXvif8n5Tb2xCXZkBEUhGueceguukRqhvuyeeMLJklKh1UCCA8aOnu6lIx/NKkSTdc032cOHMVk6bNx+GTl1BmqUVjx0OJQ1m/9SDmL9uAhV9vxIr1O2XeB8ca8P0U7YwaWjuB5TGS0kuwfMyxJ0EAACAASURBVN0+VFS2oby6E3uPX0ZGnlFs3QQN9X4QYNR7o9+mg40jsDwNKmQ77FHiRiwtuwwRsRlITM8XIV8Bi13sswQPiu/CTMQdpuaskLnQbkxR3i8wSmaUUNegyyshLVe69nWGQVBQ+gpBhXZjOsOChYFwjDFzw2hgKSy1gt3sBKKL127hvIunHPp9CTQEFQr7ZCy0A9Ot9ZOzJ46fv4nDP7ngyFkX6f7nJjWv0Azv2xE4e9lTQIKgcvD4JelfIVs5flaxE0cWQzDh/Y6cZp/LZXF/nbpAcFGlMgEV6YlR5TQyHv7cLzBG4mvYp8P3JSE9F04cyPXVmFeweMQrWDTiFSzmBMixb2HJqIH4dNBfMPmVX2PawN9h7rv/hUWDX8SSD/vji/f74etRg7Fp3FSs/Mv72Dp0Cr6fOh8bJ87Hxrc/wa53p+DEhE9xdM4s7Jo6CoemjMSBTyfg1OZVuHHxFDzdlBssJPhOT1e9DiY6S1GlsAhERoYjMCxIEot9/fwdAEWxEwKLAheChwIYQ5kJpWUVMJRVgAzEYLCi1FCOUg1oCtnHUlCK9Mxc5EkDpQHFxeUwaY2QbICUrnnRTAguvSDDoVhsXFy3YSfCw9MkJqWSwn5dJ2IT8kSEJ3j0sBXqBTwcNBUu/FyMCSK5hayxNijRmyxG01Mcz3J/jtmt6UBxWY3UyelEo/5Qx9JW0z0JBGSibWEp2coDlXzrCCoN91DT3ImGhvvixmls7EbanbPw3fAb+G7qC+8NfeC7vg8ILAQThkySsXh/1wfBW/+IyO3PIXrri4jY/iqSLiyH3Vwp422p9xBQmtpYwnoIo6kOOQUmWRD5xaWuwufJAM5mhh5q3ffKycUgSTZMqiZJlseaO1SpRw+J1AGFZx1UdPYgt3U8EhDlqF+mOLNsZqpsRUZehQCMsBCti53MQyUX64s6S1c8lAtLFnaZYsjrql+Et9HeS+szwZqsQYCEbMHhkAZJua5cZIxbYV9IYVm1MAw+hmU6siHeV3/sk6Cimi0VcP0iAMKFUl8sya5k2JZklVFToUVaj0nR3VkqcYBDznqB82dpBs032EUTkv6d9nto6uBM+sdSCszIN0loaXF5A5IyDais7wK1CL7HBA0BEzIcLaaGAZT8PNJoYqtpVeWwbkak3JP+rQe//D/ikJszdyleee1drFz7vUwoZNzI5h2H8fo7QzFjziKUGisFpFs6GRXzAG1tbI78O6KT8nHivAcMliacuXATE6bOB4GR/xf+LwgoOqjo79F/OnMqqc5SeGb5i2MbOEKZ7J0upvDYFGla5CArslyjpRapOSXSv0I3F/UVivYEGuost4OptzC9OAY+AVEIDk8UFxRLYSnZxWK/JbAwjZipAVxwPXxVFz2BQ1jIrSB4+oUjJiFbtJmCMrums0SCicTON33hprEVWoevenDYl68S8G/4ilOLDYunL7rjjLMnjrGMdcEVvkExUg4zmqsRFpMqTZcsfR05dQWHTjrj4IkLOHLqMo6fuSbsRWcxwlTOqPIYRX3ehzqMrrcQVHiZQMKDOo2U0045w9XzDgJConHhyg0EhUfDiRMfF37cHwuG9sPCj/rhs8H/hflD+wnALBn1BhYMHYDP3n0On77zZ5mxwlLYgkEvYOmw97B63CdY8se3sfyP72DHrIVY89FEbHl3Kja/Mh473xuNzUMGYfeEj3B4xlgcmjUWh7/5HOcO7YLL2ePwuu6MO35eCAm9K2K9Ls4/CS7hiIwMQ1BYMHz8feDq5o7CAgPKyshWNDCRs1WAhYxFWItBAYpcF0AhiyHAKLZCBsMyGJmK6n0pRWFhOYzlVbDa6zVNhSJ8G2prlLVYtxrX1bSjxFyHA4fPY8/+MyJoUm9hzD17VuJTCiWOXjrypRtfzVzXWYcwjzp26bdLX0NShhGpORXIluC/VhHV6SjrdYLprjB2xneAQ4XYKU/2wswv0VSa1cLOOS4p6QyaVA2IOlsRxsLGyEYVOMmSCqdHmkvLELh3GG4xbHJjX/h8p0DFc52aZ++6ih33fRCw+fcI3vwnBG99HtHbX0XcvuEoiA+X3R7HDXNnTWG3iaDVfA8pGQZJ1aX7SQIom7oF7ExVnHapemgUm+qSpk2+Bjbp6XEoAgQc/8tGOXbPa4sxF1surNy98zVV1rbBWtUCO/Uu5otpFmSyAYrpJnurNPt131f9IVzQ5XcRZFjL1/QMaiV8jICFdqZozgVIMsUe/FPmk2QX2NChgQ0XsC6t8VAHDAraOmiRrTx4+A/pEqdbTtxVFOYJCDQD8Lk8+Bmd2oAv/g7FinpBQgEPy2+9uglBqOfgY6Q8xyZGBwMDS2BanhlBgayC4ZN0AeaV2FEv2WBsDL0nzIWuKrVAE4j+jsqaLuljISNjeYrWXC7k3AC0dT1SpdbSSjGkWCpbZEopB5LxPhK1I6W8X7B67Rb84dl+Ej5JIwUHkj3++/8Rrejz+cvQ1+k3OHHGGZ0P/xst7fwM8DmpuS4ExMDwdPy48wRWrtmCg8ddsGn7CenVYiwPWQ1dbo5A4ggyOujoo64JKLzMwXI9t3U8Fi2TFlkv3yAcPnEeyRn50pNSZqqWscEsVXn7BztoLJxfHyXAQtZCJsM4/Lth8WCeYKHBLD0ctOASQFzc/HDTw190Gk8fMpZQiWZx6yltBSIwPAlZ+UYUi+25AD5B8TKGmOUw9rwQVCjaO+or1DgYhX/6khtO0wLs7ImTF91w/IIH3PwikF9mEZdaTGIOrrgFiChPsCCoHDh+HkfoEDvDstdVAReyFr38pZjNRRw64Sw2ZYKSAApBRdNidJGfDIf3O3fFHWwapXvOacmI15SF+IPnMefdZzDvw+cEVL74eAC+HPk6vhnzDlaNH4TVEwZh1fj3sOTjVzDvvWcx72/98fWoUVjx3hgs+u3LWPKnN7Hmjx/ghzfGY/ewafj2zXexdeQQ7J88Eoenj8XBGWOw/8vZOHtoG84d242rF4/Dx+umRLZIGUzrqH8aVKKiwwVU7gTewU1XN+RkF8DIEpjBjLIyC8qMFgESQ5kFxnKrdpmMRWct+s/VbQQXpa8YkZmVL932qhPfCEOZTRqcOK9eL33pgr0OKrU17TJ8yeWaLxYsWAkjZ9ALi2B/SgdiE/OEycjcFfat8BBLsiplEVQ4xVEmPBaynFWOpAxm5phgrWoVMbYHUGr1mfYEFpaauoT1MFadOyq6vszWZqm7c5ElM8grtKG0vFqxFa0RUUClpxymlcTqu8Rxk3r7LLzX/xn+G+gG6yvMhEAi8fhr+sB9tRP8Nv4WQZufQfDmZxGxfQAidwxC0pUNqKquQ10rM77U5D2GODK1mA2aGTnKYkyNR1gJd4YskVHgF11FCflchLjwySENiw8FSLhYSklLRvGqcgXfZ5YomFzA38MFiGBW29SJ+pZuCUosYYAlZ6rc/6ewBDqfuEBReFegREvqY9m5U7vibU+ACRd7sgou9mQt9/4pIM2sM1tdB8z2NiknceYJS1G6tqLrMaqjXmcitN3+S3qJbNVtmitN2Z35d1tF8FaWXJaA+Hp7tBG9rCX2aNqGlRjNRZQLJtkoy1d0UBGMmc8lGgsNBZqozjN/HzO6CM5MDii3NoDvUXPHIzS23UdDmyq16YswF2ppRKXBolO54chI2H9DkOEoZ1tVk5Rr8wy1CIvLR0xSkfwvWGqSBVuaWR/j+8278NeX38KhUxdR3/ZYmCo/o3cCw/Hqq2/ihRdeQlBINB48/l/SaNnc3i0pCCzNUWfp6voHrrr6Y8+Ri2jq/BdiU0qw65gzSmyNsrlgXlvP8+7JnlMMRr9dB5BWOuA0UFGjsBW4MBOOcS6pmRzslYSQmFQkZhTAYKoRvYS9IOExqT39JwQSxVaiRXPhdWl+pCjvH4rI2DTkF1fIfJHoxGwpDV2+4YMr127B1euulL/IVGg3dvdhLwunQt6GX2A0+LeKDXakZpYiIDRZMsEui4bihuM/XcFNr0DRWHThnnH2nLdyhozF2QOnL3jg5HlXHDx1Geev+SEho0QaWjkrhWBGADp8+goOnriIvUfP4dDJSyLck5GQddAdRsbCg8Ai5bBTV6SERhD594OgdEOOgwSgn1xEO3IicCwZNgBz330GCwa/gMXDX5bjyxGvKfvwmLexfNy7WPPJB/h28hCsmzIEqycMxsLBAzH3vdewdOSHmNXvZczv0x/f9XkDG/p/gO+HfIwNQz/A7sljsG/yKByYMgb7p4/GvmWzcfbwVpw9skNAxffWTYSG3hX9hGASGxeBuPjInoPXo2PCERIRgrshd4WpJCelo7zcijKjWQBFBxVqLTzITvgzKYFp5TD9vjroUD8pLq4AO+tZBhNnWAFdYiaUm5ULTAcV6VOhA0x0FpVczNwvxoqvW78TfneipGbPLnOWvdKzypCTb5YdOZsmJaZFBnux10UDFk2AZwkrM8co4jvLVvlFlidBRetdEXG/jrv6bumsT80oE5aTX1yFlPRS+cKzBNXYfF8YUFpWmdTfGajIBdzx0B1hVSy/VbXAaLYj5Mg0+Kxz0kDFSUpgXusYONkXbqud4LX2V7i7+Y8I3vwMgrb9BVE73kTsgY9QkhyqBngRTJo6UMu4GP695vtIzyZbaZeFSe8x4QLIQ29ulJ2w1OZVp3TPIsieC84hIRupaZMeFwJKffM9WQwJClzEeT23kP1B3QLmKVlG5Bs4e6RNZqBTlOd7XN/MEhsbAP8unf8NLd2obeHz7Fb2XAKLJtTrAENQae36RcqSTA2oaeqUv11dd08iTRhRQ3ZFxiUMSBP9eVmYhDAI5Syji4s9NAQCMop2lvzoRJMpjLpm8qCnwbAXWJRZgP9b/t/4egmkok21P5JGTLm9SY0VEPAkuBCQdaAmwMi8GS2doPvvMjmULjx23PO9aJABXY/kfaKZQcwfrWwA7UaFpQVxiUUylIw2ZArlBFK+7piUIkQlFyMlqxwl5TXCVNo4eKyNgPAvFBZZsfLbrRgychrmLFyFpcs3YvrsRXj9rfcxdeY8hMSkoeP+fyO/yCqlLZbjGK/DzwuBpZPMqOMXuLjexY+7jyM0JhNT5n2D1VsPoZK6W5diWAQQ/n97jqeva8Pk+HN+rnRQUef7aOt4gKraVtD9FRiRJNlgcan5yCsyCbBk5RkRHpfWEyD5NLAwB4wHnV63/MMQQYdXgQGFBosI+AyVZLPjxateUiry8A6Cp08oPH1C4HYrUG5jrwvTkBNSC1BYYhMjAaNkrnvcBccBk/Hc8FKOMGosAiwcKXzdDxc4tMvFS/pQTl1wwcFT57B5F5tIveQ1MbG5pNyOOyFxMqjrJNnFKWfptifASLlL01LIWAgmBBaCiF4W06//O7DcFFA5dlo97uDxi3BaNuINLP7oJQGVJR/1x5fDX8XS4a/i61FvYPnYt/D16Dfw1dg3sWL8O/hm7DsCMCsnDMaKiR/imzHvY/HwQZjz9juY+ru/YNEf/4qVA9/Cmnf/hh0TRmP3lPHY88lo7P1kFHZNHYnDa77A2eM7ceHkfri5nEPgHR9Eaz0p1FIcAYWX4xOiEB1LUAnG3ZBAuLq6IzYmERUVNhjLFUshUBBYBFTKbIrByHUFLsZyszAYo9EGAxmO0YbiUgsKS0zIyilGYaHekc9O/HIYTVXSCCmlr9p21LK0pYFKFQd3VbehrroTpaY67Dr0EzZvPyx1alqJq2vaZRGitkIdhOUZHgQTna3oZwUwSlfh7I9ycwOs9hZxeekg0sNY6hg62SWWYLrEsvLMiE4qkr6C3AKL/O46soUmahjd4gwzmhtEq+CXn4cOJsJaGOfSdF/Apq71EXKjbsJ7w7PwW98HPt8pHUW0Fa0MxjTj25uYB/YsgrY+g6htLyNizxtIvbYDtTUNqGb8PvOwmu5JdAzBjAt7Rp5JK0+oRkbHLnjZYdPeKgd364qN0CptqW6BtVrZlpvbGSuvIkNYeqENlQcXbw6VyiuywVrVKc43vibuwBUw0A32TwEAe02XlJ/4GFptWQITRqHZcrvvK61DBxRahWmPzS+pRlquBQxb5PMiyFU3dshOnyUtSRXuKYH1use4uAtD0HLEmBvGJsQSDhZjTH+36jkRltXQLbtuajtkIwKsZBga27BXtSoHGBnHA1Wm43vH0E6eyVb4PtAuToBQO3xl/9WBheWrbi3vjOI6QSmzgCGFHFnASZ0PQRNHdr5ZeqByi62SdsxmUOqHZGfJ2SbklVbL7BaaCFo6yVA7ZCHnALnIxHxUN3SiVUDhIdraWTZjqGM7omKzccnFR2JErrsHIDoxD5mFVrj7hGHpl6vx9tvvY9SYySgwVIrZgqDS1ME0hgfSuEiWceSUM4aPmSKOraDIHBw77w57Q5cAHIFWP8i+qBnpwabU6wjm+sHf5QgqMkumTfVSWeyNiE3MllG7LF9FJ+Ugp9iMMnMNMguMiIjPkN4SaiS6iM/yF8thPOiEUm6vMASExEpUfHGZFcmZRbgbnoRrHrdxwdkV19184OkTJCUxV8+7cNMYCOerePhHIiohRyzO2QUmhESlw803TECDQr1uN+bMexdXP5n0yARkjho+e4VDu9zEmbrvyDnsPXoex89dF9ux2VoDm70esfFZuHrjNs5ccBWmsv/YeRw4fkHYC5kLtRedoSjHmHKHsczF6wQVvQTG23idrjKWzshUKOA7LRv5Or4Y8iK+GNIPSz8egKXDXsZXI1/D8rFvYvnYN7Bs1CtYOvpVLB3xKpawq37UG1g1ZTSWz5yCFXNmYsWsaVg+dQpWjByKrz94A9+8NxDrPuKMlSH4ccJwbJ00HDsnD8fWmWNw/IeVOHtoBy6fPYrbvu6IiAhW7CShl50QSHRAEVAhU4kMRmBoCDw8byEkOAIWSxXKy20oY7lLO3jZyNsEUFQpjMDTe/DnFrl/idEirCQ7m6BSLp34PPMoM9plyE8VSywCKkpbUeUvMhXe3ilfLlffCCz48lsUFttk0Vf24i7ExOfLUC2WuRijz/IBxfoepsLLIsozl4uWWoKGmjcvdmONoeg/08FFgEUcV/eUllDdJiWxRjIFCXpkNMo9MQBw5DBdPhxJS7BhiYrlKS6Mik1Qt6F43wWLyYTAw3Nxa62yEXuv+zW8vnOCF8cQr+0L9zV9QOZym+nFWzln5QVE7X4FcQenoCInFXUtD1DTRCbBoMl7qG/pkoa7zDwTLFUtqmzCiYRauYag0Nr1SGZ+cCHifUx2DiFrkV0ySzDc3RMEqA2I20hKYypgUI/fICNoar4Hi71BSlqqCVHZbymKs+ObvSvMWqNuoMCE5SelabAbXYZJSalNAxbJxeoGo1esVe2wcJJnbbv0V5AptLTel9ejxH0+Rw7K0npYNLCiPsNUYz5/0WuoiTz8F6g/lFta0CnRLRTAaROmeMz7qm533YzAx9bWt8s4X2oIfM/kf1vbIb+HTjACMoGo/d4/hLWwnEeXWA+YaO8ZNRW6t5hLJgB972fUNN6XAV6c1MmSFJk3I1rK7e1IyTYhId2ASoJE588ivmcVWVFu70R4bAGs1W1o62KvzkOY7U2ISS5BTEoZ4tNKlTWcjKOd5U01dZP6EjUQJjqwB2T56g14Z9BQvPbm3zBjxjxMnjwHL736Nn7ccxrmyhZhtzIPpk2lXrO8x8/W6XMeuBOchqrGRzh27ia27T+DygbOkFHTPtm8SoBtFCBRw8Z0MOG5h8mQ1ejspVWVEgk+1IzYLR+dmIPgqFQ5WMLKzjfKc+ciH8nBXXcipYxFECFDIcAonYVOqChxerHpkY2CLGlRwGf2WGB4ojCOi9e8cN3dD+637sr7cdPdH7Qik4m4uN/BNY8AMEY/M7dMRHyOLr91OxLnrypXGAGFh66xsEGSM+nPSeKwJ06dU7NVCBB7j17AoVNX5P65xWZp9kxNy4OHVxDOXvLEybPXcOjEJew9chZ7j54V1sIcMTrAyGL4O3Tw0MtijqDCnzEnTLnKFLA4LR3+GhYN7Y/FQ/vjy2Gv4OvRA4WhrJ30AdZMHIwVY9/FlyNex5KPB+CbMe9i2cwpmDrlM8ye9QVmzl6MmZ99hXmfr8TSeYvx7efz8cOcSdg0dShWfvQ61n78Dr4b9SHWjRyM7z+biMNbVuPCiX3wu3UNkRGBiNHswwmJ0cJKCCK87MhYWP4KjQoVULntHwBn56sSEllRYX8CVIwae3kaRHi9vMKKCpMNFRUcbEW2QuHegtzcUuTnl2mgUiGgwgZKk6UWTCiuo0tLAxaVXNyOGhnG1SohkxVVHVj93Q7ccPMHYzloJSZY5BRYkJ5llNHAZC/S9CgusDZhFWQrBBrel4d+WfWvqG561aPC/hT9ukozVhZeJcwzEqS0vBbFxhoph9FezFIGBXL2zZhs9eIKI6hQUGcZhQujHNQ+zG3IKKiQQWM5kb7w2fiCxLcowf5XuCXCfV+4rVFJxr4b+whbCd/2X4jc/gKidg1CqudBMQ6wAbKhlSDGFOMuaWYkS2PPSauW2cRddX2TCmHkTBVaspn03NR0X3akbKLjLp5ivAi/mtuIC6K+UPKsl3m4oKpDOYaEiehOL40lkK2wmY/CvXS/syFSLxFpJSvpGpf7EwT+Id3/3PmKvkCxmj978E8R83UhnvoE9Q1OAOXCzL+ju7H4GgQQe36nshRT/C8uqxW7LoGH1lcpWdZ0CDD1Pn/1NzktkxlxSst4JAshc7s4q4WMRyJMun+WjDVuGpQWoXox5H3SmxUptstgMdWNTu2D77HJ1oS84ioR5clUbDWdiEkuRFRiHuLSipCRbxYhnwGeTW2PxRWWU1wFS20LaiVJ4QEaWrth5CCptFKk5JiRU2iVzyxTFJo1xkAWGh6Vio9HTsOA1wZh6vTPJdYlNaMIza0dsNpr8e13u/DHZ/6KT+cvg6W6CW2dD9DKMdJtTHm+J/9na3UHvt10EJevB0gp6f2Px+PURQ/U8jMvjE2NRCZIOh4EFF5/GmAcr8sIak3/oy2XFt+gqFQERaZKB35qtkG0yvxiE2KSsqVUxYZG9rMQWFgS40HmQo2FqcW0BPsERCA2MRN5RRXSdc6SH5nOBRcPXHH1gbtPIK7c9JbyGHtSyERYKqOWQrtuYloRCqizZJeIPkO2wuPCVS9xlxGAqK3w4JwUHmxYFAZxTjGJAwSNo+fFYpyYVggG3+YVmODjH4mLV7xwSnOHMc6FzIWMhSWx3uOyaprUrMiKnajeFgINgYVnHmQzTos/fhVLPnpZOuZZ+lox7i2smTQIG6aMwPopo7Fx2jisnDgUS0a+ga+mj8UH4+bgtbHzMHHuckyY/RWGTvkSQ6Z+g5HTv8Ync77C7FnzsO6LOfh+9ngsGNQfs95+Dl+MeAdbvvkcF0/sg7/XNUSE3EZMdAhiYyOEqehgQkDRQUUxFrIWesHDERweijsBgfDw8JbZKSbTU6BSbu0BD4JIuQYmPYBissFktsNoUuyG9uP8fKYYG3uZShEbJCtEV7HZG3sApVdfYTmMzYNqImS5rQV7Dp7Bsq/XC9NQANEmukdkTJak+YpQL2yltwTWy1gIKpq7y2GmSg+QSMS61gD5VPwKvyTZeSZEJ+QhI9+ChNQyRMXnykRJUn/uIHWxnIuTOnpBpa75nvTWZOQyur4FFnMdQk4slORi/4194EtAEVDpFe3JVu5u/h1CtvxB5thH7xiIuGOzYSnMQ3MLNQJamxlxz36KB2i79zM44Cyv1A5LdSuM5jp5XpzNTj1CuYoeiUOMpTGCBeNYuIhSN5GGOAd9QNcKCCT6jl6cYtri7biQ915m0+K/UFxRKzts6gGMpuful4sKe1t676uzC4IAAUYxEAU6el/KPyWKvqFRzZ0nm+SmgGe6n8TlpYnsT/5eWpfZNc9IG/bsKADj4s6NAhdhvRTI18TXzjPLlUxb4P+Uz50H3x8R7Nsea2OcOZ5YaVVydmgo7LEDO0zapFVYWGPXL8gv4aakTsqhBCumDbD7vsxGBlIES00rmlmK6nwojDI504TYFAPiUotQbmsS4KWVPC23HOWVbTBaOQCMNvkaKQHTak72wA57L1+O3s2TtIfuR/+Nhz//bzx69H/AEt/iL1fjt7/6PUaNmwLG91AHovWXbKe5pROtrfekz8hobsSK1dsxf9Eq5JWY4eYdAecbd1DfykDNB4qpPAUqOsDo4OJ4XQeWnttaFBtlGTw8Nh1BUWkCLOFxmUjOLEZxmU36SpjfdSc0ThoUCSwEEwUqqo+F+WGMbHH3C5GyWHRSlpQcORuFQ8D4mAtXPSQJ+LyLu6QSk3noPSmXb/qAo389/SJFF6GbKyWrFEGRyXIf2nrZr3LNneGTvnLooMJIezqytuw8ovpUzlzFoVOXse+4szA8siCmAbA/JjAkAVeu+eD0+ZtS9iKo7Dt6rqckpustuqivelwUiEh5zAFMekBlweCXsGjIS1jy0QAsGz4QK8e9A7KU72eOw/czJ+GHmROxbvp4fDN+KJbMnIY/j5iL3w2fi7cnL8HYz1bg/XHz8MEnizBj/mpMm/0Vxn0yDwtnzsKP82fjuynDsXTiYOxYswiXTu2H/60bCLvjg9AgX0RFBkmToy7OOwJLYlIMeCgGE42ouEiERITLvHp3dy+UlBhhMrH8ZUGZySpHuZmDq9RRVmEV8BB2ooEJAYXXjWYb+HOD0Swz5/NZ9io2oaCQNmOVdlxWwYDJetTSUtzTq8IyWId2tIO2X4rAbPYa9MFoNbyrkd595eCKTy5CkcGutBWOGXYof5GpcKHQdRXag7mw/E+H0kOUa4qXeT/meTFGP6/AAs5bKSqpRkGRXRKPOS+eX+b0rArpJG9qVeUxMhXpZm++B7OdlttG1LXQrVUDJiBnxYTB+/sX4CezVvrCe11fEe3Zbe++ljbjvvD/gdEtv0PI1j8jfPsARO0ejFz/Y6LbCFNpEi4PCwAAIABJREFUuSed8oyzMZjrxYEVHpclfQ9cOGWR0xKIWc7hl5kiPEcMy2IpriPV8U2QcWQojqCi6yY8P7l4/zvgsAzG0kdiRok8Jz6GizZzthrpDtNKVfw9vSUy5dISO68AkWIWdma32Zphq2qTuTrKUaZiWMwc8NbQoZosOenxiU59TnVkWexnyTsrLqtXbOMeY1y0wWGavqQbGRS4qJHH+qLH8iKZIP+XMkv+CeODSnQmsDgewkzEfktti2WehxJ5QpdXUxu72K1i1a1veiDp2+zqj08rgqW2Q4awVdhaYKtpkU58DoUrNTXAWs1ZQgVSFiRTI4MqKquSEEsaJkKjssQFWF3POJwO0V+ot7RzjEHXL1LuDAyJwZYtezB06Gi8+bcPsW7TNhhM1ahvfwRLTQfqmD/W9YuU/bhZYSmXKQHUfPYdc5buf27sVm08gPMufgLY6jNF8wHdkHyM0hT5/lFbVO+f9jO5j/oM6u8vB9DxMhkSe2jCYtIFVDgPJTQmVV4z2UpRqVWaJCnssxfl5q0AGe4l+kpwFPx4yEx7Wo4j4RsULeU0BjBm5RtE+GcPDAGF4EIw0UtaBBcenLFy3sVDZrRw7j11sOwiMyLiM8UJdv6ypzAUDv8iuHDIF6NcmBVG4Z4AwbIU7ccEgMOnXbBt/2nRWbzvRok5gjbmuMRsnLvkhp37TgmgEFRYDqPW0stWdOaiwip1ZnKcWsvZazhyxgVHqaucvQanCf3/gGkDn8Xcd5/H4qEvYcXoN/Ht+MHYNG0sNs/+BN/PmIB1k8di7aThWPX5Z3hl4pf49aglGDhtJT6avQofTFqMOUs34ctFS7Fo5mdY/tlCrJ42ET/OnoA9C6Zjx1fzcGzbBlw7fwK+ntcR6O+B8ODbiIpUegoFegILASQpOVbAhICSlBSLxMQYJCTHICYxGuExEbhzNxAuV68jNi4RFms1jAQPshKtvFVu6gUWXiaIEEz0g9cJPEaCSwXH+xqQX2REQXE5CnguZCmsHKVlVlhsDaD43gsqFOxVgGQNU2RrlGjP2fT7DvyE06evoanlscw+ofZRUFyJuKQ8zQasrMU9DOU/DOTS2YkCFlqJNSCqpeDfDruI/WyAZG5Yq1iS+eUvMnDHUQODxOIzIK9TemY424RjhxlHwV2u/uViecxc3YIyc71ybrU+RG6RFXGppSg31SPmpxXwWcuxw7+Gjw4qa9kQ6QS31cpyTFAJ3vpnBG/9K8K2D0TiidkoLykUu2q+oRIlFTVi/aU43db1dxG2SyvqpN5fXdsq3f1cSLlrJ2PpYSeSRqt23LTsElS6aYXVei6ohbA3hCNyKTbTvUZwVTEmZBk/S0nIkckooHgssfNGawPS88rRLjNN6ARj0+U9FSGigRNFezlEH3kkugzBjkI9xwwwqZqRJnXNSvzlQkUdg+Uy1veLjJWoa1KJAPzbBIaeo4vayGOJHCksI3NqFy1FvX7lZOKCJuYEja0ogNHYG0tYMgWSegbfJ3W7DkI8O4IJwYNATgalpz4rUKHmoX7GzDWWvlKzymGr5ubjvpg6iow1IqZHp5QgKdsEay1DPu+hrb0bLR3sb7kPU3UzrLWt0GfNMCHBUFEvAZV3w7KRlmOGrbYZNfUs97aqOTzVbTjv7I6hwyfg1YGD8Mn0T3H6/BVwyiJ7gNh5/snkGfh4xETMX7oO/qFJaGhTbLahiTlz3WjpUqkJC7/cAOdrt7Ft5ymMmTQPXrfjxZzSTMYsGyi+HgUaumFFnfVBcjz3zv9RG677ok8RxMiSGJUfKmWwFARGpkiwZFRCJnIKK1BosCIls0i0E/aT0CrMCBcCi/fdCPhKtzl7N6JxK4Cx+IzVjwXnkjAuPiYpSxxjzje9JWqeji4XaiWeTCoOlH6S42ddxOlFCzIBjFEoBJeY5Dx43Y4EF/Uzl9xlFLGMLb6hMsIILGyilPkoF90EVDi8i5ZiAsCxs9dx3TMQKZnFKLfUICY+A0ePX8Kug6dx5LQL9h05jz2HzmD/sXOSIEJ9hWxF3GJiRVbRLwQS/SCg0BjgNPWNv2LCgD9h3Iu/wuRXfivg8vWwN7F29BBsmjoWP342BZs/nYpN08fh+7mz8Omc5XhlwlcYsWgbZqzaj2nLtmD+FyuxbN48rF+4BOumTMCGcR9ix8wx2D1/KrYv+wy7132Fi8cOwOvmZdzxc0d48B1Ehgcj1sHxpYNKckqcAEtyUixSkuOQlBKLhORYRMVHIjI6Bu6enjhy7DioqZjNlb2AYlYgIsChgYwOJmZLJfSDt5VLGcwmkyHzi8pQWEJQKUNhkRGFBQysNKHCWidfgid0FQq2dHMRUMhI6lirb8Tpc26YPnMx7BTOqYFwymN9FyJiMmGt5KwUpaXooKIDiH5m/wldXQQMzlaxV7WJE8xq5zCsVuXAqWqBpbJVZtbbKzk4rE1mj4fHZsn88fTsCkTEZsuXWgCJAFjfjfQsg0Spk+bzCyTll9JKia+XaJTWezBVNSM1twyWqlaUJMXDZ3N/+Ipo30esxhTwOczLcw1j8Z1w5/vfIGTLXxC27UWE73gZ0TsGIf3ORXkNXBTZN1JmbUB+aTUaW+/JMCv247AMItEgtJ1Kau4jSVUm6Om2Y9UAycVYgYpEtbCno/2RMDs6dCyVTTK/psJcL4nAtB2zLKQWceosbJLsXcwJTgSc9u5fUFBWieZ2ivhc4H8RcGJvjbJdKws2X0NTi1q02TvEnby5shV1TQ9RXF6LCnsrCJ6MbGcMC11nLDeWScNlkzj+uLjroNK76KvSFZ9bU/vPyC60ia2YpSz+fQkJbSbTa5f3g/frfaxDeUtzwKl4EvZlqDkz+nuowEQDDY0F9d7G29VIAXlcG1MNHokpIS2rQpxmXJApjCdlliE4OgeRiYVS0iLbozGisfmBGBhiUooRmVCAtJxyYZtMyCb7uxOajrS8SiRlmUSXkdk0MkWVYxK6wKFP+4+eQ0RMhsTp8L2gUaGsvArvDR2N/v1fwbJlKzF01CS88s4QhMVloLXtZzT1TBbtlM9PQkoBJk9fiu17ziKvtBLHz7rDLygJje20St+TMpsOGnx/9cv/f8/CdFq6JYIlJDIFgREpknMVFJkCzldh9DtBJyWrWPpbPG+HyxRH7zthoqsQRLzv0m5MnUWVwzjjnsDChN/0nFJEJ2cjIDwRVz1u4ydnNxknfNM7qCdMUs/+Yi8Le1r8Q+JAu3NargEcAsaZKWcve/SERLIERpsxS2Kcj6JPd2SsC0FlnwYs1Fl4+afLHohPzUe5pR6FJXbw+VEzOXr6KvYePoed+09iz+GfhLUQVMheDhw7j4MnL0lJTWcojsDitPKjIVj18VB8/eF7+OzNFzH5pd9j5ivPYPG7/bFq9PvYOHUMts6Zgm2fTsOWOdPw/cIFWDh3OT5fsRufrjuKxd+fwurNh7Bx0VJsnDQBP4x+H3unjcLemeOw5/PJOLhmMY5t/RZnD++B+zVnBN65hcjQIAmRjIuLRGx8hIj0OqikpMZDjuQ4pKYmyOWEpBjEJkQjKjoWAYGB2PLjj8jLLYTdVtNT0jJUKKeXzlp0lkIwsVirngCVCotdSmBFpRUCKMUGEwqLGUBp7HGDsabKWGwBFTILAopmDWbnuiphdaC4vAbXPAIxZNgkxMRlCOUmiNQ13peJiGxGJPvQH8uzDiY95zrGr7drQNIiNWZhJJp2Q3syAcJR2Offp2OH/Q95RXaJYs/WGiglzl1AhbH41cgtMItFll8m7s5t1R3IzqdhgRpHMyq4IFLvsDTAUt2IqEsb4LXaSezFt9b2UYDChsjVKhuMWkvg5j8jfGs/hG0fgOjtA5B8bhmKcovFNRQQkQ4esanFUuZj5pahgvNcaKn9R4+9mYs6XVkEPEbdcLFTuoFqKhTBvvNnqbGzaY9aDAFAolyoeUia7y/C5LigOZbCHEFFv0xrb01jF4qM1RLaWUtrtWSW0RqrRhxzgefzILCr97ELpRVNYrtlBAnfL0avFFEzaOiS58QvJDcRKnOKj9fYlgZsPcCggQSt0WRi9ppO5JVUoaH1sUTn0PHE16xYBNmI0pWeOIvgrubdsxQqJU2WcVrVIX0noqGpMc6qtKZek4CJw5waHVQoqNOUwOmmuQU2NDU/AsdDc+5KRp5ZQNVorhcTCP8mF2iWNiPi8xGVVILAiAyYKlvEqEHGlldciawiO+5GZsM/JANFZTXKcl7fIdoKNZOqxvvwC4rFqPHTsfGHXdKPwo701954Fx8PGw17ZRP2Hz6D3z7TD1t2HBCNjYDWJODQISVAvt9BYWlYtHI7cgxVMFrrsGrDAYTGpElagIy31sDk/wZUeF91fwJRl7gZswuMCIlMRlAEwSVRZtpTG+EArrwSC1JzSxEep7QSWoc9fIOk7MXSlz4+mJclvdg/HF63QyRSPy2nBBweFhyZiBued3DhqmfPFEjHQEnd8cUzQYo9NblF5RJqeftutPSf0JVFnYVuMF1nEbuxyy0pkxF8jp27hkOnr+DACWfsOXIOJ87fgPPNAIREZ6KovEoYGE0GvO/Rn65JZhjZiw4sOmM5cOIiCEzUap4GFqfdA8dgS/9h2PbmWGz7cALWvPc+FrzWD9Nf+h0WvvsiVo0YhI2TRmLHnMnYQtYydzK2LvgcS2fMxfQpCzB7/kosmLME6ydNwI4JQ3Fg2igcmjkOB2aNxd4Fk3H8++U4uft7XD5xGL4eNxEe4o+YiGDERIUiPiEacQmRqvSVFIOUFAUkOpgQXFLTEpCUHIe4hChERkUjJCwcP27djKDgYFhs1Up4N1lQWm4W1qKzE/3sCCo6uFRYKntBhYnGBhOKtOFf7FuhtZj9LLYqJdaLNVhrXORiTmDQD+4uGaO+79BZ7D/0E5pa2EilXGCG8npExuUIqPBx+mMZVSIhkTK3vkPYCHtUeKjFTEWZPPFFoC1You5ZG1Y7a1qNKRJz1DAfy7h7sgGWdOgE4894MGiSjWysJ0stvuWBRKqzVMYkXZbwuINktD5F2fLcbHj88LJYjMlM2GHvuYag0lc67KVvZePvELyNbKUfonb0R9zeYYj3voLETAPyDDWw1bIHQiuztLOU8EjyuPjcWbbhYscU2cq6DrHsEhS4eJJVEAQo1BJ0Kmycr0ImoqYusneCrrIWOpu0KHq+VrI9HVR0EOk99+obXDyprZirWqXznv09dMspZqEYDVkNNwZM82UyMEFdZsBTgGdfCkMlO7mwM/SRzXPK2ivPnSYAB6Fdv8zXpl+mCUEmXXb/Q4CdGg1Leh3CQBSQ6GWsJwBFi5wn6HDmDMtktGY/fdAJxcWdoMn3Spxsnaq3hP0lTzAVjeXwPSADycg2o6y8UcqS7Pmg5ZsWdOplecVWAXBqJOyLKbM2ITIxDwXGGmTk28CSGadmsjRJV2JBaQ3yDY0ycMtobVLp2w2cm8MZOp1w8w7GCy+9hqHDx8jngLPdX3j+rxg0eBgqrA0ICk3Gug274OEThFbax/m7tRHV1Fq4QWIDp4dfFHbuP4/I+DR8Ou9rjJnwGeKSC2UDotvoe4FCsVFusJ74fjmEsOr35ZmlzPpmzibqkEmHHNil54AxtTgsNl12+jlFFUjLZY5Yqsysv+F1R3b9BABHpqIzFgZD3vQKQFhUMtKzipGWVSThlOxfuejiKQ4wggrZCfUW3RnG6BYeBKfI2HRk55cjJbMEAWGJEuVC5xcZCsHkMpsjb/j1uMLIYhjtwnIZwWQf7canr+D4uZv4bst+nLhwAznFFhSU2SS/7PLN2+LoEmvykbPYfeiMaC6HTl6U5kmCin7oZTUCjNPhP4zC6Zem4sTAmTj+3qfY/u5YfP3mG1j43kuY1O83mPfWS1g96j38+MkIbJ0+AT/OmoCdc6dj99yZ2DJ7OlZPm4SN44dj/1QCyTgcnDUOh2epywcWzcDZnetx9tAueF65hNC7txEdEYi4qFDExoQjQbMQs9SVmhKPtNQEdaQlIC0tEanpiYqtpMQhITEGMXFxiIiOwvYd27F7z16UGE1KkGfpSxPiHcHE5FD26i1/2WCycGdfCQP7VRiLX8Y5LCoinw2Q1FeKDRZYKxt7GIoOIk+fCQ7ss3DzDsGMWYtRISN2uyS9mJ3ekbHZqLA0yCKlxHplJZbek9ouVd6yNStAYQ9MPROFexOG+cGWurBj7VfEWgqKD8SiSwbDXTVFRjqwaNu1U4uRxZaCI6ltlVoo2EPSQttvt+pj4WLS9lAGI1U1dsJqa0exyYzwK5vhvpLivJP0qQigrOqjbltFFtMXgVufQei2PyF0OzPB3kD8+RVoqK5CBzua26mX3FdZS+1ctH8GB3RxYSJAtLZz0euElbV2JitT32jibv+RGgrV/Ys8L4IKHVVkNEZLnZTVyFi4YHJRZ6ozp0rKovy0huFQAuOC3vWAAnEjzNXtKCitRFPHY9TJrv6+lAjJMCi8k7UQ/Pg8Of+G81HYLMlhYErfocWZzX2qS72LlmfpCSFD6WUpOpDoYCJ6iOge1EYeSU4We1SyC8yyIeD7RScVnwfPBF5uBPg+CdtlEoNE0qhudw4+I0iwpEiwJAvjQbDh4DT+nEnA/AzJ/TrZjd9bKtPLZny9ZCaN4jS7h+S0MmFR7HCvbmwXYOJQK8akFFU0SGOrau7tQlRiIRIy2BhYgpjEQik7Nbbyf/MAZaZ6hMflIjKxBNFJxTCYG2Szw++Bzd6KguIqLPvmO/Tr/wamzFyIIcPG4Y9/fBaLl62WUcccdMbSGJsB127aLVbcSjZTxmXg0LELyMk3CSPha3e/FYYPPh6Hs85u8A1OxZrNxxCdYZDXy82SGgfRO7hOmV/+/br+3XsSWPgdZJmzA6lZhQIqBBQFLgkIjUqRaY5kMxk5JTLl0ScwUoR39p8wG4ylMDZG8qwfHr7B0k0fGBIrpTQ+Njo+HZxTcsHFE5eu+wio6IxFF/OpvXAq5E3PQASEJiI9zyhNmuGxmXD3DhHHFwMgqanQakxwoN7Cy5w2SRZCreXUhZuq2fGMC7bsOirN3De9Q6S8RmChXuTuEyy/j2GUBJWdB0+JAUBnKgdPOmP/8YvgmayFh9O+PkNwtN94nHl5Gk68NgW73x+LTSOGY+PEjzDj1efwt9/2xdTXX8DqEe9j0/iP8eP00dg55xMcWjALRxbOwb55M7D/s6k4NHsiDs8ch8Ozx+Hg7LHYNWM0Di37HOf2bMGNC6cRFnBbwCQuKgzx0eGIi41AQnwURDshQ0lRrCQtPRFpGYngOT0jSc5kLInJ8YhJiEFETBSuX3dDYGCYiPSiq2iuLr30RQAhcFCU15kKWYo6qK+o29nDQmtxeYVqmixhGay0AgWceV9qhq2ySTnAWH76H5gKRXlGXsSlFGDuvG/g4xsmycVc6Bmrkp2n4uq5Y6qu6ZI0YwGBOpXrpTMUnslk9PICP9TcTf1PB+v+qvb/QJonWT5jHZkaBmNJuBPU57TUNz5AaoZBGIyECLbSOaRys8hQTLYWFBiYcFwNQwWdPW2wFGTCZ/N78FjpBLe1feGx+tfwXOMEz1V94ba8D7wZNLnp1wje+geEbf8TIra/hJh9w1GRHiUNh/z9LdxV8qzFtxMw0vM4K6UTHV2Mur+PCnujzDkh22BzIIV7dpOzDEYg4a5WOrurWuRc09QtXfvcgdOmyl10r57y7yyBC7rSaX4WZkMXE2er839G3YelGO6q+XzZj8L769oMo3fIoHRQ4PMnw9AdabwsjEMDF9UL8lgSex0Zhs46/uO56xfY6zplHDW1Gb4esjoCpbmqWV6jzNdp6Ba2aa1tkwFnfL8IHnQ7caNDPS+/2I5iYzVqmzokV4zsgjtsgq8OILR7U8PSdSwu/soxxfvyM9ct+kpKVpkAFPWqohK72MITMo0Iic1BarYRJkuTuA8ZHpqeb0N8mhHmKg6xa5IcNn7OmBwdn1qKuFSD6DMl5bVKE6xqhdnWBHtVOzKzjdix6yimzZyH6TPmY+fe4yg1VaFZIlseoa37f+HUBXc88/xLeHPQEEya/ikGvPoWBrzyDn46d10qA8LAWx7g9Lkb+Pb7fcg31CI8qRArNuxHUmapmu/DtAcHhyW/Z47XedkRaBxBRb/MjRjfz+TMQpkCyTkiTCtmenFIVIokDmfmliIjrxQxybmifzB+5brnnR4g0QHFOyBKIl3YDEqrdWBoHFIyC5BTWIa4pBz4BERrNuFbAk56+YuuMGov7FPhDHsCDDWaxIwiSQePjMuAh28YfnL2wPFz14S1ULS/4saU49s4dVElDZ+74oGzl91l7oo0MP50TSUZn3LBOZdbElWTX2qVccu3bocra7KWG7bv6DnsOXJWNBkyFYKKfvC6094+g3HgN8Nw4i8TsHvAMOwcMRLbJo3B9kkjsPSDN9D/V33wQp8+GPH8s5j3Vn+sHfk3/Dh9BPbMHo9D8ybj8OdTcWDuZOybNRb7ZozGzinDsHHih9g4fTRO/fAtbl0+h/AAX8RHEkzCEE+GEhcpgJKYEC0lL4IGWQpLXQIkmUlIzUhEemYyMjKTFbCkJSA2MQbh0dFwc/NCVEQsrJZqmMxVIrxXmKzi8tK1FCXI/ydQIbjYYbXxsXbJCasw2QVYSsvMT4AKRWFpftTi6FlycGQqBAFO8ePMCX5xr93wxqZNO0Frpg4ctP1GxeYIk9DLVXqHPM+OoCJAxCRh1vq1Q/+ws7zD27iT4i6a2oIAS/PDngZKMhWWCGoaVe8Ed4T8wjHugiGT/FIzGoQRKmWmRtCBVMJQShsdOmQvD9AiwMSFphupt07B8xuGSvaFJ481TvBY1Qduy3lm9z21lV8hbOufELHjRURufw3JV9bLjo5g0sxsK+6CZVFTdmKWnXIKzWq8cOdDaZxjNz2ZjCz+snDru33Gvz9W5UNdi9K+/Hz9FN7ZUKgL4gIgT5We9NsEGPiz7l/EOceIEsbjM3+L7yMXcZZU+Lu44FLvIqDrQMCSEQ9eZ38NDwKHfhsv94DKU1qI/jt41n+POnNg1kNhWYzVYRNrdSPzzlpVzhdF9s6fBTyEYbAJsf2hmBRoZycA0TrOBZj/Z7FmN9M9xnEA96UkyFKZI6CoNGDFVhS4qMcSTPRFlp8hNgCmZRnEhMCNCv9uZGIuCsrqEZNcDM7NYRmXJc7a5m6k5BgREJ6KiPhcFBnZ4NmGxrZuYSb5JZUot3Hz0CZgYiivBV+vxdYEa2ULbDyqmqVs3EZ338N/CetmA+/ZCx6YPH0e+vUfgJdfew3PvzgAS5atQlZumRhbuODze8H/IR15ew5fwmcL1+CGx12MmTgLn3+1BdkllWIW4ZiGugbNkq8PwHvqe6b/Ph1I5DunaSzcGPJ9qmnslH4bGTccFtfDWNhDEhGditRsNo6ylycPQRHJuOmlhm1RBNfLX17+irGwOfKWX4gcd4KiEZ+UDWaNxSbn4k5YgoAG56uw5MUSGEGFQELh/oqrr5TJmGDs6Rcm81ToDItPLYRfYKzMZCEbYdnrqnuAAIvzDT8Z9KXPbWGpTJ9XzzIXGQgB4uwVT3jfiQKHruUXWxERnY4r131x4qdrMqqYGsuO/aew+zA78c/LY3SAcTr+l4m48OoMHH5tErYPHoOd40dh79QJ2DVpNFYPG4R3/vQbvNDXCe88+3tMfec1LBr1Ab4Z/yFWjhuMteM+wPqJg7F+0lCsHfs+vhn+NpaNeAfr5kzA2d1bEOjlivjwICREhyIhNgKJGphQoE+mhqKL8tROHEAlPSsZaZlJ4DkjO0XOqRkJSEiNR1RcLHx9vOF89hwsJptYiyvMlTCZe+3DwlTo8NJu62UpVQImVps6835kKwQXAgtzxFgKKykzic5iZq8K+1Se0lF0gZ1fQn7QqKNwV+bjH46pM+ZLbEt9432ZjUJxNzGlSGrn/KDW1HahlonDWjwL3V3UUXim/kFgqazmnHtlwWSaMXeh+n30+3MB4SxzNqvp81p4mQ1snO1CNsCdb1MrnUX3wFDEwNBUFJXWoNzUJDpKHUthWngfM8PYz6JKY11o6HgAe7kJvts/gtcKJdB7rlKgwrKYq9zWB5xjH7L5D4ja8SIitr2KiL3DYclJFjBobGGDoQr6U4LxQ1kk+cGnOUBpK6rMI6UiCtgOoZPCAlhW0jrnBSD0LnUHVkEgoA6izuoy7/sk2PB2DspSzjA+Hzr30nKM4nSibqMYAfUuuq8UgOigoQODzkAIgLzcc7vWva7/3PGs3+dJQFG/X/8ZAS09txy5JTbpDmf5i6DBjQwZGQV4ggf/X2xONFTQhdakZtqwnMnof7KOlvvyOrgYcsEnoDsyFQKJAJHGVvgYcehpoCILNDvLOx4iM7cCNH9Qp+PnvLSiBonppbgbno70PLN85glmZDosuwXHZCDXUIfoxAJZ2GgFruOUT8b4NHaLdlZQbENUXA5ik/JRYW6Q6adme72yMje1Sw+Hs4sX5s9fgVcHvonnnuuHMaMn4uiRc/jxx/147fX38eU36+W7ouzPqjmY30UCC5n3pi0HMXz0DIRHpyEoKhc7D19EnqFSvY5GlfZNQOTMIn3TxtetHzqgPH3mz3kbGYsEUCZmCBtRpbBE3AnlZMgEmeGekJ6PjHyjlJJoBb7pzdHA/mq2ijbLXhfxvW6HwtMvRMR9ggxHHXOeC9OSOQ/+mru/zC8hO2EJTNdZpJfFVYEENRQX99tiUsgpMiMrrxzBkckS30ImQrbCCBgejHS5eFUNA+sZ+MW5LBfdcOL8dbEdM9rl8OmruOYZiPRco7Dj2MQcXHP1x5nzrgIs7GXZefC0lM3oJNPZitOhN6fj+HtTsGngYGwdNhL7J4/D3hkTsWPqGKwY8R5GvPQnfNDvD5g69F1s+nopDm3/EYd+3IQfly/G+gUzsWr2eKyYMQ6bFszC3rVf49LRvbjt5oKo4ABER4YhLioW1SCVAAAgAElEQVQciRo7SYyPEh2FjY5JjqBCPSWtt+QloKKBCS+nZydLSSwxLR4xSbHgnPsTB3chLSkBNnsNKix0dylQcSx3mazK+WWvrMWTR41cJ1thn4vZSlCyo9xk17LELCgps6DCUqOYCoFF4lJ6mQqvU5DnGx4YlizlI9Y0V67biisut9AqAm+7lE9KymqRkFoqs9w55IusgKUxAgjBQgGGcn2xu5igogMMO+511sMza/ziDKulwE03TbuUhSjiM12WLiRbDa3OzSgqq0N+UbUAGq3NzBIiY6FQzB2rlD1aVc2+poGA1ia9E5zZba1qlB19su9p+K5g+asPbq3qKwzFfZUTXFf2gduqPvBZ3wd3f+gDRrdE7XgVcTv+hlzXLWCvQLO2qFHMZmmOeg8ZCXUUllAY39HWzqZHxUzkrDXzyRwPTacgA5AMsKc0EgUijKB/LMyN2oOkGcsOnk4qFcBIwCGYcESw9LQwGZnJvQ/+W5xcEgUvpSRanlm+UtMdueDrwOEIEvpt+s8p6PMyM8qEEXWRXSiTAt9rHZjIGHXWIJephUi/yAN5PFMHopLyUU+m1NAuYEenGxkobbl0YHFxJ0hwE0MrOIM3KcRLmZQLnqbBUWui2UBNEuUiqEqrfCx7TJgLJ2fOvGHJtKm3HMTLsiOv70JCciGKS2uFofNzWVBahYj4PMSmloJ29uKyamG/ZI60VEclFYj9ODmzHOGxeeKSayBTrqhGWpYRSWmlSMupkLlDJYYaWCubJGuPzz8nrwLTZ36BPz/3EoYMGY6N3+9GUGi8zJC/9+hfol0GhMSDw8Y46oBR+Uya5phsZX5pl/4Ui60V2/f8hGseITDZ23HklCu+Xr0VJeYaYeOcJ8RNnRpn/e9lr38DF03j1EGmoZEA1g1rdZN03bOTnvoKx+v6B8drQJMkJbCM/DIQYIKjkmU2ChsdVSBlr9WYsfRkMdRcXL3vSkx9WEwKsvJKkcHo/ehUSTPmYCyWrJRwH4hrBAn2tsjhB+ebfnC9FSQZY7mF5cgvscjzY9IxgeXMJTeQqRBUKOjTLUamwgmRPFNnOXnBVUCFwvvhMzyu4eRFV4TGpklUTHJGMXzvROK8s5vkgxFMGKyrGMs5KYk5bXzpQ2x4/X3sGD0C+6dPwt6p47CPNuJPRmLR8Lcw+YMBmD3qA3z7xTyc2LsbF0+fxJWzZ3D1/FncdL4ItyvO8Lx2BX6ergjw8RIxPjw4ADHsQ4kMQRxLXnGRclBDoXWYR2JyrDQ7JtM6rOspLH9RSyGQOLAUYSsZyUhKSxRQiYoKxtmjO3Dd+bQI7myENFvsPbZhMhMChtlWDau9BpVVdU+BigIZi60Ghgqb/I5y0WBoNeZhk3wwg9Gmlb8YpUIxnKDSJgsXv+QsQSxbsRmHT16RzvWqhm6pna5btx0NDSxHcJHj/bsQGZsLe01LD/2m0KmXvggqUkpr6JBSmuyIpHmLX3b2BdCZ49gRrAR5MhWOy2W2FZN6TbZmFBoqkVtsQ6GhGuXWRil10aFG2yiFxrRMgyTmKmZyTxZ7liXIdlRNnTs2OsdaZOdmN5UjePvH8FzpBC8pg/VRwLKCZbA+chs78O9u/j3Ct/WTEljswZEwF+dICYYlOLFgN7Sj3N4sDYRN7VxA2MVdj/buJ7u/KWALiGhAImK4ZqNVCzYZgsrG4k6epbMKOxfXNthqO1BmoeW3VoZqUaMh4CjGohhKLzgQaB7Lz3OL7bIzZzSLDgq993uSkfQwC4eudZ2B8Lmz0Y8uPLJE6kUsG8ljeNZKUars9KS2QbBhJltmvhk5RVZJfCZLYamFfTn8LLFnpqGRjEQ9lr0kJmt9z3XeTpDifViSJZiTSZCNECRYzuX/Q3+8mDU00wc3SSzt6mcp89a2i7MwJj5PPuu2ymYZRZCeY4R/SCri0jhrJFfKqtwwcONAyzWTs7mhoYifWWATBxk/A5wb5B+ahuDoLJkZUmKshsnWAHtVM+rqO9FQfw8+PhFw9QiUQWAEU5Y3mf7g4eGH77fswtLl6zBn4ddYvHy97N7zSmxoaH4kjI32fz5/ll1LS6vxw5bDOHr6Ji5fu43BQ8fg2x/2gC40DqhjKYybO36P9bKfDiZPnx1/TmCR76cwlvvynoZGJ2v5X7GitXAipHdAmABNVGIm0vMMSEgvAJOPCRx0fjEXTGcqPTZj/3A1xMs3BD4BkQiPTkFmTimy8soQGZcGhlSeusA58TcEWHQBn4yFmgvBhb+b3fUEt7ScUuQWmRCVmCM6C7vqdx04jfNXPHHlxm04X/MD+1jIVtiB/xNLYRxRfO56j/C+9whj9I+KAO99NxpJmSViRggOjcOlq7dw/NwNuS9BZdehM1IKc9o6fiwOfzodh+dNwYE547B/5ljsnjYa340fioXD3sYXEz/C+qXzce7wfrhevoQbLpfh5uICzxvX4O12A34errjt7QF/H08E3L6F4MDbiAy5i5iIEMRGhyGOLIVgorEUPYJFuuaTY6UElq6xFLIVaioZOanIzElFVm6anHk5IytFQCUuOV76Wk4e2oF9279HmdEEq60GJosuxKuzgIq9F1TIaJ5kK7WwV9WJHmO2Vin3mJTM7Cg1mntsxlVVTfKB507oyS9dh4AF50FTdOQXnHX6iIRsjJ84GxmZpbJIMDqfizVnnHBeCsMdCVCsIzMskIDCDzc/rNyt6WfZebIJTRuApRYHljIYdf5Q0oXZkFdsrEd2fhWyCyulMY+DpKqbu1BR2YzsIqsMUAqP5TS7Zgl5zC00S+mECyF3qLLwtD2Ukomai85elm7ZPdZIHMhDZNw9D68VfRWwrNHYioCKE9xXOIn12H/TrxC85RlEbH8RkbveRobHdthrm2XGCgVjuo+4MOYUcgwxLaldSEgrQbPWIa4Wa5aT1CKuswGeyQD4856Fvvux7Fo5rEyiYWg8aL8PDtWi2E43m5nGhzruKNWgKQJRz+OldKWu0+1Ftkcwbu/+pwIsJvBqcTH/CUT02/geEgzUYq7YBjcdnDvOMQDcUPA95v114NHvry/s+mPlevt9VNa3y1hqmb/SxvgTtdirUpb6W9JX0v5ISpj26hbJWlP/SwUg3CCwF4mRKoWlVfIcCDZksyWGagEa3p+fKf0zp4MJNzdkwmLy4CansVvm9cQl5YuhghsQghz7hjhGmAnQ1F/ISvnZ5f+VTaHUWPyCkxCZkC+BpTK7x9aEwIg0JGeVy+cgIDRNmI+hgn1DHaita1ebKHECKjNJSGgcRowchz//pR/6/XUAnn2uH2Z9vgjLVv+AgYNGYMjISfALiEQNxzswvohiPLWelgcoLLHi8yUrMWHyXGTkloHOpj3HnGGubkM9/wb1uf8g3juCig4ofH946Nf1+/D94+sPCCGQqI55ZoLpAZMU8YOjkpCYkY/4tAIpT5GVcPGnRkKQ0VkKGQuv6weBhQJ+cnoBkjMKERbLYWHhopWQsRBIdKsx2Yuut6hASj943Q5HXGqB2ISp79wOihVGQtZy2dVPxjtf0SzHLF2RpZy94iVDvxjtQsvx+i178d2WvQIYFOfJdvh7S4xVouEwrv/YOVfpeyFrob7itH/uDBz4bDr2z56EvdPGYMcnw7BuzHtYMPR1fDVlOHat+wouP52E542r8HS9Di+3G/B2d4Wvl7sAiQ4mQQG+CL7rh7CQAERFBAtDocOLLCUhQbETYSiMYNFZSkqciPAZ6UkCJunpScjMSukBFQGT7BRkaSCTkpGEOOlZicUV53Pw9vIUQLGIRbgXVAgoZCeWyhrpZdHBhMDCn/HgZR4c4GU228UZRrGfGotkihnNKCmtgK2yFvVasKP+wXI8y4dL+yCL994nFMNGTsbJU1cEAKjJcNYISxcxCflSJ6cuQpbCMwFGXD9CsRW48MvJ+jAXEh5kKRTq2W1PmyYXikJDrcwKYRe8RLg0tKOOlLxGzTHJK66Gq08EIhLykV9ml0WYpQIODiNbYZmHC5ksRu0PZRiRydaoRN82Oqw6pbRQ19gGu8WOu3tGwfUbJxHsKdK7rySg9JHj1lrmhPWB/w+/RvD2PyJ8xwDEHpmEkrwcWXgYhU89gDtvxrXQtdTW/RjZhVa5zuZIFR9C8FBRJCq6RLfe9rIFAkNlbQv4XBmPT31AaQ5cJLioPpKmSAt31bWd6Oz+l5S8/h1UlHOLug3F+8KyKlk0qbsw0p1TD3XwcDzr4MDbCBC9izk705UxgQsuQZ0lKtq6lTWYQZuOAnkvU3kSYB4KWMQm5MpnhouW+hwo1kFthZ85lqIYi6I2G6qUyefCshtjfRJTipFbQF2xUTYO/B18DD93fAwPfs74u/h5FjAR7VAlQtCWTnbD5j/qYmQVKRnFAhr2mmZYqhpgrmyQBIecQpPMqleaHhtCOxCTUgA2v+aV1sL3brx8VsvYtW2sQlJGKfyDU3AnJB2BYakoM9WhpoH9Xy1SCeBz4WYqr6gc7w/+CM88+zyOnXLGlq2HMOCVtzF3wdcw2lrgE5iAdz8chveHjhBXIV8LEy0EiOvbRV9i0sTa7/YjPbscRks99h+/hB0HTssGkGOsdVBxBAwdOPTb5Pc6gg/HTzAtWitjs5pgKK/C3dB4EeL9Q8hY1KGDS1BkopTBEtILER6XIb0rZBYEAx1Y9DIYHWJedyKEtdzyD8fdkDjEJuUgKZPAkiaPJXDoLjBVDlMivs5YrtxUZS53n1BhSIzvT0ovQlB4Mlxu+gs40GrM3DCWw9gRf8bZHedcOJfFU8pjtCVzVgrBhNoJgYcNk9RnkjNLUFHZiJTsYplQybiYwxT6OaRrx4yx2DFtDLaM/xjrhr+LpYMHYuHwd7Duixk4c3AHvN1c4OPlCm8vN/h6u+OOLxmJl7ASMpO7/t4IDvBDaJA/wkMCEBkeiBiWvWJU2UsHFJXnpQCFUSy6SE92QlChyysjIxlZWanIJEPRWApLXwQXHskZiYhPSUB8UiL8bt9BRk4hrPY6EFRYvqI2Qk2FoFFVXQ9rZS0qzDZhKHoJjD/Ty2O8TLcYr9tsyhVGwZ+38aBFmfepb2RzHctfegz9v5/rOJmwQc1qd/e4izlzloijiG6T+nrOle9CVEweysy1Pb0p3L3x9xJUWPrgAkIw0evbBJFyUyOKS6tRUFyNYkOt2H+r6un6UY15NQ33pATGjnt5LNlNyz3RE2JTChAYmS67waw8kzAt9rxwMiUXXS7kaoesGuWs1c3CKFTNXWVA1dW1ob71HtJDXeC6/NfCTAgqHtKzogML3WEq0iXwh98gfNvziNz9DrLu/iR1b9pL+fqpAdQ291pcWdpJziiR18L5HHw+TM9l+Uui27XphbLwa8I4BWSDqV5AiY+hY407z1ITJz62C1iyK56x7nS6UVdRgPIkU5GudpbGaAvu5ryOB8jOr0AzR+EyJdmhvMXLjmCiX3ZkHTpgkBEwpLLEVIvo5EKJKaFWwgWaj3N8jCOY9Fxu1ed6NCM+pUQy1Pg5sVcy/bpZ/m+M62EZq4mJulopTAc3skyyT7OlWcZNkwXTbs7H0lXGz4hiKMrtRfat63q8Hx2JZCe0UtM+y88iF1U+LiO/HJwpwn4iAjs/L+FiMS4XR5h/aDJMVa2y+Sk21iImpRB+oclw84tGWGyeMGlzVZMM4+K0yLDobCSm0kVGq72KM+LzoY2ZYBYelYEBr/wNQz8eCRut1OYGfPXNevz5uf5Yt3GbjOAeNXYS+r88ENEJuZKQTZBQoMLk6E6ZfxOfUIC5n6/A5Su34OMXhtffGor9Ry6C3x0Cgv7ddgQT/buu3/YEsNQrTaa2nqB0T33vmxnnYsXt4Dj43I2U1GKyFH2IF0GGuktsSg6Ss4qlI56Bk47AQnDpsRzf4SRJ1dtCZ9ftwGgJoaR4H5mQJcBCtsO5J9RadHcYAUYHFrIRZ5bavINk8Bg1q8zsMoRFpeGGRyBOX3QXZ5iLG7WZO7hw3Qfnr/pIf4toLFqEPgGH/ScMpDzAeJYzV2Q0cUxSDirsDcLCyLb4GA74cvpyzFtYMvxNLBs1CKunjsbuVctw+fhh+HneEObB6YwEDp51NhIc5A8eBJKw4DuICA5AZOhdRIQHITo6TOakMCRSTx5mMGRSYoxkeaU6aijsSdH6UQRUMpORSWYioKKARGcrPKeyBJaehPjkRPj6ByExNUtmMSiRndqIYhwEArIQdtwTZMhUCDI8CC5kH3ZqLZW1ItDbbDUS+WK3V8FqtcNsUiGUAjiWKnED6R8q/cMmwiApuwPYyAewsQvFpQ2YO3cpwiKTxeLL29mAxXDHuJRimR7JLzDnrPAgIHCMK0s23LUVllbKwd1hhbURlTX8chNwuDNW4YUsVTW2sp+hAyVl9Sgprxd3CwMCOTkxs8CM9DwTohJyxT5MXaWW3cFN3QJqmTkGiadv5SLGzndtYh7DJnlIVL2lHubKZpCtVFdWIejgZHh+7QSPNX3guepXClg0bcVjZV/RV/w3/AqhW/6A8F0DEXdyPqxGIyobOsRMwOFJtJkStKirEBSKy6rESsuJjGQHbHiT94J2UykNctATAUGBAoXvCkuj6BY0JnBXzlIGm+QIIiyxETD5XlGcJ0BQnNcfT6YjoKAxEd0cwL9vMNeJcC+P00BFB5D/r3MPoGjOKjYeknFxYmReKV9ftTwvJd7/Z7aig0IT3582hlT+LOnTHDPN398kTZoqFUHdV7FMdpjrj1UaiXInsfzDzygtu2JRpnlBmyvClGN2iZP9KrchHYZqg8PH8DMu2qGUo7RmXDqfWu4hKa0AxYZKmc/DyY98bb7ByfANSoKXf7wKJrU2iquL7C8py4CsIgv8QxOQmFYsfUf8W2TudCMGRXE2SaJ8DtTfJLsjg29DuakOXyxZhf6vvI3zLm6ob70vQ6s4kvjFFwfiwyEf44V+L+LHnftRT5ehZKjdk3I1c/moW9LJ19b+GGGhyZgxbRFmzVyMiOhs7DpwCZdu3EV1A/UVAotmNXZgJPp3W77XDrer775qSOW6QNMNwaWh6YHYb/2Y88XBXVocPtkKQyYJMAQa6ixJmUWI0mbYEwR46IyFCzR1llsOwEL9hAezv1KyaVfOl3BLlrxOnLsqWstVN39xhrEkdtWdgPL/UvbewXFf95YnSPnNzryd2dnZNzO1NVO7O36vbEmWLNt69rOsQIlBJEUqMydFy8qycqAoUqSYMwkSDCABEDk20GjknHPOGQSjku23s7VVW/vP2fp8b1+gpac3NfvHrV+jATSARvc993zP+Z4vzY6xOhJ9UecupislPSRm2NQ1diovVK1zFzONkVDSOnwqXkfOwGDOmsaCDRmthbn2dN/vPHB6No2Yrnmsx9yPjbq6sVtFFS1KzS7RkVOXFLVz64c6uGObTu7fq3PRx5QYd04piReUlHhRyclxyki9ZOACoGSmXjIQycpMUXZWqrjmZKUqNzvNrdzMH4yzN6dXGEysa77c9aRYf0pFkbEUyl4sSl2Ayg+typpylVWVqLC0SAnJacoJFmpwZMKYhtmC+4cMTAAVX/LyABMJKva5wTENDY2HWcqohocR70fU3zdsCzACVGiuHLEmuDlBjzfdP3mhhV90nLSyA1VatORxvf3eZ7apeUAaGL6ulIxKs/dSxsI5U13Xq5q6Poutb+scE4O3KFMgwvNijfw5nMCsKW5w2gRRy+3qn7KMJpxg1kl9/VuLVm/rGTW94lq474KTJ/Vuas4MFKusIZX2mqXXWie3dcF/a6I3QnFzx4h1QBPB0TM8o4mZr1Wbe0HntvxI5yh7PTPfdddvnmdlMUpjWI3jaIp8OUoZb/0bBd6/TY055yxV9hqpxLh1LPYCJ5jrHsceW17TaWKunX6xWI9eC4vd31jaMwO9HONwZTAsrtT1KXvxnFBWsyRnTrgzZGYRo+IGUuE2Y0WCyvdZiH1803WlV9Z1WrAjXx/JUP57QcUYB9bfK1/ZiXzqKnM+6BtxjameqXgg8AzFfwzLmF0zX6uiptNYBpqFYyHfB5G5BlnPQGBFjpF8LUo89Kzw81kcKtzpHHbgkrBhBrzO+B7/Nbxm3de6Epn/mA0Va2n3AEnNZKfdUEv3sAV1NnSM6GJy0BolB0awrV8WuldFTZuVz4YnrtlkxdGJGdvsORzEpxbqUmaJ4lLy1dkzpNFxBuA5IGSjZ3Limg0v6j/9Hz/TY0+u06WUbCsF3b9whR5+5EkTyEcvf6OSmg59vOOI4pPyzIjCJm/9YBPub4O9XojL0Kbn3lVV45D6x2/q2ZfeFZoCfTaYPihTj4+7qgTPh3+fzx0k5973kfeZiSc8rZWfW9vYrbjkbFt+zoorg83NXCHehYZFWAeuMYAAtkHSMaDil2cr3I+VmI8R/JntUlHTouxgmc7Gp2n3oWjtPXLKBn/RbHn6giuH0Y8CowFYos8mmXOrsLTe9N3CknpdvJRjjZKUtRDo6WshbZigSUYUc/XAwucBFMqHr77zqQn0Ow+e0aHTycoprFNT16hNzYw6GxOj2LNndOFcjC7ExighIVZJly4qJQkQSVR2mJGkhfWSbIAkkK4AKyfdgiFzAxlhhuJi7P04YC/Kl5TMxbAgytsKd8sjzBuY1JSpGmCpKVNNfYWByneu9TCXCpUDKmVFSsvKVbCw1EpclK+IaaEEFgkogIfXUQCVkdHJWbYyPDwhln394IhGRwGZUcFaeDxAhdXTO2SWRt5gHhz8Cypyw/cvQr6GF1Z2oEwPLV5hIMH3ujftn5RF6mthg2qaetXUTuPmtPoGEEfdsC40D2rKfL3lDtGJP84mS2nNzR5xGymR+GyoaB80vP3F9SNcdSNVyf+aYUOz0ankgbkIDx4X5wux+JW1vS6o76rrhwCwGLzU2j1h5aT+octuzO/IVWvKGxycUPLWB3V2Q5TiNsNWohS7JUrnARlAZUOULjxzixKen6fUV/7KAifz9j6t0SHCF6+rjxTm0RkbGdvQNmj6B8I6NtVgcYNlcV29jkXYTX7kb4K1cZL0m7wT8mEejAp2wr67zzESZx2mG///J6hgBPjS5XxV1TOtEp3HNTxyBQwiP/b3eZbiwYEr9w2Nz1jNGfC0SZthlmiW3rCNNxIk+D4HJq4kyeeIXh8eu6Gi0iaNjjuWAuP1G7y91sKd4f4+Dx4ABI/Hlc2VRkOAmCZDtDyAmlEHlAkBZV4X9pr7HpjY6z5cAuNnAFg4tpjf3j82o9HpqxqbvqK2nhElpBUot6hZGXm1ZlYYm6ScBuugpHVdjMUtLms2uzxMgkNBSXWbyuq6VNXUFzbCuNc/7wFMAfx8AjujYy5p+Yo1+mTbPl396v82dktMS/TpBC1f+ZT+3X/497rlX/1L/fTnv1F9S68B+ThlZ7NVM9OF4WPf6lB0sl58bZuNQKAU9l/+7ucmfI+F8/SsVB1xaIwEFv8ccR/vSX5HroCK2f1tRDiHzy/NtXXhUuZ3Rg3T+Y4zjEUeGKf8/NJ6sx6n55aaIwytBEYCqHjmApCgt+AYA1y4nZxZoLLKJmsCJYqfr9l75LQ+3XVQAEn0+ZTv9LMALD62hYmP+YU1qqnvVEFxvZLSQsZK0EQMWA7F6MCJCzoUHWf6CiADK9l18PRsdP7Hnx80nWX7/tPaefiCDp1KVEFFiw3Dizp35qQunotRckKcUhMvKSMlWdnpqcpKT1FGerIys1KUnZ2mzMxkBQIZCuS6lRfMEisYzLYIez8XhZLXbNkrLMp72zBgYvpJRbH1nVDymmUogEltuWrqyr8DKgCLW+WqDoNKUWmBMrLzFBufpB7TQ5xOQl+KBxGuVgLj84OjBiYeVIy1DI9reASr8agoe42MjBlb8d/fZ70vwwYqzFbhxe21Dv9C8y+yuSuW4JvWTNbcPqKf3H6XktMKbPMbm7hi30/XdH5pi2VtsYlbPXvEnczoe+Gx3UnTlbvMLUb9fDrc9xFuJiTiBECh2Qs9gF4FNiwiUbCQIg4jWvNGcmNdmZvBFEG3KXF/WU2HlWXQKcamOOV/qbbecbX0jDkQGb1mjIhSRScd0RM3VZufopiN/9LiWy5snq8LYWA5R+f9hijFbpqvi8/OV9yL85T8+l8r7Z2fqjotRq19k7ZpUaoanvrSouNp5MNlxYCwvJJmC+ZkIwE0+XsQ4wm7pGTl2AVzQQCMORvy3OciHWK+5OXAJ7L8Ndu0CDNBxwkHMpLLdS2ckowluaNvXNe+CmdrhUMYPah4IIm8zoKK7/uYuWlA2tjaZ+UcdAo2IDZ9a1I09xUlqTnm4W97sPHAQoxMVW2PZih5XnalGtvM0PFmu715fToW4tgJzMSBQG//ZdvI+R2sqzycuNA3OKP65gFzL3G/3ygpP3Hbgxav6blO9GuamLqhprYBAxbcasPjV+ywkFfMBtliWlJpdbsxTubnIMLXN/cpNiFXMReyrAHX7Mk4zYxl3lBX35RpMOW1Herum7ANm9cCvwsMgsgfXGlog8x237jpRf3t396qv/5X/5N+/OOf6MlV6/TAkhX6j//577Rm88tq6RwO97DAOBzrsDSKK99q/+ELevzJF7V44RP67LP9WrPpFcVczNIE00v5Pxk44CLzrQTfdX7552kWVMYYO+56yNz3upJYUVmjAQOzVNBPKF0BLNxmASw0S+IKKyivtyFgsI7D0bE2mAtQiRTvPaDAamAtCakh5ZfUi+cM2zAfHz4Zb9H1AAjAEh3uwjedJSZBR6PjLP6FKJfsYIVq6rpUUdOu9OwSywjbuuuo2YSPxhDrkmSiPE2RxOFTGqNURv/Kp18cMQCCuXy4/aD+8NZW7T58TjFx2YqKiz+r+IRYJSdfUloqQJKmzIw0ZWSmKANAgZGEgcQYSm6GcvMyHaDYgC3HTgAVGAohkR5UvMuLMpfvmEdD8fqJBxXE+ZrvgcocmMyBSlVtqeisLykrUjC/QO998LECeZmtp6UAACAASURBVPkaHh3XQFg/8SyDK8yF5kZKY2gpXlPxrAWQGRyGnQwZqAAsBkQDwwKgusNNkb19I+LURdmANxog4oHFfzz7BuSkd/lLZeSW676FK6yBi/LHhNkX3XzxjNwq9TAnZWjG1bzD9Ww2BTYdX7pwrh/nKCJFlm7p6RnX6DZ14xu1duHznwn3nbiBV8ZMLBoFYPFhgy5IkJo4gjmlsJkb31gCcE3ToK58+Wfr02Aj52Q9yJt94roNpOobvWoDmhjHS98FPTdp25daVEvc5lsU+4xjKuc3ObZyZn2YvTznQicz3voPCu5bp/aOYU0j8I5fU+/QlOV30djH2GFyuCrq+5UZrBJ9BzTR4RTqHZo2JsXEQNvQr6GHfBdUDGCYZBgGGtdI+RdrPoXBuU7u61YSpFGwZ+iyhidvavo6EShuWfjiNYZZwUb+ZNpDeU2HleBcCSz888PMBTAhbJFlGVW+qZFYftgB/ysaEq98ZbZqnExkmjkw8YyE/zPLaSD/9OpeB4jxHA6ITGnvGtflK/TCuE0OURqQ+T6wAB6OsTigIcKe0zN6HAI/3fgcFABsxh90do/NAgivbQ43mERYpDPYocl6rjj0uAbg0ekbFmRYXNVirxUDlpHLqm7qUVI2UxKr1NU3boDA5kvZtbSiRRk5lcoIVCs1u1y1LQPmIANYsvKqlZxTqYT0IuUV1moKkJuYseePsQiYBgqK6vWbexbpr/7VX+tv/uN/0uNPrFf06Tg1t/bYgaqta0LPv/S+/u2/+89a+fhaAypKvl4v4fmavEwKxrf68KNDuvfeR20mEsD62OqXlZBRpPGZbxyYhJuOrc/MRwSFGQzPvwd1rnbbSolhxmLjpTEMXFOwqFrnLtHcyNAuBnjBVNzgLiJbWABLsKTWgCU7VG6jhg+djLWSGKDigcWzFwAFLeX0RdfrgpuM4V0M7qKrn/BIGMe+Y9iOE8xhduIs0yGTdBxgoUclOt4CKVMzi1RV2yk01oycYh05fUk79p/S+9v2a9vuozp86pL2H0ebuah9R85qN0GUh8+acI+AD4P5fK+bvfLpzqN656PdikpNS1BK2iWlpCYqLS1F6empysxMU1Z2upW5IoEEcMnOSTNAgaXkhxyQMEfeMxTyvLhN6cs7vAxUSB6OEOVhKB5UjKEALDAVVn2Fahsq5xhLA4jqSmLlVUUqLC0wsf6TrZ/oxMlTBha9fbAKJ7BTtqKs1ROOYwFgAAsWJTEPMMZYjK2MhJkKjZJz3fb0r/jHHBqdtto0b2APJLzZ/G0PMu560xrxCsubtOjhJ9XcPmw6xjgOrSvfqqC0WYXlza4jftiVujygfLd84SzFszX2cIc6DW9tfWPqG7lmwACIwUzcCjuMcCHNfKuu3ikrcRAlDgixSQAqCMKXr/9FpegZU7zZaNgLO4LCtkyaJ9nY+4Ypg2GRva7py39WY2mOYp/912YrpvwVu2W+zm+OkrGV9Q5kcIjFPhelpD/cooz3fqK2UKYxHeyo1ktAmRDrNLZp+kqGZ5SeSzxFt5kTiFx3G/pc2QlGxfKMwUpQESzCMxiYTk//pPqZDEnJZgY9ApPAN7YBkj3G5EtA1xxwHhwIMUTAv4l7zE3NpOzG10SyEm4DJn7Zx7OxJw5Q+D+jcQGcGBNceWuOlTgQ8QcI7neshfthqv51wJXDBRtjQXGjMVtus5Hx+vM6iP96//rkdWlgAyvhddI7YcGZVXW91tUOk6b0RXmRMieNuWz+PCavYRIdvO2d+62BNVzu4WP0r4Hxq1a6QahlA2UDhuGl51XoyJkklVS3G2PgsWAZnOJhXEXlHcoralHMxRwVV7S4uUDdExY6mZRVZkweLYn+j0H0lbHLGplwcUa7dp/Qth0HVFrRZGVmDhk8X8Zmrv9F/H233/Fr/fW//hslpuXZa8v/Te696TLd6ML/49u79NTql8x+HSpq0O133a+LyYVuvg3lQP5eSsz8/b7UFQYUDybfuTKt1cw3fA/W5mvm3kvLKbLSFcwDAT6SqXDbg0ugsEpFlU02Lpj7KIUBHjAUXF2Aiy+JATBevKcsxuMA8CyGiRHHsn3PUe07euY7/Sw8HmOHbebKyTizFCekBlVU3mSZYwRSnonL1NYvjlrPyZ6jZ3XwZJy5w0g53nuUPpZzVgajHIYGg/WYRXMlY4aj0jOSlZ6RoowMSlzptrKyAI+5UpdnJji6IoElSB+KMROAhF6UXHN54fbygIJ9mBUJKB5MIoHF24pr6xwzAVRmgaU2DCq1FSqrLDFbcai0QIeOHdLhI8c0ODSugcExAxIABRABDLy+Egkm3lrshfyhYb5vSKNjEwYso6PjTrSffTw69Zn9PmlvdM9WPDPhBfv9NWn6xZeauv6Pevf9nYo+dUkzV/9iGwMbKlpKUmaRxalQVmBD+G+BiqvDe4BxV0sS5iRJvZs+EBvPSz2eqBG3oeE2a2wdNEfZ9NU/m/usobk/HErpvocIeOiznepNxyH6wm12bMamB1ifzJfGMhiZOzr2lXK2P6Ez6wCQMFMJ6yowlTMb5ukMIBMGlpTX/rXKDr9i5ToEXk7JOLT6h5ljP66xyzd19ctvNTB2QyVVnRbs6FjD1xa46DZnNnHKVa5/xAMKIGC3YRk3/uwel+iScPw+J1Xe+GQ1Tc7cNN2E/hFO73y9AcYNF8porCM8d+TKzb+YxRjjBJqNBw4PLh5QuBpjwdFG9Ik5wJxDD7BkGXASjRK2+zqtg+fYAYZjpt9nLE4P8Z9DqEf0Lihp0Pika6DlNRgJJgYiEYceAxiztLu+FoIBiys7bPBWY+uwmtuHrEufDCw2T8uM87fHmNNzWT19GEdcdBCCPossuiFKt6NX3GEgUGYDnmAcrObOYQVKmxSTEDDXF3lfAAqOx+6+aZVWtqmxdUQV1d1KSUcn7bKDRnvPuJKJPOqaVGxSSHlFdRqhJ4eheBOXLaSS8unMNWbrfGMf+/wuf6hDZ0xJz9OZ85fM4svz4z/H1Yn3AMtNDQ1f17MvfqilKzbr8cfX6Q8vf6D1m99TVrDG/jeI9qOARBhU3BUjwdxMJX/bGJyNAHeOOg+k/MzuvnElpgVtrjwAEZfs5tcDBLAXDyrczg4BLM4ZRrnMGhlPJ8xqLJ65ACg8FoDCba5JmQUGKvTCMEzs5LlkG1NMIjHWZd8oacBCeYsMsOg4Yzb8ToRY1jd1mxGDPpm9x2L12rtb9c7HO3XMRh0nW0kMkNlz5Iz1tVASI+4FMLHssH3RioKdRIJJVlamHKikGyvJCesoXjMBWAAZVn4ooGC+WwXErxQHLcqe+fKUvjygeFCJBBavpQAw1TVlqq0pt6tnKtX1YW3FAKVKNXVVqqiuUFl1ueiqzysMKi7pkrJzQxodmzZthLgWAMVfARNABJfX8NC4CfWjY1MaGZ3S0LCzFwMqpBaPjPJ5SmQwmVEri/UNkmRM+azftBs0FV6kkYDib/srADPFG3n6S5XXdWnp8nXasP4FOykjFvIiZKhXRm6FNTJS0vIbQ+T1uyUwByT+tGvAMcMsEbr80R9wLv3FWBAiKhsZzY11DT2qb+pXZ/e4ldnYRCh5oNNQO2ZA1SCNasVNGqCGftnpQVbCCcduOLBByL9qJ1Pe4FifmyoKdf7Zv3Fhk4j2m+fp3KYoASqn1+EIm69zW+YJq/HF5+cr7Z3b1VyYbfZmbNI4vOhPqGzoNjZhDrTrf1JFA+F1kxaXApgAnrCszt5xK9uwaXhA8Rs7pTyAFCMD0TlXsA3f+LON+O1Ey5kGbNng3TjjwTHH8Hwul4FwBPPgca/cQGD/WiUVbcZQyeqa1U3C9mv72AIev9bUta81efWr8IwafwDAPv2N/R50mQNw/H88O7Ort/ky7tlYCj0hMJUwqJhry90H2yKZoaa+x2bmcEL3QMJrx0Dke+VZXh+YP0ygH54xjYzRx+gsiOduo3VlG+ztQyOOVcAsABUEfQs1DWfUOQ3QRe1zP69npoam55UZa8bxRXc8AnxWQY0y86uVklmk7p7JcGYdgHRN1bVdKqtsU1agWjl51Rq1mUDXVdfcr4spISuDFVe2ig2Sg9PQBKOIKcddsRLcbBkO5oCeYSWqa9abwv8FFsrzwXvEgcr3nVuOnWNeWLfpNf3hzU/19Z//X+WF6rRo6VrlF9QZ0zegtIF3mA3cckAyx14cW3GsBqbC7+NAxV35PB3o8Uk55so6m5Buwrovh8Wn5hq4eL0lM1hujCW3qNpE/cPRF8TygAKYoJH4j2Pi3DCv83EZSkzPN60LxpKZV27ay57DMSbiHz+TMCveAzK4zY6cirfSFuWw2Es5CuRXmXutsKzBLM0HjrsxxNiLic8/dgZgSTQwwnbMmGJYCsBCjwrd+lHpJsanKSsr3YFJdpayszOVneNABWaSS++J6Sc5sv4TRgBT8irIU35+ngK5WcrLy7FBWrAU7/riCqBElr8AERxfAIkHFq6ASm0tq0K1iPN1YRdYbYWqa6tUVVtlgFJSWWpMJVgcUlJqit57/wP19PRqeHQyzFbomv/hUtfo2KTGxifFdWQUN9iEMZTBoeE5MBkaMUAxrWUIkKKp0g314sXJZu/fvB5I/sk17LCidl1S1qQlD69UbV2L6SGc9Nhg6CMJlTTaZjcZBisPKh5Q/NVpKx5YmH73jS6HN5GO7nE1tBCVwYYxYzZlYsUpC1AOM5vpFeK6b6qzb9rmxpOESz6VGQKufm1hmC4dl1IUNXx3qiZOhdIamU7DE1dsVgYDx5hn3zt2TdkHX9QpNBQiXDY6UInZEKVTa+fpNP0smwCVeRaZn/jy/6CCoy+ruwfH3WUNjl83PYihXWM2QwQm8rWGJ6+pqKJZk1f+ZDZUZopYzP8V53yrbxq038cDijEFykswhqvf2ml+iP/T1T9pdBrd6IpFsQNUnKAbOwaNHU1ewdLMMDEXJx/5OO6xv7ZBV/wPGcfMdEfcWPSF8Pw4RkLCL4uAxm8sXt39rgAEz6ErdzGymFM4hwn+bhr56P+BeXB/Ww9ZZVPGZPmfu/IXgME0TqeB8ZpzG+lNBQvrjGlxIOFrvvP6CzNnA4uw9gKjAFT6hqbCzZQAhUt0GBicMQs7AMNm70DDbfzu9hXXWxIGFVjLMKnaw9fta9E7eJ3UtNKLUmDJDeTG8fNgwFn51crJr1J6VrGxZjZp3gOuOXNcoeJGhYrrzD6PoM5zVVLdqvzyFnUPz9h8+mBpg+pa+kzPAyRxdDHeGyCi1AnLcn+v03zQPwnS5D7KYtZXYlFIX5kuaWGulhPmAiiZ0Pr71z7VvmMXxCHk5OlE/cM9yy0uhzLmCI5MW9fsOcLyb8zO2J3TVxywUOJzH6NLAcx8H9+PA665fUAkEjO4CyA4b+6wcLBkMvoKTZP5BjiMLKbRMVhSYz0uR07FCp0FQMHpxfJCvgcXNJPoc0k6fylbWfmVApSz8yvte/YcRmg/bUACU/G9MVyPnmY65AUdORmn8wnZygiUqqK2XSVVzUrOLLRSGWCx/1islcHQbI7FXLLcMAR8gMWL+db8aII8fSfZGQYmOTlZCgSyBUNxekq68oLZYWbiQCUUyrEhWwWhXKGh5OZlKy09WQWFQRUWwVIKvhPF4oHF24fLywtVWlrgrMTVpSbS19VUqK62QnV1Faqrr5wFlZq6StXUVqsKplJbKUAFSzFsJRAM6pHly3Xw4AGNjF2eLYNRCvPaCUwFdoJ+QonLgYq77dnJwOCwsRMYCkzFsxXuN1AJx8AQfOdPhP8tYOF0xBsd++eV63/RW+9s1Y5d+3T9xv9pbygmRXYNzlgJDAHVbSKuj4DH92Dir5Ggwm2Ll8DRgq9++iuXQjx8xYDD3XfTNj0aIdkA61sHVdcyrCJKH40DNvK3l4FYBjp04H+tUFmzbe4WqRK2t05e+VKTV5kQyThZTAY31TVwWbWtAxqb/kpNlcU6ufnf6Mym+aanRG+cr1Mb5unk2nmKhq1smKezm+YrZvOPdOG5KCW+c5uaqkrV1X9dXYPj6unnVIuuMpeai02YznZmozOelkh43uiWxnv9W7V0jlv8idcqXCMlzZRhLWPmG+u8rm5ktnpv2B49qTY0BSy0NEYimlMiBIisETP8/R6cwvcBcnxdWVWbidaUvmZLXCbIu9JWJPNwIOPKhu7/R0nMRb9bU2v7kFp7RtWJxXf4qo017h6asZSA5rYhYzXuNeY62gkB5bVknfFhVxZML1hYa4Iyri0nRvsTubuyobLRAR6cxnuZeBmxKD36uCC0EwOQ8AgGuvf5mM3TwIfxC35EA7FA3D96xVgk/VY1Db3GKAgcZJYHRg80Fw4EGDxwKVbUdtgyO7xpFTes/AZoU2IdGJlSfcuAOnvHRD9LZWOvMoMVZlNNSC9UTWN3mHW4UFc3ksKJ5Pyd/u8l0BPwdSDj2AnuSEJXYeoJybnKy68yc4uxGJj+5W+N0T+x+kW9/s52vfrm+5YX9shjm2SGDXPLOaAdsuflmoaN0TkNxfp9fmDWEiVX3GswG8CY36mhpUfn4lN16kKSYhjQleh0lvgUymBzM+xJMk7OKlBBeYOyQxWCzRyLcc2MlLsiQQWgAWAogfkyV1xSnkhNpykxt7DGWM3+Y0x7PKkjpy7aPBZYiGMrdNG7EcQwotMX0iwZoKy2zcAF6/Op2FSLcoGVMKIYTcYmSR6/YKK/78Dn81GZWali5eRkaBZQcrIMVAK5rszly12hghyx8gsC5vQqKAioqDjXAOfU6eNKTU1SamqylcQ8SykuzZdZissKVUWpq6rUoli4wk5wfTkwqRR6Sm19pa0aAxZYSqWqa6pUXeeWB5ZQcaFCRSV6+513tX3Hdg2NjIdLWpS1XPd8pMvL3f4uqHiQiQQa7mMBMGgtLIClm96VgXF7g/+3ACXy1MjmgCD48msf674FS83S695AV0ykzy2oERoHrhx3Qg1rGWFgiQQTr6u4Dca9WQAjq/XbhvqN5WyZJXfymtr7xkwI5/SeV4jVs9nYUX3LoAm2dFrT4T05fcMl9Tb3q6ljyE7cdgq3TfMrczBRliFqnNM3430BlR7KIyNXlPrFFsWsjVLMpiid3nCLTq2fp5Pr5tsCWM7AXDa6hsn4529RSewHGr/6f1kSMq6oUauNM3eeAEjXTwCryitqUFP7qG22lQ39qmrsV//4VUtgZhqkaRXhMhTAgMWazZsF+7CphzZQif4c1/Pjyl/OyPB9MPknH/NYgIzNg7+horImA19+jg2tMobimIqxEitf8TnHUhxTcR/juMMVRaLy5GV+tz9pcOKGYy8jM9afw+uCjR7rLX0Zrh8FW6+z9nLyZYMfHp8xpgZ7onzkhnH50s53T81sZjymBxNKb4jf/mMvxHP1twEaAMVdXac9P3domM2R5ttrau0eV0VjlwFJcWWzGlsGrawGeOQVVqu6sceAgZJp//C0uvoAFsTrG3ao4vdiIWTzd7HZ8/yePpduDjGYDFZkmnvb+yaUkVeu8ppWKw9a7wvJ3wCJsRbHSDxTcKDinw8s99ftsbPzKlVc3qLDxy9aIoOBJgyCXhos7DPfqLG5X7+9d4nWbnre3IFnLqbr0dXP2rjnsSlGTl/T0BD6kmcs7vrDoOIBhavToXgeMRzUNbcrJpYAyEsGBDANQAJtBSHfL4AC5kJPECUxQAZdBADg+n2mwscADO6w0xfTHOvILVdJVZvySxp0ITHHhHuAhXXg+Fkrf5ndeLYcdtG68AENhnQVlTbYCPC84jqdT8wxSzHsBEAhM8wE/1MJZj0+cJwZLRcUlZWdqqzsNAEggYBjKTCV3FzYSbby8rKFIJ+fn+OusJSCgBPoi5hUFlRxcUgpKYlKSLio1LRkZWSkWHmMpkdYShn9KVWlljRsHfO1ZWEAqXDXugrVN1QZQ6mtr1JNvQeRalXXVau6vlq19TWqqatWZW2llcGKyooVKi7V8ZOnVVBYrMGhCSt/IdqzTEsJsxTPVHy5CxAZG3cAMz6BxuL0FHf/pMbCov3wMJoMrGdYPQND6u7DPYW1eK4B7fvlB89SjKlc/lKtHSM6fOyC7vrlb5RfWGlah52qxvD6DykzUO7mQdBvErYUU26aAxRsxGz+BCa64V5cKa2YfZiIFVKAr/1JHd1j5uO3EbndE9ZlbkL09W80wJvUosvd70/vCqduNnbYDBsfI5HHqOGH59ejKTihnhHFzh1Gbw1DgJhp0dIzqqriIp3e/G8VvSFKZ9fPs3JY9LoonVwzTyfXwFyidGYjGss8ndsYpaQ//lSDXa02vAmLZ9fgtPXGkHiLW4vaM+N+K+p6Vd3Qa3pKUwfgMqnmriErE7mImnCJiX4PA0DcXW5GCJ37U1cZQIamwXL3u34dgMI7t5zV2lhLeMYIj2HLHtMBCPpUbdOAgfI0bi4rD86xFACE54frd5dzt1kydN+EMSSYWXv3uMWSMA0R44b/v9c1dVtJrLK2wzY6l73lNk1zT1nvCBsmIaVfKlRSb88XZg+3sV2f3bRduWvaNBzAxC9AxgMNmgng8c8tZvuw+duk0N4p21wpTVKvZ5ojjkAOAgOjNFbSJX/T9Jf0nBKRsmy/0xiP4R4HAGFDNkCxqanXTbOB6XT1XlF905DOxwdUWtmqsUlKTjNW3yczjt4mEpHRcRwTmWMpnql4dhJ5ZUPnfQFbSc0oUaioWSXlbcorqDGd0T+WB5bS8kaLhjkfl6bmziF9tP2Anlj1jIn+NBRbmZAyZpixuL/HgeNsyYu/05fM7G8GqDkUUIac0fDoFdU1dulMbLKNGj4T55gGYDKns+R9R8THGUa8C933MBUvvkcCC+U0Dyx8DeACYFHC4r0NsGA5pjmSJsnPdh8Os5ZEc5nBWiiF0SjJ1xA2SVQMoFbfismjySL19xw6q227jlr5y0phZxJ1+HSCRb0Q92Kg4sT4zHDJK8s0ktzcHPkVDOYqGAyIayg/ICY3YiMOFeUrWBRSYVGBSkuKDFxycjOUlBRvMS/Mn68gkqWiWKWMBbYEYsIi0UvKVddYpRrswliIwzbi2oYqVdfXqLqhVjWsxlrVhldNfbVpK+U1FSooLVBhaYkuxpFDlqWRkSkDFSt9Uf6KKIEBKs71NToLIHP6CqxmzO73AGNsBaAx0X7c2EpPmK0MjkxbHRsw+S64OKCJZCoGLNP0OPyjtjzze73zzlbLo/IOMgS99Kwyc8QQhc+LjhA8vo/HZjmh0TlKLF/osjsdu56HbzXDyF7rnnbZTtiGR6dvhh1gX+rylZsWqufdS+gxNj3QZoDDkACom+aywljQ1DlqacdW+iLJFjHY242Zmjd1QwMjlzU0fkWDU1fV2T2s2M9W6ejqKJ1aP9+ByvoonYKtrJ6vk2v/ysR7ymLRG+aJfpbK+N0av/IXa9wsq21X5+CMmrtGXH/M+A0bcUwgYW5hrZ00YSW4fWAfk3abzZ6ZMm65jdyDQdhF5YVuNnq+9tpNTd9wQMTzjPjf3jOmDtMzJozNwGQAFP+3e23DdKmZP6mwoll9ozC8MLOMABEPvtik/W3YHWXCspp2E5vpE8J5VtvUZ3E4I1NfWnZW/+BlM0+0dQ5bAnVVXadlZ1m0DpurlYucTmBaAV3iRPaMXrHphrAMXkt2grbYehdPDyvxC1ABTDgUcLWS2ACC/bSxFGMrvAatvHXN5s+j19U2dKm4vMmShSlP0ZAKw0BLsVid4Rnxv6KxMTk9ZJlh3b3jysguFc2V6B8Mf/NJEYjd/D0ADRNV0RoAhbLKFiuj4f7LzKu04NGxCUwhU8KaT99XTrBapRWtzq6LS43HDpe+7KD2vdv2uXGnC1bWtGvnF9GKiw8pK1Cp2sY+e23BbPg69ztdNXE+VFiv3963VAcOx+joiVjrun96zXNq7Ri2EjMA4diKLxP6j8OgaRZqpzl9H7D7B69oYAD79hXVNXXpbFyqTp1PEawIm3CkE+y7zrBc5RRUmoU7LVBsYAFjAQBgJ4AHJTOuPA73MfAL/Yapkzx+Ugbg4pxhMJ3dh05p75EYIeB/ceCksRjsxq4kdlGHo+NMlCfpODtYrvrmHlXVM5SwWEej47V9zwnTWfg6wIR1CFDJzEY7yVJ2TqZpKrCUQMABSl5ewDGVYK45vRDpYS3GXHB+FeQpWJSvwqKQikuYL+9myhcV5Sku7qxpMtavgoZCvH0VMSyuM94YCXpJXZUcO3F9KWYjbqxVXUOt6hvC18Y6A5bqhhpV1VcLUEFXKSotVU5mQM9s3qRzsbE2H4UZKc7x5RoZvXUYJxgWY18SwzHmgcWXvzyoeJCBpfBY3qJMM2V335CdotwbHpHUTZ/zAONBBTBgTUzetI76nLxSLVr4qAaHiR5n9gQM4U8qr+yw6ArERLqMOQG5F617IzKEa2jMJc1i+aRM5spTCPeRtlMnCtOVDfMwMfl73dqUbSgpkO3F5EXm0/eP0OnvQgxd30GzxqxB7IZtrmgs6DZWtzfH2JcanryhwsomtfSMqGdoWhV5WTq47t8qZn2UTq6PEkwlei1MJUrHV89T9FpKY1E6vdGVyZLfvkuD/QOipFDT1GOBdIRn4iKyjn76aSaumyZC2W7yMjEzblYHjIqGRgvHZN4LUfAzX2mcGeV+AYJ23w0LQYT1TV3+xiJo6tuG1NwxasPC0Ic6+qdM3+B+SiUGVmFgoHzpNS6ea/p1QuVNlobggMY9/56pACjfWQQVTn+lyvpO0UTqn0ds1LijmrqG7TTMqZbXU2//hEW0l1W32URE+j7I0Bqit2ciAlQm2JRnbCBYY0u/Cd24jajbo3UAGIAIzYd++bIXnyO23q7E8AxMqwdgCTc74rJD08K6DJg0thLUOjmrDbB5MzjqyIkLVurLCJRp++6Tik8J6cOte8QIbnQeXIcZgXIzJrBhe/DwQGCbeNiCzG3KthwsElILdCExV53948aCB+NRHgAAIABJREFUGtsGVVzeqkCoRm3dUzqfkGeOPLLenBtsTj+JZCgAha2wM2x44oayc6uUG6o3HS8zp0IJyQXudTUxZxtGaCfUNCtQpn/43cO66657VF7Vqpiz6Xr9rR2m0Y1OwFhcOdLZq+eSnl3ZkPfuPwcqziBBbxDAUl1PKSxF0eeSDQh86QtA8QugSUjLs3ktTJDEFeYj8AGWw9EXZ23FHlS4wlYAD4R5wAcWQwc+5bDMvAqdOp9qluN9R2P00bbd2n3guH2tAcvpS6adUOZCxI+5gGXZaVu1Td1KySoUDZVEuzC3Hp3FUpFjLikqJTtd6dkZMnAxkT7Lyl6emQAsxlTyA6alYCOGpQAsefm5CobyFCqgBFag0rJClTMauKLIHGAZmclKTolXeVmBqip9CYzASNgI4nu1yqsJj6yWaSg+kqWhRnVhYDFwaaxTXWOdMRdABV2ltKJUJWWlNgny/Y/f0prVT6qkvNZmzLd19Kq33yUVAyp0zjumMmaiPR/DXiJBBQ0FcAFYuM4J9jAVZ1Wmw76rd0hDo1PGVnypKxJQPJjwAjdQYTb3yIw++/ygfvzjO5ScmqerN/7RCfkM9hq5bienyelvzaVip6bwaY7HaO8as5NtQ+ugmtsGrY5MqQvwcCxjrr/hh+6L/BpOuYmpQdXU96moosPGwgIuzLWHkZDyWkh+T9eogQjZYyzbyM2+zGZ2zRo76YbOLWpUXdugescu69K2dTryZJROrkNTmacTa+fpxJooHVvt1sm1AA2f/5FOrotSRcoBTVz7xjbH9p4RdfRPmA7UOTCuwfEZ9Y9etk7+lKwSm7lCTLn7Pfh9vtLIpJuuOA6AGJtyuo8zFdA78mfNEAp5879qbPpPaumfUsfAuIZJlrbZ72RPIZTPqLV7VHWtYVcYwBQBKvxvHbhQRvuTWaDrWvqtLwhGwufs/x8BKA6A+T0ZRnbD7NCMnSb/DPDg8TmBE5ZoOlLY2NHRM2oNg5QWB8evqm+EshJzYRCf5/QSNmFeUyzuzy+qEeyG+3sHJsXjRIKJZyvcB9gwB4UpkK4UBtMYVWV9l/VH0CNR29xjug4AhS6CTZifZenBE9fV3Nav7buO2Kk1PVCqzc+9oaq6LjMZ8Pvwe8DkSyiVlbfZJo4V2MpD4R4PL2Dztbzm+b7a5gGdjc9RWqBccUkB+zmuA56BYxNKy65QRm61cvPrVFjSaO+FWfD4AZbiPsdz50Ypw0ozAxVKySiyMtuh44mqqu+117+974xRuYRkgCU+MU9PrnrBnq+B0Rva8uKH+v3rO8xl6dha2LRAaWt2LPhcOTHyPq9ZGSMcZECfS9Pg/1/d0K7TDNk6mxjWWMLifbgD3wMNfS3cJieMzLCcgirTXAAVymEACGI9LGWOvcBY0sztZVrLhVT7/tKaVvt+4lpcf8kJHTx+3kpe3h3mGQtJx0yIPHY6UafOJauovNHGIOAwQ9TfuT/a+lRMwD99SVGZeZnKzHHNjjmBTGtuRJhHS8kLwlQCCsJYgrnKDQIkOQqGuAYMVHJDDlgcWwnbhyuKVBYGFnpWqrAQV5aoapapwErQTSpVVsm8FLrlXcd8NbZiAKWxTvXh5YEFXQUAqqyrUmlVmYorShUqD+n0+WP6ZOtHKqusU0tbt02BBEx80+PYuHN/8bEDE3QUZy32Yr2/elDhY7QWYz3DLi6/d3BE3UyYHESw/+EAPpiKBxZjLRapfdPeUEcOn9HLr75nuorfjIhdCQRr1Nk9GR4Z7Dcxt2Ehjnb3X7ZYFyzDRGdQSqA0w2nZLe8go4/GLdfr4ADH9T9w+2uj8EWljeYIK6vvtJMyGzNvajZHTtHMyOBkh/WZjZfNhY2NK+UT7qdRERss8e7dYzNqKQ1p3+r/0cpgx1bP0/E18wxQKIsdfXqejq6apxPr5it67S06sTpKF976lYaHEK6/0QhlPiJkpogqv6KJqet2GwbQ2jWqQGG9Jmb+4kTu6a/D5by/WNw9kecA3wg21v4xtbd0qrW+VdUlVcrPDCg3JVMpsYkqyC5QS0OrWjuG1Nw5YZsmmyqaBqfeUFmTGHgWyTR4PgwwIgaowTxoyusfZYb8XG+ITwkAULhta+qaAQn3wcRqG7ts/C8sjP9/a+eQMYWRSSZ1TlukeVvvmA1dY1aJL1fxvNviuY9Y9nkGZg1dFnEbjBEAONq6RtTWNSwmKgIijpU4Bxjfg/sQ1xWlDPoRCkobVFXvhljZWObwz+NnOTBxgOKBgNc1mWZsYEwnBGQAEQ8osChABGcjJSsAh+djduO28pcr6wEqfB+fI2mb4U+UCxkIBvNCVzJAGr1mpTwShZtaRxQbl6f2rikr+8HyHYB8V2fhPlfeArhc9l5b54TiLxUI4R7bbGJ6ocprOy20lK83BkT0vrUP/Eknz6Ro7ZY3lJ5baUPlbv3Zb/TaH7fZ78rP9cDx/asHEV/+8mASeUXTMt1q/Kqq6joUcz7FSlG4wmAaAIgvgXE70kqMtoLWAbDQJInYDmsBEAARFo/B4v/Ex37WCh/DdGDLvJYvJgUsUJKOeDLDeCwHLJfs93FaC/0ssTa/BcAKltSZ+SRYXGe/JzPvP99z0h4nCtswYj1XsxCHs77oTTGxPhdgyTVwCeRlKyc/WzkhVkA5+QHlFgSVG8pTflFQhQjzZSGVV5eopLxAwVC2bESwxbOUOKG+DqbiFrqKv11V60YHUyKDxXhA4QqoACisuvpaK4GV1pSr0GarFCg2/rwOHD5iQ7UoVaGnDJmmMmLAACNxgrsDGgAFoHELdkLfCtbjOXeY/ziS5fQNjtogsP7+EY3zIkX/CJ8yfdkrElQ8uMAExqa/Nn//8hVr1dJOQq9rzqI0gwMsv6BWM9f+HD4Vz5VdABGa3ZpaBs3nj1OGyYL8HA9MOIUcyHD1wOJm2/tN0cpH4c0OyycnZTZsN2+DOfc3DECGJm8oPVBjse18D1ZWO2Hyhpu8rgHiyw1YnIOtf4ra/peqaW/XiTcf0MEnonRk1XwdBkxWzdPhVVE69FSUDj8ZpWOrwmCzdr6iV81X8udbdHznTl2MPqn05FQVhEpUVVavpto2NdS1qr2lS52t3Uq4kKTi/GKVBAsUzMhUTmqK0i/G6tKx/Tq/+0Od/Pg1HXn7Re17ab32bHlSe7Y8rh0blmrXhiXatX6x9mxYoj2bF2v/S4/r2PuvKvlEtNrbBizChpHMGAMqG3o1Eg7btP9hxOHAPYdhrevyV2ruGrMxrR6M+T8zx8V6Jtggw4tTqF+wFpoO65r7hHBf39yr+pY+c0qV13VYo2w73etmWHCAAgAYCAxRnpq77UGCa88gIvyUsc9E4uPDTaKABrN5KF0RteP+38Oqqu9QsLhehWVNqmrodmnUpqO43hLfJIlpAu0JMPNgAgCw+BiQwNFGHhwb/6gBiQcKl0xMyQ6DCGUwxjrY8xQuS3nW4h47LN5b5zzhlMzwuam2ziGLDqFRFtcUs1EAzKT0Aitb0oPB+8Iszjir+P4w8/khkLES4hS/P02S18Uo8P1HL+pCUq7azVhwzVIjaI41zWfiqh0ctu+P1qOrntXCJU/qgw936cVXP9EHnx6y2CK0LJ+TZtew8eGHQMUDDFf+dw5gHLPhdcKh48yFZB0/40YNAwgAiWcq3kaMZsLncIYxkwVg8QI+wAIowFoAEs9aABKYCvfxOSzCgFFBeZMFWiamh8S0yM/3HbeJkliTmc/C4jbrUHSsAQsiPo+Xk19p/x8YKd38h07GWXxLFDlfpBDnBFjpyg3biHGD0Z+SBzsxphJQbiig7GC2soM5ysrLViCUq7zCfAOWvKKgQiX5KirNV2kFGkqhOb9obKQ/xSY82hCuMvlpjn5mSuQgLhgLTKQm7PbC8eUBxV8BHUpgReXF1gh5Pu68tu/4zKJZvIbCFf3EayjutuuYBzzcmiuB+ftmHWDjDmg8W/GaDDEwLLryeWFyouHN8kNgwknGvZCJmripE2cu6W9/8gtFR8fr2o3/qonpbzQ5xajgG0pJL7E3qpWrbJTrXGnFRqSO4ezh1OZ0FTQZA5DpGxbUyEnRC8vcHptwaav+hezexM6B4gIjORk6Zw+TJGEmvGnRgGiEzApWW2orJ/NRSjvkK4UDKdl4enpH1VDfrpycXJ09eUS73v2DPt50n754/Ec6+nSUDqyO0pGnfqRDT8/ToaejdPApBy5Hn5qvw7CYVVE6tvl/09a1v9M7Ty3Sx+sX6+O1C/Xx+hXaumGlPtu0Up9tflTbNj2ibRsWa8emh7V90yJ9um6BPl17vz5d+zvtWHevdm1YoD2bF2nf5iXat3mxDmxeov2bHtK+DffrwKYFtg5uflCHn1moA1se0u5NC7R3yyIdefN5BZKy1DNy3azUNCHiqPIHBf4nkctO2mGwIO2Zme3oMIxdRvsAmDyAmH02AlC4H6bHYrPj9E+Zqqt3zJgFoDAroA9OWWnKgCPcV2Ilq4geEz6mpGXXgSm1dY+ZTTwnWKHcUKWZEAAwmivJOaN3hBRbjAa1LX1mTrBNzVjLtB0sqPHzf6UXy7Mhz04BFg8oHlTYdL0+wt8EO/E6j9l+DTyuaGyKHLZpE3cHhvn7eQ27uBfXde5yxtxt1yzI84umEyyqMwu79a6MOVDpHZxUbnGtyuq6bUzxxaSgBVD2DV7WOBH09rt4cJsDmVmwCc9XaescMQbF676xfVDnE3JM/+JA4OzP7n9GmYvX/tvv79bCpevU0j2q3tFpLX98iz7adkiD40zBJIAz3EwKqIQt2pGsxN+GnbDsY8AlfJs+IJ6D2sZe2/RpLow+l2Lg4YGFK/oKoMJtrpTEABXmstBPAojQQQ8IwEy4AgAsAMUvmAjd9GfjM+2AhNZCsCWi/Y69x8xyfPR0nAGUBxWuaDOU2wAWHuNiYo6xytLqViVnFplOE5WaRjc95S866NNNT3F9KVnKp8SVF1AAJ1gwoEB+nnLyc5XN7VCucgvyDFSChfnKLw4ZqISK8lQMW6kqVgnpxOEQSR97byBTXaLKmhKROswCZBzQuHkqFbUVqqI/pbZSVTV01yPmV6vWHGE1BjpYi8urGTFcrMTkeL3+xitqa++xchUAQNkqElRgHN5SDIAAFr6rHnsx96GjcPXA4r7GxbsAUl5bIVeMnzE+yQnKAcv3QQWw8YvNCQ9/QUm9zYVYveZ5swibTdjGAH9jXdLVDZ1mDWZ+CA4xmAiLWeREg/ePuPRYhFBfmuHzWEoBMEplNKxZ01pkr8HwVQ0PX7GAvHFzlzmnmm0KxHszEAwn1RV6KL7V0OWvlVNYr66eMfX1jqi2slo5aWm6dPaUTuz+XF+8/ZY+enaz/rj6Ub382H1666kH9N7T9+mdR3+hbY/9Bx16EhC5RQefmq+DT83TwSfnaf/jUTrwxDwdeuJHOvTUX5n+cnjNj3Tw2Tv16boHtG39g/p8wwJ9vnGhPt/4oHZtfki7Ni/QF1se1O5nH9K+5xZp77MLteeZhfpiy0PatekB7d68QHueWaT9zzykfVse1L5ND2rfxoXau/4h7Vm3QPs2LNDedffqwMYHdBjA2bRQe9Y/oD0bH9L+zYu19+U1CubkWtlr9n9lndbXXbkmXJZxYOEa+myDJWl5cFrpueWugxzdAesoz78td5vSYeTG7HUJTuceZHg8WIgHCsazsroAjggrsNdFuLLJYr1mtXWO2mrtGlNr96TOJ+QqWFCnkooWE/BL0Ugau22+ictbm3N/eWCBrZpJJFzu4ndi2e8ZcfXAwv2UGw1Ixq+IBANifvrHrqhzYFK1LT1mCAFAcAlS1mTGSVZuhU06dRu/6/f4PrDYY09cU1ffqLKCVUpILdTFxFylphdraNhNIQV0kjNLlZZTqZrmPqUFSq0cieGB7/e/5w9dca3xe6MvAh65oWqdOJ2ss3E5KqtqtfLk7P973IVZUpIdGruhD7Ye0trNbykxPai2rnEtW7lOH3y618ZJENo5NOT6e/qHrhhoeMAAQDyY+Ku/z4MNKRMcADFMUIrErXUkOs6AAaAARCLBxd/2rIU+FsCFAV6wGDQWswWHdRrPUgAVbnvAoaES1xjOMnSalKwii8yHsezYe8RAxJfDABVfCgNYYEXMpD95LsVs5hhS8gqqFJWYlKQsGh9nI+4R6rMUyCOehX4VQCVLgSDlrjzlhoLKLYChACh5yi92gOJAJaSC4pCKywpUXF5gJTCABeEeplJWXqgKsxaXqCI8e97AhNvEthjAABSlqqgqU2V1+SyoYCfG/VXdWGMsxUClpsK+NiuQpRdefEHpGTmmmXhQAUgigYUS2FxZy4GFAxZX+kKs96AyBzxzkfkeVHwKMpZHTrD+RBsJLH6TcmzFfQ36AVT+kZXrVFberMtX/uwmPE59ZadHbJhTNtMhPPt6ioyury2vi76AIJEWpY32wjMwsU5rJ4z6mq69MAdd05p/g/EmpjxDCW586mtNTeMc+4v6Rr5SXeuYymt6VF7VpubmDlWXlikrOU7Hdn2q7a89q/c2P6631z6st556UK8/9ju9uuI3enXlP+i1R3+t1x+9W68sv0NvPPZLvfn43Xr1kTv03qN/p52P36IDAImByTzteyxiGbjM16HH5+ng41E6tObfa/eGX+vz9Qu1a92DtuHv2bhAezber72bWAu079mFOvDsEu3fskj7tyzRvmcW6eDzi7UfoHlmkX3uwJbF2rtxofZvftitjYu1b/1D2rv2fu1f94D2r1ugw5sW6cDGRTqwbqEBzM5nF+rIWy+ptYW56y4JGGcb/zN3Yp1jGENjlPtciCLNl5xwMTnw/2AcAM81/1sWfR3uttucAQ1/+gdYjJWMOFsvYBIpqncNTKizf0Jcu7iGbcH+awAUFhln9IJg5KATn9k4OaFaXUot1p79Z+0UTvmLslc/5S8DqHH1IdKHy2HfARVKXR5UZrWUcOnLd4VHbNhMQ4WFswEzoIv0gtKaDjMaYE0n040+FrLiBscuW5RLQUmjMRD6WdjwnS13zoZrduNwtAlsp6GtTzn5FTZ7h5Idt4ma4TkjlDVU0qTKxh7LCiuualdhaaOxvO+wlXA6sotMcTlorkzmcsQqqjt06kyG4lOKlJFdrgvxGXYYhIlhmWaNjE7ba2Jw9KY2v/i+7v6HRfro4z164KFH9LuHHlH02RQxr35oGCs2oB12eH2PsUQCigcVfx/WbhaMi3IewMLmz+YNAEQCiwcUf/W9Kgj4aB0AC/cBLARSUu7iMbjymK78xe0UwUaOxsRZZAzAQno6zjCA6eCJ8/ri4CkDFs9WABiWZy38jH3HztvXF5Y3qrqhS1ExMRcVn5CktPR05eRkKyMrQ1m56QoEM5VrYnye8kLZCobQT3IVQD8pzFUovIIFAQWt9FVgbKWgKKRgYZ6KIkAFnaWsssiYC9bi0uoyldeUqaK6TJWAR1WZgUh5JY4urMIlKikrM3dXTl5ARaXFKq+uUCXifoNjKmXVFSqsKFVBRamygrn6eOtW5YdogiQgcng2psWDCldABbDwy33OAQpgQyzLd0EHod5F4fvyV18/5a9B+xnDY5ycHGAAIoDLHJhA8xEOXclqjMa1yZsWInnPvQ/r3Xe36+q1f7RTDroFZRR6Vnr6LmsiPPOavhTKWJRlOnomVVjRrqKqTpXX9VhdeLaeG3HSZHOzMgtMyRrrYDvO+krJrL9/VG2NbaouLtOFEyd0YMdn2vHHV/X2xif19tMP6e0nf6c3Hv97vf7IL/T6il/p9ZW/0hsr79brK+/Wayt/ZUDy+qO/0iuP3KmXH7lDLz3yM728/A69vPxOvbrydr254i69/+i/0+7HonTgsfna++g87Q1fd6+I0hcr5mvfyijtfWye9j/q1t51P9GuTYu0c/0CfbEBJhFeGx7Q7o33a/fmhww49m1epCMvLNexF1fo6IvLbPHxoRcf0YFnHxafP/AM4LNE+zYu0herH9Cup+7VvjULtHftgzq0cbGOPbNMx59ZpgMbl2r/hsXat3mBYj7fpraOUXPZsUmxSPSlfATzcCDhSoWcJP3qG7mqtECFYAlsQh44AB1/O1IL8bfZ6AGG77u0PFvxAMKVKPm23tHZxX3oCg0tA2JDpETEJoDgisDNGOhgQa3lN/FzfJmMx2ZxH2AyCyhW8sLh9U9BxYNM5OEEMOB+tBp0GzQ+JjDCmlwZj836uroHp1Ve16keel8IYjQLNLZeTDq9Ghu/GQ5ddJlj1kTIa5fmyHAOmfW30BGPpTchRweik5SeV66m9j4b/MVcnuxQrY6fydT5xHxV0Xsy22jpSl+Rj+dYEaU615xoms/IFbMal1R22u+WH6oxluG/1jUxAq6kJF8zY8WatX/Qj3/8C9XUttoE118/9Jiiz6dpbPJrxzYAlghA8cDhgcRf/f1cPagYsFASG7lq82ooWx09fdG67wEEwIUNH9DwWgtshY9ZMBbfgU+pLNIZ5gHFsxU+Ph3LbBYHOAz1Sskqtuy9nFC1aU2wnV0Hou1xABOYigcYYy2nXHQM4HImPkMZwQpF7TsQrUNHY3Tk6Gnt3XNQx0/G6FJyitmM0U0Q4QP5WcotoOSVowD9KYUBhYrzRDIxi16V/OICEZ1SVFKkgpJCK0sVlRWooDSkgrJ8FZbDXgpVyjjhqlJVVJfYaODyilKVlZepuLRMuXkhBfMLlRcsVFZOnrID+Yq9eEkZ2QEVlhSruLxUVXU1qqipVkllufLLi5VfWqysYFBxiSlq7+xVH3NUmC/f64IgBwZHDExcOSyyJOajXGAzrqPeAwhg40tjvlfFsxTCKmEqzK/vHxiftRZ7MAFIuO0AxXvoXaQETOXMhTT9/pX39diKta7ZETE8POOECPBQcZMxCcDELZft1NQxLDrLe4eumuW3uLpD7R3jNuoYdkLIHx77cfSYmT+Zk6yvb0T1VTXKTUlXzIFd+uLtZ/XBpqV648l79NrjMI5f6uXlP9crD/9Mrz9yl15/9Bd647Ff6c3Hf603H/uN3nj0br3x2N/r1RW/0svLf6GXl/9SLy27ywDk9w/frheX3KYXHr7VPn552e16efmtem3FXXpr5Y+1deW/0J6V87VrxTztWhmlXSui9Pky1jztXD5Pux4BYKLsuvvx/1m719+tnRse1K71D+qLTQu1d4sT1wGUXRvv1xebHjQt5ODzy3TkxZU68vsVOvTCMvHxweeWGpDs4fs2LdLejYu0c9W9en/xz/TFE7/VvlUP6ItV92vvmgd1/LmVin7xcR3dvEKHNi7Rgc0LtWfzUmVcjFMfM2d6xtTSNWJllax8hoYN2rwRTpD0+EQuwKapnVSEUjud+s3aXeeytvgYLYBNl9h/nGAwDSyunnkgsBPP4q4I7NwmSWDc+nfo4SFGB+DIzq9WRk658ovqLBOLx4GV8Jhs8uRx2fCluk77vQASv/hdPLjNMigT5eccXnYwCYdQAiBsrHTM83Oa2wdt6iMuOmLxOVW717qLXTEgojFy/Ko1dlY29FiAJqDCZt4/dFXpmSWWVzcy9qU9tv28EcIYvdYSBpaw87C4skXZBTU6cjpRpbUdFgxKCQtHV01jn+JSi5QdatC5+ICaWvuNQfGYI+EmRM+IyOsykIhwn/FeBVBbyGRrx905aayO95KlGFgJk+fALWcgGNGWza8rOjpJXQNXtX3vKd3z4EqlZhdbKCj6CEDhweOfu/qv8UDClefUPg43pTK+4lx8hnW+o2fAMgAWAAQwAVh8CQx9hfsjnWGI+bCV3YdOG1vxwMLVgYsT7g0wTidYI2ZiRoFF8ARCVULAp8seYPlox27t2HfEcsPoUfEgcySssRwMjzGO+mDrF/rksz36ZNsuffTJdn3yyWfauXOXEhITlJmbqYxAprLyMpUVzDLHV2Yg07QWC48szjcdJVhEGSxoAFJcFlJxRZF1vIdKQlYeQ8AvKCtUkTVBFqm4olh5pQXKKwopt6BA6TkBXUxI0cW4ZF24mKTklEwlJafrUmKaTsfEKjEpXWnpWUpOSVNqWoZy8oLKzMlRIC9PufkFSs0KKCk1W7n5xaqua1FFdaNd27uIrR9WT49jFt4eDJvxtz2AoKcMklBMTP7IhDEd7MdOi3FlNNgKC02ls6tPvb0jJtZ7huKBhNMct93Vv+kAmBsaGr+u6oZuLV+2SokpAcuwcoLnVfX0XVFcQr5Gxp3IDhMZGWcs7Q2jw5ewP9b3WG8IjKWokjcsArubU0/mWXVJidLOxujoh+/qoy1P6tXHf6sXl92q59n8l92h15bfrtcfuUOvPnKnXl1xl11fW/FzA4NXV96lV1f+Qq8aI/l7vbbybgOUVx75pV5edpd+//DP9cKin+mFxbfpucU/1XOLfqLnF/9ULz58m36/9Da9vOJ2vfH4r/T247/Qhyv+RtuWRWn70vB6OErbl0TpsyVR2rYkSjuWztPnj8zT53a9RbvX/Uw71i3Q9rX3Grjs2bJYrC82PRQW4xdqP2zkmSXa9+wS7dmyyBjM7s2AzRLtXL9QO9c9qC82LNT21ffr/Ud+oT8uvk2fPfVb7Xj6d/r86Xv0xar7tG/tQzqwbrGOblymo5se1uENS3R44xIdfulp1ZSUqW8YNjdhOha9OJn5lZY/1UH8PqAwMCXiVQiE7OyfUs/gjDjVIYajWQAcc4yD0taEnegdkDgwYfMnqgUAga2wvFurg54dQCLcCFrb0m8nR+ZspAfKlFdUayGHDS2DlkhdXtuuovJmhYrqLHqkur7LpQV0jykpLd+ABvDwDMWAJOwk86BiQBBR+vKg4u+nxFVd3yHG4zr2RomPjvA+e/zuAWcagEFR+kG4xgRCvlkVTre2AWPPtkmP3bCeE0CPQWjGSti40QJhNLO5WgAA5cQr1leE7TevoE5l1V06F5/rEo/N5j5jluDcIqLa8xWfErRhdKaLRICKZz9BDLh8AAAgAElEQVQeVPgbeX/65RIJXFXB3ec1JcqVrk+H54PvwxXZ1DSgx594Xk+ueUVtHWNas/4F/ee/vdN0oOHxrwxQPFi4kvR3dRX/Oc9WAB7uYxmweHAZvGIlpQuJWcYWYAmAAQwGcAFQEMxZlMM8a8GNBWNBwMflBSAh4AMEkcDiwcVGD1uJLFl7j8bowqVMFZfXK1RWZwYAymcf7dirz/YcNlDh5/G7eObiBXzKZVEPr1ylzc+/oo8/3aU/vvuJPvxwq95//0MdOHhIqRmpSrfmyCyl52QqIeWS0rLSVBAKKhQKKliA84KVq/ziPGMjhaWACz7wXOUEc80lll+Ub+wFcAmVFCotO0cJKRlKTM3S+YuJOn02XmdjE5WUGlBScrYBSlJyhhIS03X2XILiL6UqkBsyzSQuPlmJyRmKOXNB8XGJSk3LVkp6tj1WSmaesvOKlJVXpIxAgUJF1SourVVVTZM6u/pnh3Z5UPHaC0xlaBhAcQ2TAInvZ4kU/LntQQWm0t0zaG6ZSGZi5S6bFudOOlYnDr94DXTQNma+1Y5dR/TC82+YtXhk3Nk3xye+UmZWhRqaaHJ05QEcX5QPoMPEiJfWdqmRE2n3mAnMnR0DKsjO0tndH+uDzY/qpeW/0ktLbtOrS2/XG4/coTeX36nXlt2p15ffqTdWwEh+pldX/NzA4/UVd+n1lXfptUcBEgDlLr1MWYtS1gpKXL/UK8vDgLLs53rx4Tv0wpKf6blFt+q5RYDKT/XCktv04sO366VlPO6deu3RX+qNlX+vDx77qT5Y+i+0ddG88JqvrQvn2fr4ofn6ZOF8bXt4nrYtmq9ti6O047H/VZ88dbc+evLX+mzt/QYsn294UNvXPqAdax7QFxseMpfX7k0L7XM71j2gz9cvsAXD2c73rF/gPrf2Pm1fe48+33ivdmy4V9vX/07b1/9WO9bdox2A1tr79cW6Bdq9fqH2bVysQ1uW6vCWZTry6nMqCwTUNXRZbd2TamobVCY1/Y4htcIwesbV3usSj7kSrEjyMWnKhO8x4RPGAECwwfL9MAd/dWDi9BC+pr0bMBkJX8fU2TOuzp4xWRd5+HROPEmgoMY0k5qmPmNGTa0DNnY5LjlPO/ed0qnzaeaAKiiuFyNhASk2dzLEktJCZhXnY0AEpoJTyYwCJsJjJnAbqN80PajMXs0lOGN/E932lAbNHt3Ua/PNHXCOqqaBpklKbJcNNGHXNJVW1XebLugBg3Ivtuqs3HITwJnjYu7EiPh9/7WAAL8rowvoqaHxtKqp3zZWmmSxGpNqzM9o7hhTbfOgCdydzLkfJ8Byrrw2+5jh/DH/95l+Ei67Ye/n/Wb3hdmJNy7w/JjLa3jGtM6SslZzhN1622+0bPlT2nfkjFZvek2h0mYLzwQoIldkmcuDib/OgkkksAAwfIwVvanHnF9s3sdjLulUuBTmy14eTPgYwGHTp/yFeI8rjH4X7mPTx1n2Q8BCpEt0bKKORJ/XqXNxik1IVai4RkXlDcoIFCsmNlW79p8w1uLBBJDyAMPvBiuKuvehpVq94Vm9+fZHeuPND/TF7kPavnO/PtuxR6djzistPVNpGZm6GB+n2LhYp7OEEOmDyi8KmQssMzdDGYF0ZTJXJRRUViBXZ87H69SZWKVnZypUHFSIiPxQjhJT03Xi9EWdiInT8VMXdDz6vE6eijVgibuUrti4ZMUlJOlScobiEjN0ISFdFy+l6kJCss5dSFR8YoYupWTpwqVU+6PjEkkEyBeAkplbqPSckNKy85WUHlByWkCXkrPsWlffbsDi9RaAxS3X4Aig9A8QdY+uglPMsRPPaCh/8fWuDDaknp4BdXUNqJuo7ogTD42J/sXrxXOrz5qllOa6myqqbNGSFat0x09/pbaOQeu8JpoFxlLf2KfMrHIT/vh+bJgACi/0nuErFmVBvldedq5O7HhXH6xdopeW3qpXlvzvenPZT/T2Iz8zIHlr5c/11srb9daKW/XWylv1+iO3GUt5bTnAcodbgMBKQOR2/X7ZbXp5+c8MHF5adod+v/QOvbT053pp6V0GJs8tvl1bFv5Uzxqg3KZnF96q55fcrheX/jy87hDf9/IKtJVfiJ//7rJ/r/cfjNI7D0Tp3fuj9N6CKL2/YJ7eu2++3rk3Sh88GKWPFkZp60Pz9NGSv9InT/wXbXv6Pm1bc7+2rb5Pn66+T5+tecCu29c9oJ0bH9SODQu0Y919+nTVP+iTp3+trat+o21rfq1PV989t1bdra2rfqmtq3+hbWv/Xp+t+XttW+M+/9na32jr6l/rkzW/MVvyZ+vv1/YNDxjbOfj8ozr+0gZlnjlvvUMMiAqW1aoJEO8cVVPHiJraR6wMSdRLS+eIsQU0Feaqxyflqql10GyhbJpEnAAqLBoTYSuRC1DxIATw0PBHXDlT+wj/q2rssdBRpnc2tA6YjsKGzvc1tPXbxL7Smi4FCmq1ffcxSwYg04xNHbYEmwjkl6uwtME2WJgUWk9X/7RCJQ0qrW6zzZjHo7xD5zwbrTEUtJYI9mKAEwafrt4JAxZAlHIeLAjWxd9JynJNU6/9nV294+EQU/eeYECcZyY0hBaXN5twDxt3lnfHHgASSlIuZh6zA7rMVWPsGALOJQR1MTVfpTUtlpEGAHCw43mCyRWXNyozUGK9JzyuPZYHUHNHhhmR3RdmJDYj5YYCeVUK5NfM5ZuFY/49AA3g8KIJeWjGelgC+ZW6575HlB2s0Jd//n90Pj5T99y/XFX1PVZxsNIXAnxYN/EgYvE44YgcF5UzNVv68gADY+nphbk4cwX/e0pctnmfjrfNHADxpTAPMACGZzKUx7LyK2wxo+X0hWTL+zocHWtCvWcqsB9Kaydi4m1fPhFzUcdPX1BsfIbyCitVXNGgrNxSmweDfkI5DWCBwQAsfsFeojY/95JeffM9Pf/C69r6yR59vuuQDh0/q117jmnnnkPauWuvDh08rlPR5wxgsrJzlBHItv4QLMWJaUkKhLKVGchS9JmzOnH6rI5Fn9cxXAtn4pScQQkt29xjickpOhZ9VodPnNPhE+d15MR5HTp2VvsPRWvHroM6Hh2riwlpBixnYhPtj4o+c1FHT8QoOuaCzlEaSwsoLTOo+ORMnQWAkjLsdmJqthJTsg1g0rND4mMAJzk1R8kpOQoVVprm0tHdo+6+QZHjxQx6mIcHmF6LYRmwjwET7vdX/zWASk//kDq7+9XeCf0fsDef2XhN7GT2hLMWQnt5ERq4jAAQrq7MmzE1p1i//s1DOnosVpcvf2t5X9ToAaS4+IB445qLZPCqxsZuamTiKzW29ijh9BFte26F/vDw7Xp58d/pLUDk0Tv0x5V32nrL2MiteuOR2/Umn2PBVJbdrleX/lSvL79Nry/7qd1+dfntehUgWeqYBtffL71dzy++1dbvlwAuP9cLS+7Qs4tv0+ZFt2rL4tv07JLb9eySO/T8kjv1wpKf6/mHw2vJnXpx2Z16afkd5gp7a8WP9fbCW/TmvVH64z236O3fzdc7983T27+bp7d+C7Dcog8emqcPF8zX+w9E6aPl/4u2rblPW1cv0Cdc19yvj9c8oPdX/1bvPXW33lr5M7214ja9veJWvffYbfrg8dv18RN3OgBZ9QttnV2/MoDZuupX+mztr7Vt9d3atupufbbm19qx/rfavu4ftG01oHKPPlnzO328+rf6eO092r52gfY//4SO/GGzYj7fqYJgiaUxk9Da0Nqv2rZ+VTe7OS1Ez1c39JjLiogUat8MSaIhz0Cgpd+0B26zmtoAmAG1dAxZyQhwYUCZc9uUiwwtupN5TMR2GlPRawAmFhsKVxpn0VoQ7CvrumwmT3xqUGk5JRaQSfmNk+2chjKlS8mwqCHHWEYuW8NkoKBayZnF1sdSVtWiqtoO61chm45yD6zGL2864OrAxxkReEz+dk7ROND8hFF30kcMDwMC3wdIwLqtzOVccbjmMBlU1HaFWQVOK0pifG0YiIg/YWMPH6zaerBN56lz4LIKKpqUnl1iCRO26Y8Qlz9t8TBpmQXqGZgIl9Qoc4V7afyhz0Ih3eN6Cz7vPcpgZsmubLHfCUAjvt+ez36nd2C/dk2i05ZDl5Qa0kNLVunwiXibzPnJtv1a+cRG+z/CwgYGptUfZh0AyGyZK1zqYmS1AUi45BUJKt19U+runVJPvwOWxrY+JWc5nQMRHpbggYVoe89YEPMBFA842aFKkXRMdhhlMwZ24e4CVPwCVM7QGHk2UdFnEhQdE69o+lxik5UZKFZJRaNyC6uNAfG9BFIyOCyStQAuUQsWLtWihx/Vug0v6MMP0VV2KfpsgvYejNbnu/8/xt7zq6p03fattc45e+/Tzl53r1VGFJFkLq0yi+Qk5pzJOeesqIAgYCAqOecgCCiICAgqikQxlKFWVa2q2uu20+693+4f0G/rzzsHUtX2h/vhbWPMMQMTrHp/oz/9CdcRHXsBcbGXEB+fgrj4JCQlXUXWzduoqK7Htes3kVNwBzX1VBgNyL9diVt5ZcgvqsLNnDJcuXoDN7ILcDPnDm5m30b6tRxcyypA5s1CZN0qRHpWPpLTbuFaVj4up2ThUnKGzJamuqiqb8PNvCJcvJKOzBt5yLiei5s5haJUWu/eR0s7vZQuUSh5heXIu1MuITR+D86nvl1UKYqmuqYFLS1daLl7H68mZjA98wZTM28ELDOzNNuVAiE02Il4fGpWrhE284HDc6VSPsh7J2beYnxarddv6cH8pisi+yJ5+R8H70w0Cazdpcjjj7/J3+LYkfNiCPJ/5vfvf8bHD7+ho3MEXQ+e4/Pf/2/88Ol/Y+jRM2QnX0bYMQv42K2CjwPBsAZBTqsRso9rFUL38rgGwXsJjtUIcDSR53nO1wXuWQV/B1MEOK6Cr52JHP0d+Vmm8LFfI2Es+iNeDgooDGt5MdzluAEeDuvmgCJQsV8PV7v18LDfAA/Hb+DhuBGuDpvgYv8NXB3WwXPPOvjv+xa+/Jm2/44QgmTnnxC2608I59r5J4Tu+Aqhu/6E0J1/RsAWrq/gb/4XRB/bgZjj5gg5sAmhB2j6f4egfevh52ACH2t9BNgbIHiPMcKcTBB1YI1AJeHoRiQc2yQr8TjhQlWyTRSMUjFbcfHUFgEMlQqXBhUWX144tQsJJ3cg/uR2xB3ficvn7JDhfRT5F8LR1daOoeev0Tc0LbPVuQFzMiFbXPBO//HIpGysDP1Q2fB/MFUxz8r513LnzkwtQmVs8p00a+Skw5b2PjTd7UXXw2EMPpvE81cMbb3Dy3H12tFXhIhaWvhMqR2G2JQPwxsPTvcbHnsj7XWoFrj5aVlePCcY2LKFPd+44XKDfPvhJ2mx0/t4TJQGs9moOCQ09lFtmBpQtKMGFk298DHVg5Y+zQ1ZlDXnscxVlf9DByrdDBJpwqgLtYlx/xvefvoNNc0P8HLqo6QnS/0LoaIDiYKR7j30QX74p/zdpXNx12PcKWuSEKJWVzM2qRQfvxt9FYbaXr/5WZQiG1BqAJn7rrqeXSoqoGWf/aeEDWsauvD4ybikKj959hrtnUPoeTgqn0Go8O/FBAYqreKSJmz6zhLJaTk4ecYDf/1aD0dPe4AQ5N/m3bsvzTvnoEIlQpC8+Rkzsz/OgYXn06//Ltfmrs/+JEkEBOWLibdoaO+VBo43CiqUT8L5KboMMA0sfEwFwpAUz3kjy+wwph7zMdUGa020dGNCpbC8ScJcbHJ5u7RW9vLbxTUoLm9AfXMXeh4/R0fPoIw55rAvFkpeu1U0l3YsUNm3/yhOn/NAVGwSImOSkJp+C4WldcgpKEfmrdsIi4iFu3sgfHzC4O7uj5CQBIRHJiPp8nVExVxBTHwKEi9m4FLyDSRfvYnLqddxK68EGVmFCAlPRGzCZbmelpGD2NhLSLyYiqvXsnE9uwg3c0sQGXMJsQkp8vPjEq/gRvYdlFc3orCsGvmFlci6eUcgkZNfgoLCCglnlZTX4VZeMUoq6wUqVC23iysl5FbX2IbKmkbk5BehpLRagNLc3In2zocYG5sS055+yOvXNPHfy2KK8Oybd5iamcXLiWnMznI4l4LKfJgwNCaZX294t/lGmleOTb3BxNT38h8NoSF3Hax2fvujOtf+w5lnwPF1jD1XVDbDZOVq3GeL98//lKyT2Q+/ShFbWUUjHnc9REZMJHz3bYevzWr40ytxMEXIHlME712llpMpghyNZAU6GiFwjzECdMcgJ4LFBIF7TBDgQJCshp8dwULIrIGvgwm87YzgYWsITzsTMd0JFQ97tTwd1osqcbFdraBitxYututkOdushbPtGrjYr4OL/QY4222As+03cLZVr/Fy3Awvx40IPrAOQZb/jqBtf4L/tj8jaMefEbD1z/D99r/Dde2fcW7Vn3BmzZ/gvuXfEGC7FEH7NiDiyHZ4WBvA3XKZfG8CUX4HOwME2q9EkKMhwvaaIurAWsQe2oD4oxsRd2wj4giX45uQyNCXgGUrLp7cCioWhsOSTm2eC4NdPLENiSd3ilLhMeHUTsSd2IbY41sRfWQLYo/uwOXzjsgM9UZ9YZl0kn4w+AoPB0fRNzSGh0PjYFM+tu4feDqJwaeTePJiVuZNVNd3SqiKcBkZfY2BJ+NgtTuN86a2XnT1qAaQnKdDUPCOn92GpXXLS4KIKc2zsggUqhp6MCpTjAb/Z0kVJgjGJj9KGG6cld7zKvAJFoHL9z9Jfc3D/lFpk09/grUe3Az52TT2eeTPVplhCjx/VCuEiwaW3x/VHBwW/GkbtXYT9fujmiWiwmiqqJDzUlixPvHmB9S29shsHS2UrKU4q7CTFppTRjm9Ek4DLSiuF2Oef0/6Ku+ltoShYgU7/l4d3QO42zkgikY13VT9ulQU4ct35mP1/RlNUDeIre2snZsBO4W/ePW9DPl6854Rh/+UpAzW/0hdyfe/SieK7LxSfL1oBTy8g9DzaAg+QTFw9orE1Fv6WL/OKRQNKrO6vUFTKfOPhMl8uLwmVGZ/ksQPpom/nHqL5s4+AQuzrnJ1BjwVCqFC057goIrh4jUqFBr4NO8JFr6G/bwIBQJFW5pyySuulnBY3p1K5BdW4U5JLaoY9ekfkU7J/CxCJDUrX5QPp0bmFdfgq6CgKPj4hoKbNu/40zJzcKekTiRQTkEZYuKTEBwcg9DQOISExODipSykpuUiLuEqLl7OwqXLNwQoDF9dy8xGUso1JKVmIi3zNq5nl+AaJ4zdKkRaZjaiouMRHZOI5Ks3cDn1Bm7mFCExKR3RcVcQfyEVsQnJcp5+PQ8VzPwqrcO1rDuIS0xFxvU8USKFJTW4U8RfsBql1Q3iq5RWNaCguBJ5t8txu6gKLXcfoKq2FUVFFaisqEdLcyfaOnowPPJSoDD9+h2mXr/G1Os3mJyZBUNiXK+mWHk8K2qG9Sj0WESdvFEwEQjxvbPvBCovx2fw4tU0Xr6awevXn/D6zWfMzLUbVy04ZCPgzI7Zv8virInZtz/JMC2/gBisX7MZ4WHx+PDj/4XZj79hYnIWbTXViHA7Bm+nzfCyWQV/O0MEOBgh0N4YAQ7G8HMwRICjIQL3GMlduwaVIB1QCBV/B0N8gYwxfO0M4e9gDH+Biwl87IzgY2cCLxsjeNoawcPGWLK5mNHlbqtbdmvhbr8O7rZr4WazBi42ChgCFOs1cCZg7NbL0d1unTzvar0azhaGcLYwgrOFATysjOC6/S84seorHDf+k6wTpn/C6bX/DS7f/nd4bv83eFv8BQG2SxDiZAI/O2ME7FkNL5tl8LLWg4+tgfwu/g4r4W9vIIv+EdVKxL41olaiD61HzJGNiBW4bELskY2IP/od4o99h4Tjm5Fw7DskHv8OiTwe2ywJAUwKiDu2HQknlVKJP74DsUe3Ie74NsQd3Y64ozsRe2gHEk/ZINnrBAozr+JBbz8eDLJX0gv09j9H7+ALqSR+NDyO/uFxDDydlpVfWCuV2m2dA6iqv4fqBtZ3DWFwZEpCWPQdlOeiQmMqRMYQ1xsdWAiUN6JUCBwFFaVOtDRkbiz0QggVJgDQLJ+vUubqU96z99ffxV9pbO0RY51QEEhImvAP0g69tqlbPoMhV3ovVDU8yqLC+f4nCfnMh4v28+Qa+4fpujgQJtq5tlnzsQoLKzCoRAGGpX6R+o/B0Wk0tPdJZwJu6koR0d+helA+j1IvCjD8XkxESLt+R8J4PY/HJKuSn0uF8vjJKxSXt8jfkT3dnr18K+qDqkK+i+678vvx+8r3ZLSB55yw+fFXUQ5VtV242zWMe/dHZEgYVSdVC//N2NpGbiTf8O/zD6nPuXjlBtx9IsFZOaMTn3DguCciElJFkfGztdCWhLXe6G4854W/NLBoCkUDC/ePGVkqo5D/vlQsrZ2PkFNUAwGLrjWLlhVGkGiLgOE5ocN2LDTwCRYa+FQrNPAJCIJFUy48ZmYXIyu7GLdL6lAgRY/VMtqY1ffdj55CfJqyOqRm5SH1ep7U1HwVEZWIgtvlKK9uQnF5vVIZN26LvxGfmIzAgHAcOXIaF5OuIjLmIi4kXUNaxi0EhEQi7kIqrmXeQfq1AoSGxyE4LAZZOUViBt3Ir0D6jdu4mpGD/MJqXErJQsKFZFzntbRcXEm5jsspNxCflC7hsPSs20jPKkBQWDxi4lNRUtmAO8U1yMktR2paDi5cyUB2filKK2jY16Gl/T5aOnoEKkXltSiprEN5VROu3yxE0pUs5BWUi6phBlllVSOaW7vweOgZVNiKRuIMxqdnBCZUKBO68+nXbzA1/RrTM7NS5Ph6VtWkTE6/weT0W/CoqZTRsSkMPxvF0+djeDX+GjOzDE18wARTRF9/wvjMR4zPfMDE9AdMTn+UzB5en+Kd5+sf8Wr67ygtb8UeO0f09fSg8GYmws8cgLfdRnhYGcLXdgV87YzhZ28CX3sD+NhxU9Vtrg5qgw0kPBwMRakQPBpQCBU/h5XwsVsBb9sV8LFbCV8u+5XwttGHl40BvO1M4WVrAk8uKhW7VQIWVxsTuFibwMVmNVxs1sCVMLFSUCFICBUCxtVmHdys18DVyhSuloZwsVwJF3N9nDdbjLM7v8bJLf8TRzb8GUc3fIVj6/6M02v/B859+9/gtv1f4GP+7wi2W4wgOz342+sh0N4AIY6rEORgjAB7Q/hY68HXdjl8bPTha7cCPrb68LM3gJ/9CgmBhewxQdjeVQjftwqR+9ch6uAGRB/6BjGHN6p15BtEHeK1DYg7+q1AJvbwt4g9/B14jD9KNUKI7ETccUJkK2KPbkH8sa1IOL4dF45tQ+KxbYg9sh2RR3Yg7owTsi/EofNeD7r7n6O776n0TOoZHJPuwqzovtfzVDa43Ds1SLiYhY77T6Su5OnYrGQtsQ8XYcLFcBlVzPNXCiBKpRAqhAlDZaoNCz0YLoa8eIOialIUYMT0n1TZY5oy+eNx5u0PmHn3WVQLwVNZ246xqe9lE5x9x/DYr1Kd3nqvX74PFQzvqtkaSJYOMHytKB/xa754NhpkxIuRIlwFFPFPPvwnpl//KCm3YxOfMDr2PQaHp8Scn3jN7CymDdOfYWHhP3G//7lUhLObgUCFM17Y8FN8lV/xgSExhonpu3z+Tb7PwMgEWjuHcKe8FQWlzTIriIqFqmtohD/rGdq7hnAjuwLN7QMSqmJnYP6OApB5cNEAo1SXguTkzI8or+7Ew8eTGJTOE1MYGGa36Z/x9p1KExYQvGXPtl/w9uM/ERV3DcdO+uHR4DSev3yHVeu+Q8zFNMl0e0NznirkjVr8HFninSh1ooFFOwpY5Kb0B6VWZn+UtGzWMjGkerf7scxjoerIKWQ/ry/DuuYrFgKFj6lcWL9Cn4XhMJ6zsp4+C412KhUCRVMsGmjy51Xll9WyZ9gIuvufornzEYoqm2S/v5hyHV/l3ilDdUMbisvrkJVdKCa7X1AEUtOzcPToKdjbOGH/viOIv5CMhItpiI1LRnTsZVy8lC6wSEkrQHpWIW6X1klWV1ZOKa7nlCA98zaCwuORlV2A2oZ7SE3PxoVLaTh7zhtnz/kgLPwCbuaWISo+BaGRFxARn4zAsAS4ePgjLPoKMm+V4lpmAc6e90ZU7GXkFFQiJ78Mqek3cI2qpaIeTW3dKK9pErO+se0e2jru41ZOKcKjkpB/pxyNd7vR1H5ffBia++1dPXgxPoVXU68xNjmD8akZTM5fk9NzjycmpjDz+s2cBzM+TRDRkFTqZHRsEiPPX2Ho6QsMDj/D0MgLvJp6i8mZ7zE+9V7+x33JDUHOP0rLdQLm1dR7jL/+GTPv/oGXL6dQXVwKzwN28N67Fc4WK+BtvQLeNobwtTcRZeHNzZ/LerlAhrAIsF+JALuVApNAgsR+JQLtDZWScaQaMYa/o5EoGgLFw2oZPG1WwNPWAF62BvCw1oenzUp4U6kQJrbGAhZ3W1O42ZjC1doErjamcLZZJcvFdi2cCRe79QITD7v1cLdZDTdLI1Ei7pYGcLfQh4uZnizX3UtwfufXOLPtLzi9+V9xZvO/wGXrv8Ft+/+E586/wNdiAQJtlyHY3gjB9H608J0OkAxx+ROgdivgb6ePAN05/RS1VopSCdlrgtB9BMtqRBxYg/D9axBxYC2iDq1D1KH1iDy4DtGHNyCWoDm4CREHNiDq4EZEHtyI6EPfIuboNsTSwzm6TUJeUYc3I5ahryNbkHBsO+KPbUfckR2IObIdUUe2IeKYGa4EueFuQ4uEw7oePkdL5wAqau7idlmzzARnLQlrKkor2yTcxBRVVpxrECFQCI6BEXYmnsTwixnZzNlIkM8xZEPloRbb16vKexX6UuqXgGHKsoS+dMDRlIl2pIrguWr18knAwo2WP6O8+q54KAyfcTEDjZ4P79BZe8Ku2BKu+f4nsGpddTn+WepftOwyfhYXocKjGjCnPAlukgQjkxdGnupmKDwAACAASURBVPN3+ojJGX6ff0iDSHbZ5iAyMdI1VcJixb//U+6eOXuG2Vya/yEqYl4mmjS+lKSBX0X9E9ZT739F/d1HYJo1lQpfwyMr/ZtaH6L30Ss0tT/Gg0ejAjMx2uepFE2tcArn3Pqeo39/w4vxt7hT3ID+wUk8e/kOj4cnRHFQpRC2jDwoALDz8D/w7v3P8POLgatHGGxsD+LQoZNw9wpDxq0yGRsxS7DoQl/inVCx6KDCx9o5YSJL56/wOSZDqKMa38CEDSaAMMzHzf9GfinYz6uoomlOpRAmVCo8zgcLVQpDYYRLw12GsqpFsdCDYZU9waIKJFVrFz4mdJh9xomReSU1aO16hJ6BUXT2DqG8ukX89q8up9+Qu/3CshokJV/D9ew7uJFzRwz2i5dSERoWjaCgCLh5+iM9Mw/XbxUiOCgGCReuIuFiugxtuVPejJgLabiVXQQ/33AcP+aCq+n5KC6rR15hGarq7uLi5Qz4BkQgNDQeKak3kZKei5S0XASHJcBx7yGcOe+FK1ezERF7GcnX8hB/OQN+wTG4mpmH5LRshEdcRFTMJWTezEd+cQ3yi+m5VCA5/QbqGtslvEWolHKEZlG1XKttakfO7VI0NLM4sg1NbR0YGR3D87EJjL6axNjENCYmpjE+MYVX45MYl/NpvJqYxouxcYy9YtX6FMYnpzA2MYUX4/yPalw+Y/j5Sww9HcXjJ0/R2z+E+30cUcrXzOLl5FuJkzN0oSp1Oc/9M8Ze/4Cno2/Q3d6JnPQUhJw9AE+Hb+HvsAbeNivgZa3dmRvCz94IPrYr4W2tDy+rZfCxVsvPVt2pEyYKKIbwt10pay48Zm/05f02BvCyWgFP6xU6mKwQwHjbGsKbCsXaCO7WhnC3NoKLlbFSKNYmcOayMYWLrQIL04kJGzcrY3hYmcDTygjuFivgYakPT8vl8LTUg8fuJfA0XypHN7MFcN3xV7hu/xvcd/0NHrv/Bnez/4CP+WL4Wy9HgC0BsRJBDka6ZQg/hrrsNKCo5wkRKjG+lqDRlBnDX8F7TMRfCmOiwj5ThO41RbCTsVwL37cW2orYtw5he9chfN96RO7/RmXM7V+PyEObEXloCyIPfScr4uC3cow5vBkxVDRHNouCiTm8BREHNyHywEZEH96OVD831BaWSNfp3KJG1Lc8EPUy8GwKQ6Mz0p6E6cE5BVUS8uL4YIHGqFIiPGfmFlOBHzxiw0cVDiNQqD7+CBUa7VwaWDiHRSkYXv841zuMGwyXBhaBilz7JNcII3p9Hd1D4jGw+JBKRjbetocYGJ6UfmLsqdU3NCGtVmbYa0s8GAURwkqDiQYULfzFzZ9QYpiPSouvlXTgz/Rj6Df+XRQGK+GZwUZviiCjWmHGF812pkPXNnbi1cT34jMqVaHSmwUm9HbmLdaBzbz9CW1dA6IKCSNmejEMRhXG78CQHpumNrc/kkLAyTd/l1T99wzTff+LKAwCQiAhoT6Gs74sfhaz71jzI3U6L97MhcwIEYa0uPkrj+RHUVmTs59x+IQHlht8g2fPZzHydAar15vhZn6FzGLR3jOtUy1/BAnDXRxMpsJe7Gj9d4GJBhSBi64PHP+d2emgs2cIxZVNyMwtQg4tAl3VvAYVgkULgzEURsXCDLG79wfQ/mAATR29Mn746vUC3dCvL/3C+FmEFqHCRfBk5DAsVot73f14NPAMnQ/60dTaga/ulNaCKbi5BSUICYmS1N265nZUVNWjvukukpLT4eVDoz5YlEpt0z1ERF+Ab2AU0q8XIKewAgXFNQgMjYWrux/cXH1w+owH7hTXi3K5lJohBg+N/1u5JaIgSspq5bPMzJ2wd/9JhETEIeNGAahyQiITcc7VF95B4fAIiJAZyNn5NbicfFOyKvg5BUW1yLxVLEopLjEFYZHxuFNUIeC4e68HlTUtKC6rQ1vHA9zKvSPGfXFZNRqa2zA48hwjz1/i+csJvBibxNirKbx4OYHRF+N4+WoKo+OTAhyBx/OXeMY1yv/xX+LJsxcYfvYST56yYn8Ug8PP0ff4Ce739KOz+xEeDYzK1LxnbGUx+QFTr5ka+j2evHyNu63tuJ12BTHOR+Fh/y1crFbBy84UPrZG8KZqsObGry+LgPGz4ya7Er42ywUofrb6cu5ttRR+Nsvk7t3PWh9+Nvrw5+ttV8DfluEhFd6iF0GF42VNWK2Al42CirvVcnhYL4eHFRWMIdwtV8LNwgBuDF1ZGsGZy8oYzlYKMq5Wxkq5WBvD3coAHpYr4WW5Et6WK+Bjxe+kD/keVsvga7EUPhZLBBw+5ovguetreOz8G7zNFsJ790L4WiyBn+USgYq/7QoEOqxEsIMRQqhUqFocTBDsYCxmvIT0BJw6ZTYPKsF7jBRA9jBpYbXKfNuzCqHMhtMdw/auRdjeNeBRXef5OoQ4rUWQLrU6dP9GhEuG2SYQKFx8HHVYQUZTLtGHvkPUwc2I3r8ZMfs3I/64JdL8z6O5vBo9A+Po7h9DddMD1aq8qk1azPMuvUauNUrNCRsisvKdrVXYp4uLxaxdvc/x9IW6Cfk9UAgXQoO+CdWLyvriOe+cNQBpoOFxPlR4rj2nfBgCR72GG3d1XRcGR6YFEFQzXT0jaO3gnKNpPHk+i+aOx2DYjgDRQKIdeU1d59hilcLMTseEVFfviNT0cJAbN2NCg+/jokqigiE8aNBztgyHU2mve0vAfP5VQsW1DV3y2XwtP0PWPJhoYCHQCA2p4v/0G3ofv0D3o1HpQCFhPN3kTNZY8HfiVNM7pY2ixujVUGEpoPD3/FnqarTfb/7vzu/Beh9mhNEPYZIF/91Gns2KspjzSuh7vGU5wG/gtFan/Wdx/KQn+h6/wPWcCuw9fBZVte1S3MykHibsUC0SFgSTBheBik5JyvMMlxEyOrXCQtnp1yqkLinmbz9jbOodunqeSFuXmwVqzDABoIZ+qdYuhAphovkuJVWtqKhrR1t3v4CluaMXJVVNSLvO/bhI1ArTlgkUBZZ6SWOmaiFY0q7ni+CoqmvBw4Gn6OwZwFd3iuvES6mqaYK3VwBKy6px734fisqqcT2nAMnpWdh34Aiupt9ETEIKUjJycTO/HJwSlltUh9Kau/ANjERAWDyuZhUg6eotRCWkICyGiuMWrmbeQmkVC3RaUFTRgMTLaQgOi4KXdzDWrN2Ccy5+SL+ej0upNxARm4LA8Fj4+Icit7AeV64Vwj/8Ek67+MBx/zF4B0Qi904lbuSUIS4hHXl3qlFW2YSsm3lIupSKji52Gu1CStoNZN4sQF//E1RWMdW5FEVlVWhqasOjR4MYHHqGZ8/H8GT4GZ4+e4GnzxQ8CAqqj8GRZ7IeDTzB0JNnGBh6ikeDw+gfHJYWMIPDLzD4ZBRDT0bl+v3ex+jqfoyuB4N48nQcg0+e4X5HB0pzs3A52hcBZ+zhbLcR53cbwdXCCG5WJrKhc6N3t1gqd/teVgbwslwOL6ulAg9/GwPZtL0t9eBrswx+tsvhb0fA8Hk9BNhxM1+mls0y+NNzIHjs6JfQ5NZXYTNd+EyDCkNf7lbLBCoEikDFXEHFzdIALpYr4GJhCBcrIwlvuUuIS8HH3UofnlbL5XsRJKI2bA0QaGuAIBt9BFovh7/FYvibL0GglR78di+Ct9lf4WexEEFWegix1keQzXIE2xogxM4YoY6rEOJoLFAJcTRFOCHgtBpB9oYCGwKH55pSCXBQIb8QJ1Mp9CQsuBQ41iLYkVBZg0D7VQiwM0GQwyq5Fuq0VnfdFN5WKxHgaIoAB1ME7VmLIKf1skLYbVm3CJOIg1QxDIdtRRSBs38DIg9+g/D93yL6CKvz7ZET4oXO1k7UtPYiPOIKWjoGZL761cw76Hv8Cn2DE8jMLkNTez+6+17gfh8zx8YlDbj/yZQUyLEuhZutqNrJD3KHz7t8woQKQl1/L2mzhAmzwngkXJS/omWFqaMCC0MjWqKIagcjPcXorzAz8f2PEjorKW+RtvkMQ9E/YZiOP4/9xsZff9bBQG22yl9RKkVa0YgXQJ+Fz6uaFhZbspKdLdDZrZZhNaoF+hpUL0/H3kkDTM5/4agAehDM3KKPQ6C8EWj8jE+f/xPDz2bQ0NKjy+RSz/8OJPNCbwQLPZaB4XHUtT7C9Pt/oqTqLto7B1St18dfZFJlbdMDNLY+RHV9l6gOhvXefdQpkrkU4d/3SdOAyO7OhB9HCRSVN0s35toWdu4YwMS0Lv33Df0ReiUKLGxCOTgyhi07LGFhsw99gy+wZ/9xGBisR1NLj8zg0cKPhMQcUAgOAuQNTXkddOYpF6oUgcqsgsoki2hnP2L6LYtr36OrdxhltW0SCsvKLUZeMXuG1aGkWoGFQOFiTzHOQympaEZJRSPudj7CvfsDaLvXh4qaVmTevIOM7CJJk9fAwnYuBAwXe4JlZhciMvYiMm4WoKrhHjofPsVXKem3cLu0SjKtAgPDER0Viwe9j1FSUY+4iynYu/8QLK1tkXItF27eYbicch21rZ24dbtccpVJwhMnziP1Wg6qGu7jahbDZyU4dsINQaHxUu9yM78MN/JLEJ+UipDweJw654rLqZkIDo9HaOwVhEZdhH9QFI6cOIeImItISMpAWEwSjp/zQVTCVXy3dRcsbJyQfusOIhJTEJ+UiZs55ahtvIf6lk6pvGcIrLW9W1QJ4VJYWo2aumYE+0fi1q070jusqfkuHo+wCd8rDD17gcHnoxgeZVXxGAafvcTjkVH0Dj1F79AIHj15jp7+IfQNPUXf4FP0Ph5C38AQeh89QkfnPbQ0NaKuqhzlhQUoyMhAVmICLoX6I9b3PIJOOsDTYROczQ3gYmEAV3P6GMbw1C0PS0N4Wq6Ep2zSy+BtpQ9vq+XwslwKD/OF8DRfCF/Cg2a1tR78bLiWwsdqCbytFsvRXxSKPnypEGyWi2KgauC5Nz0USz0BAGFCBUSF8rtlqS8KxZ0qxXyFnLuaL4Or+XK4WqyAm5Uh3CxXyGN3i+XwsFgOLws9+FjpidIgRIJsVyDIzgChslYg2FoP/uYLEWi5BCHWevI4yGoJgq30EGqzHKE2+gizXYFw+5WIcDBBpNMaRDqtQriTKcKcViHMaQ3CnVaLWiFsBCpMQiBcdL6LCnmtQYjTKskWozKhWqEK4SJYCBNCheeB9qayeM3f1hhB9qbyfKAD05RZELoBQWxps1cdg53WzykWqhamF4fv34jgPWsRse8bRO7bhIhD2xB/0grXnPciPyIMHfce4EpaNjJuFKGorAmhkZdk03r0ZAJtXYPgqFWGltienn4LDXpOHZQCymfT8pjKg4vxcYYyGN4iPJRpr9QJgaKlGzMEplq9sFeYlhlGM58Q+Tum3jDkpZpUqiMbU6owGMHCzZJtT2rq70uTx7GJD9JFgGCgb6LNnGeWlagBaenOUJI2sfBLPRb9CGV6q7Rj3tW/fs+7+fcSNiJQHj+ZkA2Sn03VQb+Dz3f3johyYXhMgwaPbGnU0/cSbfcGVZsiXTEm38vvQxXBEBVf+4Zhto//EMjmFbNe4x5ulzWhvLYD028/4e3HnyXENjb+Hr39L5FbUCN1QgQzTX3t8zRlooFEO6oEBQVU/vymtoeoaeyWbgRsODo48hrdPc9lxgpDcTThJWz15gdppnmvZxibt1pgub4xPH1DcfNGKU6c9gVHATApYGrm81xoi0pEUyOaetEes1GoBplJMe75vk+Ymrem33zA2NRbdPeMyKjn63klyMotklRfTnv8YyhMfJbKZpSUN0gtCoscOx8MClgqa9sk+4vNJLnPEySar0LIcPE6l1ZdTxX0VUlVPZrudYFl+deycnHmnCuuZWWjuq4VR4+fx9GjZ+DqGYzkawWScpZfXIXa5k7JV27r6gfjbxcupSOvsAYZ2cWISkyFi3sw4hPTkJ1XJsWQFy5fx9XMXHj7hsHG7jCupN9ARW0r0jLzkFNcjYDQOJhbOUnqcXRiKiJikxGTkAw7p4M4fPwUzK3s4RcSj5w7NQiNuoQ9+07h6rV8KZ5sbOuWehWmHFOldN7vw917D1BZ24jklEzEx1xBXR1HIz9A8e1SxAYH4XJkGC5HhONCRBCSY0KREhOKK5FBuBIZiCsRgbgc7o8Lwd64GOKNxEB3xPq6INztJMJcjsH/pAM8DuyGx76dcHHYAmebzXC23ISzu0xw3mwFnHfrw8N8JTzMDeBpZQw3S0N4WBrAdfcyuO3mZq8PD4tl8KAPYUGfZIVAgJ6Jt+VSeFsuhp/NkrnlY7UIvtYKJF4Wi+Bl8QU4DIP50cC3IZj0ZKnPIVCWwMNyCdwteK4Pd0LEcjlcCA6L5XCz0Icrl7nuXI4KIuo1BMwSuFksFUDx832t9MRgD7TRQ5CtHkLs9BFqvxLhDgYIsV2OIKvFCLJaiACLBXIMtdVDmK3+F5jYGSDSwRCRDkaI3GOKqL2rBCzhe9aISgll6IohLR1Qgu0NRakEOZjoMsNMBRTBkiWmQMMssCCqDgdmjqlFmGhKhdcIFj7m4rn2Oj8HFomuR/De9QKVACkq3YCw/RsRuu8buUbVQqiEOq1DmBPBoqATeWw7rp7ag/RjTrh94RLSr99GWOxlZOWVo7VzUPo/sQdU78C4ZCUVV7RKtTyVCT0WVtMTLgyT0cRXWV+ECLO/6L2wVoVtWph2TM9lRq7xOsEzv2fY76HC9GKlUqh4qILo4RBOhBUzwLQwGcNGbOzY0zeK2fe/ygbOzZ/GNyHIug6+j22B2MqeG7hs5PN6Wr3RZUAJWHTqgZu0ZG99Ynryz6K4njwjWMZ17VuYEfYRvY9HBQQS4vovQlsET2v7AHr6xkSxUC0QiPxMDSr8Pgoqv0jTS6bL0nhmuiwbfj4fp8r7JK9nNwB+j7KqNly4nIX2LnY/eDv3mYSIBhDtnI9F3enGBvA61VfngydSFNn/ZALdvc/x7IUalUBozrDpqKgMpWA+fP4/UdfYjW1m9iipa8Nv//v/RcrVAmzb4YAnI9MCdWbJaSa8BhaGw7TzyRneFKjECk3dTL7RqVPWLc18wrQomE+iWLRQWHVjB9iShZlhNNgJBk2p8KgM/DaUsJ6FGV8ltWhpZy3VkLRlqazvkJTj5AxGphRYmHpMuBAqPOciVLSU5K/u3R9CS8d9JKfdkLL8kvIapKbfFOXBITSBIbFISsnBeY9Q6ZLZ3v1IalgiYi7jUsp1cfz5hXoHXqCmsQMWVo7YudtO6kquXc9GRW2zvP67reawdzgooKlubMfF5AxcSc2UZpabt5ojMemaxPoycksRezENLt4h2LB5JyJik2TspVdADM65BsDK9iBOn/eTu0JW5qek30R1fRsCgmOQcPEq7vcOIregGDdyCtDY2oWKsnqUldeirqEV169lwmnLatiu+RoHNq/E4S0rcWTrShzfaYyTO41xaqcxzuwyxVkzU5zfzbUKzuamss7uMsTZnStxfpchnHcZwnW3ETzMjeBmthJuuw3hbmEETwsTeFmtgrs5n18GT/NlAhA3y2Xg8rBcBnfzpXA3XyyqhD6IH8NTFkvgbblEFAhVib/tMlEnVCvaY6oUj90L4GO1WFQMj7zmJ8pED54WS2RR7XB5Wi6GuwUX4bJMCgn5HVzN9eBmsQxuFnpwMV8qR1c514OruQ4y5npwF6AsgYfFYoEdQ26B1ssQbLMMQTZLEWa/HOEOVB0GiHQ0QJjtMoTZ6CHMbilCbBbLCrdfhnB7fYTb6SPMTh8RfK3DSkQ5GiHSyRiRe00R4bQa4VQoutCXBhWChaEvphhrICAsGMoiVFi7wwSFYEcFGg0cVCOEh6+1oSwNJDzyOW2xiJQJElQqSqVsQKAj29ps0q2NoGrhc6FcTusQyu+5j+nLGxFx6DtcOe6AjP02uHbqBCokE2ZAmj+yAWTHA/omz9DdNyqtWLJulchdOQ36wWcz6OgZwfCo2vC5gdNrYW0K1YgGEG54hA0ngsq1McLhDZRKoefCxcaUqjkl4aJauHyWokZOMiS46F3QYCYwqBq0UJhsmO9+kmywlxMfxd9pbO+TYkottEafZ+TFa/n/m99FetEx3KW1due5Nj+Eqka34c+pDqm8p7qgt/IP8SMYumGIiOEuhpQIIO31fL+Ai5D5yHqZX1FT/0DAS1ipTV0plbm053kjmKkkJmY/S/W4Ctk0oqd/VNQDP5dhsv4nY2hoeYDe/hfoG3ghkCWk/ggUwkQDCo+EMY/8DoRHZW0H+ocmJLuNA8IeDb6S6yrjjmqFPgih9CPeffpP5BXWYrf9IaRm5qLz/jDCIy7g6DFnSY5gKFDCWgTDDFOHvwBFwDIPKAyNyb8PU8xp1r/+pBSLDipTr5nU8UEShtgQslba33MEcIlkeGkGPjO7RKlUtwpomDHG1lksTG9ouQ/2NWu5x2aUHRKZYi0KU5YJF/opPLLYMX8eWPj8V6lXbyM0IhHnnX1QVFKHptZuXE3PRVLqLVzJyENYTDKiE9Pg5R+F7PxyNN/tkfTeA0fOITu/DPf7niD3diWKyhtBA36lwSqcPeuDrvuD6OrtR2lVkwBjyzYz7Nt3DBk3bqO1sxdRcUnYbWmDw8dO4eDBkwgKTUBWbhkIlYjYS7B3Ooi9+4/BzSMYPgHRuHL1FoxNvkFkdBLSsm4j41YxyqpaRWGxmWROXhnOnPdF8tVb0rKllNX27d1obu1EQVEZbmTnIzMrCw6bVsDO9F+xd8MCnNqqjzM7luO8mQGcdxvg/O6VcDZnvYURXMwN4czHu1fg3K5lOLODabJL4Wy2HOd3LYPzTj2c274YLruYRrtU7updzBbBY7ce3HcvhdvuxXDdvRhuZkuUVyLho+XwtqAiUWEkX+tlCLDVFzgQEgxx+UnYazG8LL6Gnw2vaYvQ0VQLFcsCUTUMRzHcRSXhoYMVfRlPejUWVBo6sFgthbslv6d6TNjwnMvNnOd8rYKO+249ASLhxM+ld+NvvQyB1noIsl6GcFEcKxHtaIioPSsRvWclYhxXIMpBH1F79BHpuByhdksRZkfIqBXhsBwRDgTLSkTtoVIxQuRegsUEEXsZ/lIhMEKFYS9l4Bsj2JGQYOGnUhsES7DjOvFNqFA0/4TQoALRVIoGD8LFx4qJBQbwtTYSqPC1XH70XvhZjmtBlaJBJWTvRoSwU7MjTf11Kjy2h74MM8rWI5zdn/esR9wxMyTZ70L6YVuU37yF5nsD0p6enYXZqp69vDgXnu1c2jr7pXURlQmhUtfag96BMQmBSTaYLiymUo8Z5norKoZpx4+fTmD45QyejatWLsq4V0WR88193pHTnKe6IUCUwfsZk28/y5Cv0ckP0qL/0dCYpPPOvP0soR9Cg3esdS0P8Or1J8x+YKhHbZysn6G3QyBwRPHDgZeiWkQtfPiSViwjief1CyMAFCgUUBhW44Yv2WDSuPKL+f4FKl8yrgQuEub6h/we5dUdeDX5ST6D340bu0BFy9rSdfflhEvCavz1DyiubJGRz+zuXFzRLKpL/BsWarLN/idVGU/lx0QIVeypEhMIGE2laHCZA4uu7ofeUlVdp4wCJ9wZ+lLv+UF5K1IFz1AkleNnvP/0T1y7UYgdO6zE93Vw3I9//z8W4PApF0xMf5Issvlg4fnk9GelYAiZNyr9WwFfq1v6EvqUsQkzHzE1wxRu1svRY/keDx49R33bA+QWVSErt0RSjhVwG1BYoUx7Tb3kl1B1VMnwLqYc33swiPauftQ1dUpVfWpmvigXqp48zrkvKJfr7BXGqnuur86c9MLpM144fuSsZH9xM868WYzSyiYUVdXDJzBOl/LrARpdhZVNKK1sxTnXIInBDYyMortnAOFRCQgNjUVkxEWEh19ES1s3Hg09kwr3w0ddcDUjH1kF5QgIj8Pl1Czc7ezBhm+/w75D53HtVgmysosQFHEBV2/k47tNW6WupbC8EcGRF2Fltw9nz3ngm292wN0zAJW1TahveSix6prmFnT2PkRXz2PkFVSCCio1PQ+p6fli4g8+HZWGlFeuXEPezVzYbzKAnem/4PCmhTi5dTnO7lyKczuX4vzOZTi/aylcNGiYLZfr53Yuwbmdi2Wd5/mOxTi7fSHObFuAczsXCVCczfi+xXDdtRDuuxfD3WwJ3AmaXYvhsnMBPMz5mHDRU0CxXKa8EAEI1QhhQgOcvskitSwXws9aAYXhL57zKKEwy0Xwslwg/oqXJRUK1ck8pUKoaIrFgj+XyQCExiK4mi9SoJHHOsAwTGa5RH3P3Ut03sly+Y78Xpp/E2TNENcyRO0xRvTeVYjduwpx+00Rt88Y8XuNELvHANF7ViDSYTnCbfVkhdgsARULQSPLwRBRjsaIYu8uJxNEs3hxHxWLKcIEKAx1cSmlEmjHmhzW4NATUeGrYMc1cyEswsbP5gss/viYUGGmmq81Ex9WyqI6FNjYmsDXjj3R1ghcAhwJFgUZHv3tVyOAaobX7VcjxPFLBhnb3kQe3I442y1I22uOgoRENN7rF6g0t/eLl3KvZwTdj1jQ9wz0Vxi+rWm6L73E2Eiy/f4QRp4z/KVCYGyZMszFlONnM9JXjFXjDENxxvuoZH0xU0w1pmSdyh+hwrtp9Z5p2YTorVCtPOh7Lq352Rizsa1PBpHNyMb5k1TbM5yTei1fQjcvpj+gb3hcFBZVFJUFIcFNt39oXEJ77Pn1VhpPqhoVVpTzNf/1UgAhiMQ70bK5dEctw+t7KUpUnon8POlT9g8BAMNwbH/DxAA+x6FnhMpc8SDTeulnMBFBXvOrdH2ua34oxZHpN4oEMlPSxfknvH33EyanPqO0gp3Vn8ooYapFSUL4A1D+CBf+jbl4ncqRRjcTHPj3UcPYfpQkBSoVJisI3CUrjF0JfsWFC+lY+PVSWFrvQUtHL9y8AuHnHyXdOPiZDHUpNcJ5O2opr0zVLGnhTioUpU51yRp8TKjojuomt3Y6PgAAIABJREFUQw1vY+ZaQ1uPhKzos9y6XSYGfkGp6misZYRRuRAwWtfiqvp2Me/bux6LT5hXVC39vggngmkOKsU1qgllUTW+KixtwLUbtxEfnwxnZy/pucU049zCSpTXtCA6LhlUGTEJV1BW3Y6KhnvILayFh18U4i5lgDG7geGX0pX4Vm4Z+gefSUFiaPQlKWD09AnDnr3HpACyobkTCZcy4R0Uh8DwOGw3s8KR466IvZguFafnzvvh7HlfnDrjgpCoJCSl5eBiyg2cc/XB1h274Orhi/DYi0hKuYGwyMs47+KDPNahtLSj59EACgorcT2nSCr0E5Ku4fRZb9S3dKCkvB5e7MIck4CDO9fC2vi/49DGBTixlQpkKc5sX4RzOwiWJXA1Ww7nXcvgYrYM53fqwXknVckynN+hh7PbluDU1kU4tXUhzm5fBOedhMlSuOxaDLddS+C2izUaVCp6cDfTg5sOKq67FsDNbJFs/rzz92HdiRwZvtKFuwgVZnpZL4Gv5SL4WiyEv/US+FstRqDNUgRYL4EflYruOTkSLuZULYvhZU51osBC5aKFwSQUJiGwJXCzXCxA8SB0rPXAI5WMnBMqFl/L8ubPsVFhNj+a71QotssR6mCAiD1GiNm/BnEH1yL+4FokHuJajfh9xohzWoloB32EMzxmvQQRtnoItV2CqD0rEO1kICuGINljKlCK2bcasew4vG+1zrDnxr1KUosZ+pLsMjvWqxAamhJRakTzSqhICBUt3KWdEyBerKPZTXXIhAaulfCzXgk/pnBbMeWanQpWzykWDSJ/PBI2vjbGAjJmmjHkxpTvqIO7EG+zGel7diE/IUGgwrb1LIDkYgdetrJnOIxDvDjPPiWjQBQKW7rQuCc8eE4Df+j5jBjkrMx/0P8SLAIkaNiYUusFxk2MBj79EW5khIoGFk2pUF0w40rF3j+J6ukfHMfdzkEB2L0HIwIs3u3LJvqebVz+gdvFdZL2zAFk/SOTGB3/HtNvfpKsMH4PtdH/Ir8PQ2G8c+b7NKAQGvxMrv8aLlqWmE69sMbk/c8Sbns69gYjY2/FA2H4SMAxVx/DMNk/JVylpmyqMBihwkJCBRMCRSkFBQF+h98kBJl9u0b+PTgRkR6BfO/vfxF1UF3bid5HY6ip78L17FIdlDTF8fvwl6ZYNKjwyN+VSRXV9fcU/F/O6qA+pcBCD2sudMUWTT9Ln8CIiES4egTj7ef/lFTm/fvPwD8gRv0+b36S6Z0akCTENTtfkfz+XEsd55GQUX7bl3onhkf53wg9rOaOh5IJlplTJF6L5o8QIppa0aAix7J60LDnCAUqFobSCJOUzDxcu8UK/GoV/tKFwvh5X1W3dOJ2eT2SU24gKCgGubfL0NzRjWvZtxESnoSLSWmwtHTErfwKVWFZ3ix3W/yBNGeS0/MkHMasl/LqNvQPP0dNczuS0nLh5hsjPb7KahpR09yBwjI1OMYjIBoOe49JcWNYdKKEz5jeZm62ByGhCXg4NIqM7BJ4BUXjlLMXlukbSWV9YUkzIhOuSmbYwUOnYWZmi6qaNlxJyURG5k2ptalvuYfapg6UV7UgNOIiTp33QkbWbVy6lIGjBw7B4VtD2Jj8K/Z98zVObNHD6e2LcHbHQpzfwZCVHlzN1HLZtQTOokwY9lqCM1sXiko5vX0xzmxbhDPbFuI8w187FyuQmC0VqLgKXBbDZQefWyTqRUFlsUDFfbcCgcruUp4JDXdmcREq3paL4GOpgBJgs1QgQrAIVDSgEDj0VixY//G1KBsvKpLdi+EtqoXK5fc+C2HmaalUi5a2rIFHzH0+b7FI1A+/G1WTBhMCJcR+BSIIhP2rEX94PRIOb0DcobWIP7QGiYfXIJZQ2WeMGIcViHZYgRhHAwmJESax+wzV8/tNkHBgnay4A4TSevBIuEQ7rUaU09q57K+5dGKdUgmw+2KwU40QJhLCEqCouhlvS31w+VgpVcKQl6c5EycYclyOADtj+NsYwc/GUFKLvayN4cNBYzYm8OegMVtTWX52q0ShzKkUx7WqEaf9KgQ5rpaRAz52hojYvxNx1ptx2WEHitKuorbtIepbe2UDYwiMmV+cCimKpe+5pBNzmBcVCzsfa9lgfJ6zwXkkUNrvj0iNCzshS6aYrskkTXpCRcsQI1S4aMgruLACX7Vt4Z0pFY529z7zjnfMn+TuurvvGYaeT38J77zj3JOfxKPJLqiSgVh9gy+lboWfwfkkDKlxdANTf5k2SuVAcGnZYZonwQ39/y9Uhl/OgpMrOSaZdV0cK8C59g/6RyXBQIWjVNYVP5OKhnF+Vo8znMZrDHcpiKjpkzzXHhMeBOSr2c8Ym/kk/a54R87O0k9GZ/BiQhWbFpc3i4FPf4cwU38zZdBrINGOBAk37/lg4fccGJ5AUVmj+FszTLcW2Cko/e49sz/gDVvov/kZvgGx2LP/NKrrO/Dy5VtYWu5FYHCswJBGv1Ipv++ooKkUDRw8zr82/5w3GUxNJ1QYnhuf+oCHHLjV2Yc7FQ3IzCn+HVj4t9EUC4/0XmgxsB0+uxTf634sUOK4YbaCSb2eL3BRFfgqG0ygUlLVLLG2yKgknD7tidjEK+jqe4Tqlntw8wjD4kXLsG27peR9t3b342ZeBe71DKK5vUdSh4tKm5ByNQ89fcN4PPwcTe3Kc2GWVkxSOrr7hnD/4YAM0GIGwskzrli0cDHOu/gh41YJMrILEBFzBc4uvli/YSuiEq+g4W43cu5UwWH/cRw5cQp//tP/gIWFrWR7JaXegLXdfri5BiEoJAENbV1SPR8cFCUjhTnxkfBiOnNuQQUupWbB0ztcQnNerm6w22gAM/0/wWndf+DYt4twZgdVCjd/PQlXuRISZkvhvH2hrHPbFgggeCQwCBPnXUtweuvfcGb713DesUhCW25mi0FguOlUiesufiYVCt+3QBeiYsow/ZKFc0Y8zXZmVQlQLJj9xY19IfztWJ9CM16Fw3zn+SnelgsFPDx67P4PeFl+DW+LhWB2mC9DaJZMPdYTsBAuXASHhN+kOl+lHVPR+FAhyeLGy8wyhr8WIYBtVOz0EcKeXHYGEqqK2b8aCUc2IOHwN7IuHNuI+CNrEXvAFDH7jRCzzwhxTsZI2L8KiQdWIX6fCeL2r0I8W9QfWIPEg+tw8fA3uHBoAxIOrkfCgQ2I378OMU6rEbtvHWI4A8aBnoqJqk+xWylHhr+oVPxslCrR1Il29LZmUSar+llHow8vyxXioUi4i4WaUrTJIlBjeFubwNvGWFrhSIq3jSm8CRO71fCxMZFFuMxXKwx/8TlvG1MwY8zX3hRe9sYIO2gm4a+kfZYov12MiqZuVDd2C1ga7/bNKRXCgsWOHLzFVvWZ2aXyGobEapt7cf/RC6mufzg4gQf9Y+jsfS5z6O8/ZmGkyvrSjlQsCixKqRAo2hLFwjZBM2oCJav6+wZeSsdklaL8TnwRqiaGgVSoSBnJ3IjpeXT2DqO8pk1amTCtmFB7wxoSUSFqAFhHz7B0FGb21NTsj0pV6BQKN3q+9o9LACAKRj039JQGN2cRqbn0NPJF3cjP+gV9g6/keVEs2md/rwaPsdszfy96NqzS56Y9f9Offz71jmD5u/QUY28xNgHNzC3DtewSGTVAf4aezuu3n3G/dxjZeRWoquuYB4Uvn83PnQ+T+XDh92SdTE1DpyhEpnFrr+e4ZfoqU9r7Zz/jzdt/SPjt+EkP2DkexrnzHlhpYIqlekaIvZAmU1055EyDhKZGtMc8KlgoRUKAaKBRz6nO1qreSXsNj9/j0eALtNxjv65mZGQXguEweiTM6OIiTPicmPhSw9KEnPxy5BdVoKntPlrv9aGprQellS2S9Xg1Ixf5RdVSlsI2+V8VltWjpqEDHt5h8PGNhMVuO1xNzUJ1QxcOHnWDrf0hnHP1Q0jEZdzKrwTDZZ29g+gdHEVz2wMUV7aitLoDFTUtuN83gIGnE2Ki+wTHIrewCt0Pn6C1/b60VGEhjYnpOux1Ooz8ojpkF9agruU+nF0CcODAKQm35ZfWSmryjdtVOHDsFExWr4W9/V64eQTiyGlnpGZmY9ESfQQERkq/MdaS9PQ+xqVLqWhsvYe65nuQVs1FFQiOSICrmw+8fUKRlpmL6Iho7DBZDLNlf8aedf8LR779q8Dh3La/wmXXQrjsWgSXHQTDEoHF2W1f49z2BbLObPsa53csxNmtX+P8zkU4u51G/18FPB70UHYRLgvhYbYI3kzjZcsS+hPmS+BhRpAslXPP3TynR0LPQpngLGiU5y1Z2LgU3vROWJfCUJitHnxslsDbWpn0Kr1YgYYQ8LZcIP6Kl/nXAgWBlDUNdqVWFFR0GWGE1jyQiGoS4KjCSXo7hIm/9VIE2y1HiN0KhNkz5GUMAiWW4a6j34AwuXh8Ey5ydsnRTYij4mA4jMA49i2Sjn2HS8c248KhjQKPC4c3QltJR7/FhcPfIPGgAkosOw07MbV4NaJZa2JvglCprNcVPtoTKFQXCigMb2keCqEhngm7AzBVm+1orAzgSahoaoXXLLkMpbUM29KwiaYXwWJrIkDhuaeARl0jQPzo1dhRuayS5W1tCi8rKptV8GEjTvvVApUo++246nJKaqVK6jpQVteBqqZuGZ7FUJimWBgCI1gYAqOCuZSWI/NXGu8+QlXDAzS0PUJ1Uw9qm3vQ0NaHe5xgODCKJ6O6zK+XLJIkYLQOxtpUyflQoWJh/Yq6e+VGxFAZ4UDjnp17R0ZnMDWvnYvagL90viVYahruyf/n3LTEn9DVhqi7+B+lzf/LyQ/S24ww4sasQUSDinacf11dU0pgcGRCakvYYHX4xWuwdQqL+IafT8mMFmZV8bvyZ/IzWLDJJefvfkRpZbP8LfiZGkS043zITPBz3/4oi2N1Hzx6JmOh2USx/f6gCoV9+AUjz6ekGp2bcFXNXZRXtUrGmmTK/eHvpX0+jwosyojnd2PlflVth8p0e/ej1MloQODffe6cEzPf/YyxV+9x6IgzVhqtQV3jPdQ2dsPC7hAup2Vj9sMvmJxV46mpWvjvwaVl5hEkKmlDtfHhYw06CjBqdLUWHmUywsSMeq0olnt9KKlpBQskudhUklCZHwrjJMuyylaxN5iQxSLJhpZutHU+QtPdHpTXtkrr/EtXbyL7djkKy2rxFZ9oaO2Gu1cIyitbEMtixLBEXM+txKEjrrjb9kiKiC6m5EjMrXfwGdrvDyD9VjGCwxIREHoBN/IrUVHbhuiEy+jqfYLSmlbdhv9U5sW333+Euw8GcPiYC7bvtEbilUxc5YCujByEhF+AkeFGSQ7gAJiuviGUVDbh0OEzWLHCCFt27EJBWaXcQVjb7MGRI6ewcMESWFs7IjgyASlp1+Uf405xJR48fIy7XQ/R1N6Nprtd8PePwnebdqCkogFFlY1ITb2GMw67sUPvz3Bc+79w9Lu/4dSWv+H05r/g/I4FOCdhMMJlsZwTJLxGVcLjme0LBCY8P7d9Idwk5KUUibuZMuXpndCc52Ma9KoXljpn8aAGF4a7FFioIJSyYOGilyXTjRfCy2qhDi568LNlhpfKDtPCZv629GLUUiChB7JEVzTJ8JUqgCRElNeiIENVwmsslOR1hsB4zh5bQQ4rEOxoIAqFKiXUbgXCHVZKyItAYciL0Lh0YguSjm/BpRNbkXR8Gy4e4+OtuHRyB5LPmiHljBmunNqBpGNbQYgkHvpGoHLx8EZwJRxYLwol1mk1YpxWIYomvYMxwh1WIczOGGE06veYINDOSEJWmk+iHVUml6F4JvRNJMxlyTb7ukWIEC6iUPThIY+NpM8ZAaItQoXnbFfjIbBRz4nXwrRkW7bRWQUva1N42/CoIMShZr4OGxF+eDfC9poj7+o1lNW0o6RKtRfnbPDqpvvSsZhgobeihcGoWtiy5U5Zo8wap2HP9xEm3f0v8HBQtdBneIoG/tAoiyXpq8zMLaVW1GTJP4a/CBWtpQs3GLXpqcpshlSY3qptilqYSNuMeVTXfpJWSM13H+Lh4xfiETAtmSEvjjVmqvL9h88ktDI3FVEHFm7y84GiPebncqmW+r9I+i038Nnvf8GjoVfSYJO1O/ydWQfCFF3+Ltyo//gZBA2VF8HCzZPPz/8d+Ptpv6OEwFgQSv+DnYufToqvwlqW8pq7oko4xoBg5GubWntQUd0ms2/a7vXLNe3zeFR/T/X5/9V1/j0YnuN76Vcx62vuPbpeXXwsoa3ZH6Ro9MnIFA4dPo/cO1X44bf/B/Vtffhum7Wk9zKTja/XQln8m31Z6iaC/94KGFQiWghUhUGVmmF3BjYg5et0qmX6Ezhwrq3rMSobOnA9t1hUC5tRakqFFkcp57PU3JUGlcWVzTLEq6CkDtVNnWjpeoRG+lR17fJdU69lIzu/GF813u1B7u0K+AdHS70H87fTrhdKHy7+ov5+0Ui4lIXQmBSJST4bm5I2AAnJufD2j0VkbKp4K2xI1th2X7wMTrQjZJ6NzeDhwAjaunpEyWxY+x3MzSxRWF4r19nChRWmm7dYIzH5JkprW9E//ALXswuww8wSi/T0sdvCHrmUZ7mV+G7LbmzebAZrm/3w9g3F9Zv5qG1ox+lzbPVSgP6hEeQVluDx8CiuZxdi22YrnDnlhlsi3SoRFRkLzyNO2Lnsf8DO9H/iyLf/gROb/4rTW/5DYHF2xwKc3UnvhEa8AgjBcnrLX7883r4AvMbwmOuORXDe8TVczRZK7QmBwuwvLQtMoKJTB2oDV+m/9D/EsNc1ieTGrvkaHuaL4GGxAJ6WC+Azp1gYvloq9SusYQmwoz+wfO6xAo0y/VX1PdvGs0qfqcaEi1IqX0JdqgKfdTL8HoQK+2kRKgIWO30BC1VK5B4TxB1ch3gOwzq0CRePbcWlE9tw+eROXOE6RYDskseXTuzE5ZMcy2uGK2d2I+nkTlw+tQ0XDm9SSmUu7LVOzPqYPasEKpFOJgi1N0SorRHC7LWsL/Y+MxRVoikSHgkQDSQ8l2XF7gQEiq7tDDsCWKwAuycLMKwMBSjq3Bge1ibwtDHRdTlgU02em8o1DTg+omKoStjsk9My18HXbi18bNfCx/4bBO3djlAnMyT5u8jdG+PpRRVqXjjbi1c1dMnALobBCBYe61p6xG/RwMK0/Ya2XnQ+HJHXMMWY6ccy+IutTp5NY2iUISjVyZiGvVIrMxIC0yru54NF22B4pIfCDUktVThHv0CrylbGNjdkteFrkKFHwJHX7L5Ms390/L20XuH3evLitXgg3DC1DZ/H+ecaBHj8ApMv5/x8bnZUbWNTH0EP4tXkB1Eo/E4M27Fok/DQPkv7HO3IcBlrbujjahlbBIu20WuQ0R5rR4bcODWSRZLVjZ24lVeOYfGXVO2Hutv/DNbvsTM6H7Onmfb+L3/P3/sq2vM88vuwhqW1o09+//nP8f0a7JWq+Cxg6e17Abs9RxCZcAUz739BWkYBFi4xxM2cYvGSCE9NcfCozgmI+eeqe7WCjnb9C4S09/GoAPMJj4eYwPEYVQ0sciwW850THbUwGAGjQUZ8lopmKaCkxcD3tHb2S7FkfVOnFM8HBEfhq6i4Kzh09BxiYi8h4cIVRMdcQcKFa9KmvqKqGTExlxGXmCb+BwfiPH8xhVczH5B8vQyHTnii88EA+ode4t7DJ5JPHxJxEVyZNwrBSWi9j0dQ39KFK+m5sLbdi/0HjuBK2k0MjIzjYnI6rOz3ITz6MqIvZCArvxw1LZ0IjboAx/1HkJKVjdDIJFhZOcnRdO0m2NnuFSpGJ17B+o2bERAciYioZNQ3duHBwwHpV5aUkoGU9DwcO3oeFZWN8voAv2CkJKdiv/l3MNP/F9iZ/Bv2b/h3nNzyNc5sVyBhWIvpwVQh55ndtW0Rzm1dgHNbFsjxvJjzymthyjBNetah0E8hUOiXEB6ECcNOPHeXFF0qEOVtcJMnQDSIaGY504IFABZUNUwZViEsmSvCinlmf+kyxTSoaEdeJ1i051Xx5HJdmjLN/yXy8wgPgkRTK1p7efYMC3RQSoWfKSrFQQeUA1QoykNJPPKtQOXyyR24copAUSv59C45v3R8+xxULp8xw4WT25F0YhsuHP1O1EriwfWIF0CtR7TTKrX2mAq4Qh2MEMpiRltDBIqHwuJFGu5sismGmysljMUeaZ404GWtgHqsa4xpxXkuK2Q5s1sAm2VasoeZIdwJHHZWZpdlgQhBopanDefKrJJFf+ULUOifrIO37Rr42m+Ar/038Lbh8Vv4O+1Eoo8H7twukU6tHGLE//l4d8cOsNWNXaJebhVUIvt2tfz/Q4Oe62Z+pcy/4J0fO3Mz1v/g8agM/Op7wvks49IWn1AZ1CkWehvcaGnWq2wwZoEpX0WDiroLVXethIoWClGbGMMnP0gR4eDTKTziSOShV2LYy128TmGoTZum+G/o7h2WUAebNaowlEorlsaLOu9EA4e2+Wtw0R5rENAea6/n66ZnP2NweELa4A8+mxazmwWE3PAUUAi7LzD6oqRogNNf+U02f/oY/DytHc38TVw752bO5/l5LH4krN/r+oU1tj4QeFGp8HPvPxzBjZxS8Ud4083+ZEwP1tJ6+Znz4fLHcz7Pz2HvMiZM8G8w/zXzoaKFKpkAQQhZWu/Hgf0nYGiwFvv2HoelpZPMiJeiTprtOqWiAKGA8WpKKREFGs1rUdf4eu26BhP+fRm+ZAf1icmPGBqZRFvnY1Ef9FdY1sGjKm5Ug7sIFLVawOzg5JQMmVlVVt0iUGm791AK3W/lFeErF7dAnHH2QVpGNgpLquHkeAynTrrLDPqSihppNx8WdRGV9e04dOQcEuOSMTb9Adeyy3HyvB8Ky+vAdi0PHj+TATCsa7l2oxRpWUXwC46T1vi38qsQcyEL1/PKUd3Qgeb2Ppl9zDztM+c9kV1QjuRr2TKvm4RkQ0r7PYfR2taD26WNCAhPwBkXH3y9cAmMjU3h5RuCgtI6uPuFwXbPEVFanEnPjsTDL14gNjEdAUGxCA6JxvDIC9y6VQTz7TZSh2O+3hBmBv8Gx7V/waFv/oJTW78WFSJA2aUyvZj15bJ9CZy3L8a5LQsFLnysXaOZT0XitptAYaU7a1J0NSqsU9lNmKhwk3Zd1ZIQLISFaqnCc4JHW5r/oR6rsBQBIA0ldUAJsmdXYvYCYxPJL6olkNdtl4FHgiGQbVN0iobV8D42ywUoBIsGFelsrJtVwo7BVClhTsZzWV7M7iJQEjnU6tAmxB/cKGEuDSZKqVCdKMhcOrEdyWd2I/W8JVKdrXH57G5cObsbF49vVVA5sA6x+1cjaq8J/j/C3vur6izbHrW7q7qrqitYpWUWVAQliAqSMwoIogQlZzEQJUmOKigGBLOCmDCLOWAWBURAFHPFrnv7vjvGG+ON8f6F+cZc+2w4eut+3w97fD4nH4+652euudacBYwDXmyGfH+umchZNAMZBBTvaVjLIUXv6TJTQtGdArxyAaATwGTRT8SPzFDmSvaiT5kJEmiI6U5DTLUSCSReyhhTgEWclslSyErUIpgo5jITqb4WSPUxR6roJmQnFljlOxsrfchSrLHKezaSPGcjLWQRNuTnoZH/8fYxR+gYWBLgXBX/43GQkP/WN2zZi90HT+HIyato3HdCylxsNWaHWGvbJTTuO4aymm3Yd/iU5N5zsLDj4TM5J7BITHE3XYNfotPAVtjKS3ChFbsxqKiNQ1258upaLw7EqeG730Sk7+5/K4IxZ1TYutvT/xq3HykxnxvhCGCobiv66/GikcyAm6Pe2DmPYQwUf3ZuDCj6fOQ9qCkojYTfhXHIKhKZrGdk3kOzD/063tb5JXQL5hAjqytkFgJUBtH+043fGFz4XiyF8b7N2/ZKeU+375KZcUCS0+/Uerr636J+5yEMSAlNsz7FNjQ4GAOGfK74rjGZ8xdhO2wq4G/L540A/YjupYDlJwHSM+duYJqJJZIS0/Hv//p/0bTnMExMZ+H4yUsYev9vPBtUGlofY6QNTRr8u9eAoUHn06N+jn6evHbgA/r7P2Bg8GfpfmvnkOPZ6zJ7somJvU3Mnme2inIpVlrLBTTtbYaVpRWy1xVCDIlbT8tQ/PlLN3Hq3BWMWr22EPlFNeIUfOX6fWRnl2Djpgacu3gDl2/eRV39bpRU1KG79zlaWtqQlJghcyqrM0vgHxwltsk0ddywuQnbm1qkTsle5iNtl3D+8h3kF29CYWktCEynL15Dw+4D0sW1Z/8pfP+9CZYsXYFtu3bj2eBLmc6nAzL1j/iUDAQGRSAxNRvpOcWwnueMJArunPIvqERp9TZ4+AbB0dVXynZXr3fgyPFT6Hv5AgeaT2NNeh7S03Ox78BhNLecQUF+taROOpibwHnKF/C3HC2gEj7vu2HNhK3DshzHI97RACr2ZCbjpH04wYltw5OlhZhgwQ4vAojWUXgUEJHhRzKVkbZeCucj4KHKUQQXAotmLXqzJ2Ph5k8mwaMGFW76BJU0sb5nJslkAZFhIFk4RR5P91WAwqO4GS+klT5zWFQmiT4qpsIMExNl2LjIBOsCzJAXaIF8tvkusUBxiA1KQ+1QEjIf5WHzhZEQRMhOuCpFU7GX+4WxEFTiPLEx3hMb4txRHeUs5bLSZTYoXmIprcNkKQSSPD8FKHl+M5FNUPGlCG+KNSLAq64tAgoBhCFgLGmJlYz4lpGR0M/MBAQPAsnHoEKmYiLsRDMSAohiJQQUFUxG0Z7Ao4FFnkNgka4wsheCihVW+lgj3tMSBUnhaKjfge1Nrdje1Czedo17WiWGYd8hJXIy87t2+z4cbruk1omLOC7/WY9KiJQW8NnkwouovJIaXOnolGn1Ww8UsGi2cr97EA961IAkJ+8JKnoRWDRLUZuGvio11OwNti0EFW5w1EdevFNzHfL85x9kI+4f+ln8q8iGNDhw49XKskiuAAAgAElEQVSb9P7mNrlC1iyDj8nGrLuyjFiOfr0+6ud+eiQ4DAMUP8vovYyfq0FFP1eODLXitDqPUob7Dxw50S4aAT9Xv8Z4szc+5yZON1429GxtOCDmkgQm/iZamO/uey05I9t3HQbnXPj3w/fgb8KjBi19NH5/fc7vxs2boWjUivi9+NgIsChhnd9HayFkJMeOtyMgYIXoPSzVFVXUwW/xcpxr75CBTz5XAwqP6u9eAQvPPwUUzVaMXyPnAx/wrJ/rveTXdPUM4fK1+2LRQm2FjIV+jg17lTWLdibe23wcldW1aNzdLNHznKJnOez0uStov3wLo6o27kRJ+RbsaDyE+m0M52rGkbbz2EYPmKbD0gVRUrIBL1+8Qd/Aa3Eirt95GEUVW5FTuAFnzt/C86F32LJtP/YcOIXzl2/hSW8/Ou53SutaWlYxAoJWIDOnCBev38aDJ0+RX1SFBY6+mG3tLIOKO/c2o/1GB3YfOobC0o1SN+Z/yDVpBdjRdAALHN0w5seJKCisxs7Go1hftAGFxVVY6BeEKVNmYmfjAXRysv/WXVy8fgv1DfuxOj1XrBAyc4tQt20/qjY1IC0jH172dnCa8jW8pn2BgNn/xFLrf2LF/NGI5dS8o1rxzgSPiQIs0XZjBFQIMrwvyYWgMkmARCxYxHaFDr56TZIWYz6HsxFkKAQTAoUuifE+ApAGEzIGPqbLUzxy49dMQiztxe5e6SiZi5SYnmHQPjIXTpXhRM6T6PsyGG5FsDBEDatQqxnDNvLaTn61N3NYTCXYKjvADLlBFsjlMCKHEpdaYv1SGxSHzJdVFjYfZCPCSKJdsSHaVc4JMlWR1FKcURPrho3xXrKqo11QGW4vHWLFMtdiiYLFs5Dvb4E8P3PkLpqJXL+ZoqNkLpyBNGooXtRJWC4kmExSgOJmgiQud1MkcEn2C611JiPObYoszU54m2DCJWaeop+MsBKykZU+M5FMgd6wkujI7EVwMUOy90zDuYooSPS0QLyHBaKcpiPcxQLr16SgkbXnnc1igLq98aBEcNMzade+o2jafwwl1VuFsbActmNPK4qr6iVRjxvU9l2toquw9ZgzK5yw393chi0NB3D7Ya90hJGtEFSoYbD8xUW2wgAsVQJTwEJQoXiuNwu1oSiBVm9cI7rKr6AgzdkQahE0d+TVPcGGXUY3bj9Fx73ej0CFmzttVdg1xhhibnjGG74GDn3Uj/E2z/VR32985AYrAGEEUHz80/uN7+Nj3MRfyjJE8hq8uPjnJfjxN+Fm/n/a7PlctmWzEYAMghoTmwNEb+L3evuLLGYhkYGyA4vT9rv3H8fp8zeFuenvogHE+Kh+e8Vq+F0460N9hn9XfB1BxHgRJPTi/e8+/Af27TmMSRNnYMnSCPQMvEHI8jhMN7XC1Wv3hU32GrQUY0DR4GEMKvJvwqg8xttkO2Q6fQMfZBFUevveicnnk54XYoHPBq5dB46LYTC7dtUsygns3N8qZd7Dxy9KqXdfS5tM0rPdmEGPbWfaMYp23elZxVi1KhtJKRmCPB2PHst/jPCodLi6LYKDnQuOHD2DzqcvsO/wGazNLsPe5lMSB8xeZXajUJgiO+EXefx0AMdOt8s/2lVp67FnfxtOnr8hqWKsNTMe2MZ2nnSIMeKz7cxNYT+Z+RXYtGWX/MCnLt6Gg7MvklLTMMvSCqNGjUJ+QYmAHz/T3SsAU0xmwtnVH5nZZTh9/gouX70tZm3rSzegad9hlFbW4vT5a8jMqcDiJcsxZuxEuMxfALtxX8Nh3F+wyPwrhM0lU2Hn1zjl7SVWLQSPSSAziV3ANmPFWshYEp0JGlwTZBFMOHAn5pGunJafKvezLTnZbSJWiieXAhXFOkbKT6mirXxcliJbIZgwBZFX7SpSl7G6U5HGeF2K6mIHTwdfxgibSh6Jvi/Tbxpk+XMCfLqAhZgu+psj07Ay/MyRvogGiyZYKxoGu60Yx2uNnCBL5AZZoiDYCoUEgmW2KGF2e+g8FC01lL8IHtEsc7ljQ4w7aqLdRJjnUUAlzgs1UW4oFz3FFqUhc1AaYiMtyQWLNaCYIYezHgtnIMuX0/MU5dUQ40p3xU4S3WiEyZjiKYh3pX2/AhRGChA8op0nINZlPOLcJgtTUQAzVZIsKcQbayVkIApQzEVXYYIlgSTBY7ospl4y2ZJHCSrzmIYol2kIm2+CxVbjsHTeFEQ4WWCFqy3yVq1EQ8MeuXjZ2rAfCliapQzLCePyjTvkP+H2Pa3iDsuMIbq8tpy4KOI9W4op3Dcfa0fzsYsybV+3fS+Onrwg5S+yldudfcOCPSfuHxrcjAkquvxlDCrGmwvbRjWo8MgNj5usFqlpoc4NlBoMN9Tnr3/F9Y4eASeWv7gRarsRbuocClQGg/c+ApZPwcQYNBSgjOgh//MxxXa4yRo/NnKu7mdXlvoc/fyRziuaUgrIGJyL2cTAvYGlLOojfwYs+vfgb6LO+dzfpVvrxOmrcpFMqxz6onFglIOfu/cdw9Ydh7C+pFYSJtWE+0gp7H8CykhrLx/j78nhSM6/8DcnG9KgosGEHl9KE2NL+Hu8e/87tm5pgvkMa8yeZQs7exf4eAfBd1GIWO7QgVkAw6CZ8JwXCMb/DvrJWp6PLHq4qfKZYiYaVHjUjKX/+Xv0PHslE/R0K95ziMCyG3oCv3HfYUnepY0+S70MAGP6I+dT9h46hj0HjmAU0xaLymtRVEyBvhaFxRtwv6sbrScvICunBs4uPlgSHI6mAzQaa0Pd1r1YV1CFO4968eDJAM5cuIUtOw7gxLlruPu4V0pYrW0XcOz0ZRw7dUWMKS/dfCihXhW1DWjYcwwTJ8+EtdU8aT2u39UC9oxvrN8v3jxMlqRgdercVSlzuXn7w8HJDdbW87EsbAUy15ehun4PJppawMcvGKvTSpGZU42MnEK0Hr+AzLwKFFfWgQM563KLce3mI6SkroO9nQsW+S1B9tpsWH3zOVwmf45Ay9FYbscuLw5Ajkcc2QlBxcBUCCLxjhOGlyp/MTZXlcBoyUJQ0Udl0zJJ7ktxpZfXVEMJTA0fsm1XAwuPq5jcyMRG0TVMDEOIClQkxdHbBGsNcboSHezLpEQFFjpOOMOP7EPZwEvWSADTEM0+SkGku272YiuxdBdHXnHftRT7EwINQYZ5IZmLCSpzsC7QWjLcC5fZojh0PoqXkanMFVApCZ0PivDlKxxRGekspS4Blhh3bIj1QE2MGzZEu0tpjJ1ipaEKUIqWWsnkfL6/OVjuyllEhsKuLzOkC0NR5S7RUDxV5j3t+VnyinelD9skiRWIdZmEaKfxiHQYjwi2ebNTz3miAAuZS7y7AphET5a0OH9iEOF9ZyLF11zikOPdZyDWY5oBPMwQ5z4TcbzPbToinKdiucNEBM+ZAA+T0bD7/jO4TPoSiyzHI3SBGeLcrBDjvQDZKYnY1rAXW3bslyOdXRt2tYhZH1l+fukmyaLYfbANB1rPSdmr9eRlARLqhLQ6IkvRKZDsnizfUI9rtx+j44HqAqOZ5P3Hg6CzMY0oubRgz6teLl3+0mUQbkzcsPTmqTZWCsvMUvldOrk6HvSKvT19wB48eY4rNx9JiiGdcnVH2MjmrnWWP2TjYKMARXQ+bgwqxhoLS0QKlIwBQ4PDx0BDUDFe6j3/gOgsL34Sa3qWorqevUbv83dqxsbQFs0/m/EiIN662yObt9YwRsBDgYD+XYzvpzbFPazv5c8yz1OzsQnPBt8p083Xv+H6zcfYur0ZdPQgu+QEPBsZFDiMdNjxvfXS788MG+pa/G5MZWzae1TKU/pxDS4DBAAyiBe03lFxA6/f/RtVldsxftx0XL/xAP/6z/8HW7cdhLN7oFxwDL7+/WMQMQIYdtMRLKiXcBFc5L7n79FnWAQQDSwKVBS49A98kPmmy9fZtXgD+1pOonb7btTt2IttjQdFA6fxJMthNKTcR2Dh0GTzSRw4fAqjiio3yyacmpaLtZmFWBYSj9ptjTh88jwW+S/HmrR8JK3KxNGTl1BcvgNRMekor94qgfcXbzxAemYxomNWSqrY0Nuf8e7nn3G2/QaSV2djz6ETOHb2hgj5nOIsqarDyjU5MDOzQVZ2MdhNdu7KXWQXVCA9u1TajDmVv62pBfEr01FYthku3gESMbwmsxhunj7w9l+GhFXZ+PzvXyBpVRa2Nh6RoczcgnJk5JSjqLxOMq4vXbmHtpPtyC2owbLwaHh4LoKF5VwE+y2B5Td/g9u0L7DM+gdELjBYsCxQXl6J9PNy5HzJFMQ5sOQ1BfGOE5HgSHYyRUpfKW6Tlf2HK4+TxeeLba68wuYic9HlMGUbolp3VRlLMRWaGtJ9l4u57MJMyE58CDwqGpglMInV9aPvFc0UlWOvsntndgitS9TifTqwKnsxQWQ2sgRMZsv5OmEhthKXS0v37CC2xVohK3A20v3NkR4wC1mcaA+0EfDJWzYfhaF2KAqZj8Kl81ASYoey8AUoYUtxhJMsgktNrDuqonl0Q3WMqzCYmigXKYuVhdoJSyGgsC1Z7FjIVPzNkeNnjmwGatH2RKblp0uXl5opUbMlBBW6Qkc7TUKEwyTZ7MMdxmO5wwSsWDBFjuEO4+R+cZt2niKu0vFuJkhwZ8eX6vRK8jQDQYbBY3Hupoh2NcUKxymIdJqMKKfJWOE4EaHzJyHAagI8po+B/dgvYPP132D77WfwMvkGgZZjETp/ClY4mSHO0xrxPnMQ6z0XhVmZyhVi+25sbWDcwiEpc1AnaTp4XKaNa2ob5YKK4XWcpCeYcGMSJ+NrD4fnV67f7cGBI2ekY/Lh40HpzJLyF1mKYWlQoaby54CiuoHErdaIoegNjBseN2HmcNAWhUmMXX1vRcgnSHDymymQGlD0Zs/bnL9gRYJ5GxyIpJjNoz5XQPKHbPy9z9/L84fe/4qhd+r9uMkbsxI5N9yn7+d342dxuO/2oz7cedgvczF0V2b7sRhzdvbjce9rAR2aZRqDCs/5PemkfuaC6ujSm7w+8rfQv4fe0Pm6u4/6xZWdZUhWS7gHkfGw1EbWc/pcBy5eeSht1jSQZMcZW65l3mRIs54R9qI/Tx/5WWQs9C7jNLoxW9GzRQpQqJe8wzOZN/pZus4yM4qwJDhatLSHnYMICFyBkOWxEpXA76bLnyMXFj9DWMrACEvRwPIRczGUv0aA5b2BsXyAAEvfa1y58VBKfgdaTwtjqd2+B1salYDP7jCK+Czz7j2sArz4b39UcMgKhEXEIjImBfU7D6B8ww4RDjfv2I3g4AhsrG3AmoxcXLp6F1t3HEZVzU4xkDzdfg1tZ68idU0BXF0DULt1P+4/eorf/uPf6OzuR+XGHdhz8AT2tZxB64lrePfL77h6+z4mm5giPilDvszmhv04cvwCUpKzJMu5/UoHng0M4dDR01i1rgwOrt6YNmMmiqrqkFlQhdrtTQJwzm4LMXHSNOSur8SF6/dxuO0y9jWfQ2VNAw4fO4tjJ9uxo7EZza2nxIxy8dJw5BSUoXZrI5zs7GAz+nO4TP07QuZwKn4cItky7PCj2NgnuxAkJkmZS4GLiUGcnypHAkuKmwlWeUyXo56b4GQ3S2BcdMUluBBweFwtBobUVyYKKyG4sNSjLNgJFDOGsz9kYpyCNe3e/WbKhs9kQ2aIEFS4eJ4ZQLt2elRZyDnLV2Qb2qqdwMHz7EBrZASoZEOGT3EpUJmD7CVzBEjShzPbrYdBhXkhTD0sDndEUagDikMXoDTMDpWR1E+4nISVaFAha6mMUrpKxQpHVCx3EGGfti70CiuiPhNkIeaRdCRWuSkqlVF7ecmsiQen45UwrxjKRCw3AEmo/Y8InvsDAm1/wNI548UUNND2eyydNwahdmQuUxDtMk2iDCTOgPEF7tMQ5zYdMc7TscJhKkLtJ2HpvPEItB4LP/Pv4WX6LezHfQGrf/4DFl98BtvRn8Fl6tdYaPEtls75EZHM0HGdIVHQcW4zkOBpgSQfSyR6WyIpyBObN++UieJthjLY7v3HxAOKXnZHZV6FgXZXDcOQt6TsRaFeG05evPZIDBqv3n4ipS8y7NMXbooHlgYVyY0XlqKEei3Q8wqbAMOWUlVHV7V5shJuZsaMRd1W93Mgjxup3sy5kZMhSKmJGgdLTtKi+7HuQe+ta7ceob7hIHoHP0gY1rnLd8VL6+nAe2kC6B38Sf6M7Cp7/UFFF2uQ0p/Dz2VpSaxM3vIzDOcG1sKS05O+N5Ieya63Rz2v0TPwQWIEbj7sw9XbPbjf9QKDb0Zae/nn0YDBz6HLOr8rz/XGrn8X499GP8YNn4yNZfrHva/ECHTrzmbpUBt8xVma38XrbO/BE8JU+B35mxMA1e+s2KEGKgXsI9oJP4cskhECLLPRT4vfV5W8KLKToYwsARZGRr/4Bc8Hf0ZiYgYWLPARtnP1+j3MNLeC/+KleNr/SgDqKaOnnysfOM7+ECiEnRgBh/Ft43MNKn30kWPqqEFj6Rv4CU/73oqMwY7dQ8fOClthrgrNJLfvbhHNkH5fBBOVDHkKoyKiExEZnYzU1bmolzLWVWxu3A9nd2/Jpj90rB27Dx0H+5Hp+3Xp1gOcunANjXubsTajAGsyiuDk4ofGfW1o3HMYtMHvuN+NuvoDuHL9Lh5196J6Y6O07rFdzWT6bDQ0HRKms73pIJaFx2NxUBRiEzIQE58qPmEnz1/D8qhUjJ8wBbNm24iL8sEjp5FbXAkzcxu4efhJd1dyaqYYmoVGJiM4JB6VNdskJvj+424cOHwSQcERmGfvgKKyKuSsr0JxxSYkxKzAvDH/hNPkfyDY8juEzv0BkfY0lByHBGEiUwUsEpxY1qLL7VQkOE1Csps6priaYrWnGdZ4mSPFlVPd0+QxgopiJ2Qpasp7eDiPMxWcpvfgBDy1EhOk+ajwKdqPcFPlYhlqNQGGxoeLzA0bPq3XLZDhb4GMAFq0m8s5/ajS/BgyRbv2WfJYRgBZB8tYVpK7znIWQYQlL0k3DLJBFtcSLoKKDbKDmHw4G1mLrZC9xFoeXxc8FzlLueYhP8Qe60MXoJDAwk6vCEeUsfRFlhLtLqUuCvRVEU4gmJDNcJWG26E4xBZkKQVBs8TZmGaUDOVih1k2J+b9piNNgNIcq72nyQDjSi9OwjOp0lD2cp6ECMfxWDZ3NIJsR2Oh+VdwM/0cjpO+woKJX8Bx0j/gNv0reM38Bn6W3yNwzjgsnTNBVpDNBPjNHgsvs+/hMvU7zBv7T9iM/hJW3/wdll9/Dst/fgarb/6K+T9+Ducpn8l7B1l/j3CHyYhwZr7OdCR4zkKStxWSvGaBjCfZiy3IM5Es2oslynJypQuMM1kcImZtmRvGodZzaOE08omLaD15RaxbWO7iACT1FDIVYxdjDkByVuXCtbuoqm3Avc4BKX3pspfOWenpY9Sw6v7hgOLVm49lUJH1dL2hGR/1psmj3nR5lcxzNe39q7CBhxy07HohV+zX73ThSf9bKdnQW4sbswYgln1oMnjr3lN5HbNYmGn/sGsQNKHk8Cbjc5nH/ubDv4aZivF7DL0lg1FiuBzf/aJuG4FKV/87vPrwuzQJnL10H/cev0DHwz7cfNCHqx1qrmfYS8uoDKb+XEqzYFcSkx4JOPp3UADwMegyd4Qt2NRWBl//JiC/ces+GWdgeZGgRybG0ho7/PheGsT4uxi/98hvr9u6R4CFjxGI+DmMDyFr4bn83YnwTlDg3+/Hi9EDT5+9Q1hoPObNc4aFxRzY2bvCdr6TjGTIZw79MvLvwlD6InBo8NDn+rYGHePbvI+RywpUNGt5j57eN5J0ee7iben23bxzP4SxiG9Yswy/U0skuJC5jErLWi++Lgy4WhYaixXRKRKCNd/OFTkFlajd0YpVa/Lh6RmIdXllIsJfufkAJRWbMGeeExxdfHGk7QJYLz578RZyC6uxa98JJK0swJ37nfjj//pDbOnjkrKQtGod7J18ELQ0BAebT6D/5XvEp2RhTWYZLl9/hLSsAmzZ1iQ20vNtXeHvH4SjbedxrK0drm7eWLe+VHy/6rawpKAYFGvW8clp+OtfvkDNxm1ov3IdPQPPcbXjAZYsWYG58+YjJ68IjXuPoKB0A1aEBsP8y8/gMP4fWGT2JZbNGY2oBeMQxzZi50kCImQiBBKuFFd1vtLd9COmogEn1WOGgbEQSOiQq+zWtaUIjyrPY6rq7vKmXxUTH1n6UlkgwlgYQrWIhoVmWLuIIKLCoWhsOAIclgIOctuf948AjYBNAEHGApmBVsgkQ2F5K8hGMRLDkfcJQyFrWWKLdUtskMEAqsV8jRXWBdsaAGUucpYpcMkPsRNgKY1wQVmkm6yKaA9URrmjMsJZSmEEFJbFFLDYoSRsHgqXzUF+kCXy2PFFj6/FFlhniAxm+NYIqMzEWt8ZUv5KEf8ushWtpUxEpON4hM7/AYutvoGHyeew+f4zjPvrKIz//K8w/fyvMP/HX2Dx1V9g9c3fhGnYfvc3zPv+c9iM/htmffMXWI/+G2x/+Cvsx/0djhOop30GD9O/w8/inwi2+RYh875D6PzvscJhLCKdxiPOfaroLQkED59ZWLnQCim+lkj0skCSp4UACwGGMytrwwKxk/38ElZ0xAhUziiLixPtClhOXcGxs9fRduEWTrZ34OyVe7hAx90bnbIJX7vTJUOQdzr7pIZ98PBp0T240RNQWALj/xGCyK17vaKvPO1/L1HB7NriZiWb49CITYfe7PSRG6HaDAkqiqmwzZgDl92003/xXmbQOJtBp+AH3YPiXkwQEHYhnVZsqf0Vew4cl6t0lejIcpjSTOR70DPs3W94SbAwlNOokWiGwtx4dlgNvftVMRa+PzuuDKDCTfLG3W50970UtvKo543EA9DDa/DNH7hy67F8B824NFjqjZ63+V7s8GLHFi1dOH/CzVv9FopV6HN+njpX/lq8EGjcf0Ls/3lhwHRIDoJyGLX7GaOcFahQZG85yvCv1wLSsrkbXKLpCqyAXoGLYiRkkopVGgOL+m7UVKh3vMOzgbdy5LlypH4rczL8HD/fIHh5+uPZCwr6vyBwSQQSEtMMrIdeYAbXauopRiK9BpURVqI0F+PbWlfp7WM3GEFFHQkqT3qGcL3jCc5eui22LtRXNm3bhS07yViYz3JY9EQmQY5am5GP05c6kLQ6EyXltQhfngAry7kIWxEtYjnjJFmeSk3KlvmSax33ceXGHRGyVmfmimNwZ/cAbj94jOev3ko6ZOWGnViVViQJjINDr9HZMyCdX8HhiahvOCSJkRxQPHj0IlLSChCdmImtjQdx8NgZ1G5tQnPrGeTlVyMiIkna1ErKNyIoKBxh4VH44suvkZ1Xhuq6nWAnQmxKJvwCwzFvngM21e1EZfVO1NQ1ovn4OUTEJCM9swgrohOxJr0Aq7PXIyEuHjO//Az2E/6OhWZfIcSWTGU8oheMQ4obO7fINEzlmOg0GSvdpiPOgeK8YiqpHgx9mmbQVwgkHNJjuqCa/qaVCEtgq71UIBTNENlhJWUtCZOi264KldIMJd2PCYTmWLPQDGkUzv1nSxmKbGUt0w39VVAUy1aqrDXbwEyUDsJSGMGEKytIsQ2CChcBhCsneK68J1+vymC2hqMqienSmByXzBFwyV1GpmKH/GX2KApzQmmEK8oi3UFAqYj2RGWUm7QRV0e5CJgQUEopzocpUCkOnSvAkhs4G+sYG0yth00E/maSSaKSG8nU6LNlipVeyvwxlVkoXqYykxLtSFCZgHD7MQi0/hoLZ34Bx4mfC9P0MvsKiyz+KTNH/pY/wG/2aARYfYdAm+8RaDMagTbfIdj2Oyy1/Rohc7m+QbjdaLUWjEW4w48Itx+L5YwzcJqAaGbpuJsgnpP3PhYCJqmLrLHKzxopC2chxVuBSor3LJlrIcCsXGiPLfVbsXPPETUEeeCEmDGy7t4iGeDtYjLZSlAxOBjT5p7lL3aBEVToBcapeuWi24t7nX3SaHLjzhOxRaFNO6fou9hS3PtGOsHocEwnX7oe8/U37qhyDDc8raloMNGbrvGRtXhuSpwW51U4r8YpKrPMQ5GdnlNso+XnviJAGDEWCvXsZiLwUVsRcf+dYh9aQ5Ej2YjBrXdIrGB+E4NFDSq6dVeDiT7qktWdR2oQlNYwDzn8+ZQ5MbT0fy7g+Cmo6D+fBhe+z+37PdJqzPu0/jECIp8wFgZcvfoZT54O4vipq1Lu2rJjjzQnXbx631DuIvAw+OwFqjbuwPG2y3jS83KYrRBo+P4aPPhcfT7SmaU8u9iNxVbju/efCSiwOYBAohfBRa136O1/L9+/424P3D0DkLpqHfpe/oRz56/A2zsA6/LKxbGZiY8Eg34jPeVTNqJZijGgfHrO99CLoNLV81oWBzlZCmMqJGdYqrc0om7HHmin48b9xzFqdeo6CV6JS16LtOxCVG3YCnMLa0TGJuH2w27cfdSLAgrg+VW4e78b5y/fQN22RvlLzcorxkL/MJRX1ePsxet42PUM7VfuorB8K/JLKMrnyZXb7Qc9aGlrR1hUKpr2HEHDnhYcOHoRtQ2HEZmwFhu37ML5S7dQXbcD23cewKo1uaiq2Q43J18kJa5FWc1mzLVzwXx7Vzg4eyI6MQ1e/iFIXJUBV58g2LkslM+hAd6ufSeRmpYnoWK5RVXYsHm3MKD5dm4o21APX29vmHw2CvPHfwbfGV8qUFmgWEqC00TEs9RlKHsRYFZ7zhQmwnMOPhJw9JLbbmyDZelLZ3gQaFT5iyWxtRJdyyhcZoAwxpYJhspxV4KmBDQsBFQUgFiocpafpSHTg4/NQjo1ksUEjDnICGCuugIYCuvUTFgaY4mLArwGE7IOAgOPUuoKpDCvFrUWlsW4CCS5wXOHQYYgpBlLfphiKcXLnQ2g4oaqWC9UxniiIsoV5REOUhKriHJCZaSTKn2FsT8wMWoAACAASURBVAV5rrAVzrnkL7ESQCG45Cw2l2TH7AALQ5MBtSK6AU/HSmpPBGNDKSzBbSqiHScg0vFHAYJgm39i8Wxlr0OwCJn/A8LsxmKFdIJNQJTzREQxlsB5AiKcJgjr4O0o53GIc2WH2CTEukyQVuRodpE5T1TLhZ1lkxHN7jEK+mxHXjgbq/xskLrICisXWSJloQWSvFn64pwLJ+unS/R0nPssVJWWCajQxZVXxnTyPnj4DA5JBvgFHD55GUdOKy8wAoouf2lAoRV9x0MOPfbJfAo30ONnrsoM15PeV3jUrSzoqZ/oNmLd9UWhne3GzBlh4iNZhAYVbrIaWHjUmy6P3GQJICqn/ZkEcj3qYcbLIHoHf0bPwDtpIuDw3esPKr9dl7C4+VNfOX+pQwRxzq/wM1+8ITPRjseKiRCgBCzEAkUxEg0qugSmvsuIbxdv6+9H4OOfWQ988kqc78fHjf88f3bOPzO1IrbG0hmATQVaAxlhFR+Xp9iOTSCk2SJLXfc6nwloqhZssg6K8ZxbeShlzqLSOhmZYElSv7diJQpMRoBEDyeyrZc5Lsr4kyC0e99RECz4fYcBxcBYevvfSLcWN3hqaAz8unbzIebMc4FvQLC4DrNy8+03Y7EmLU+GSNlJpkHizwDF+DE+zvfW9/GowUQfnz57KyWw7qev0fPsrVxQ0Dr/KP+NNh5EVd0O0VjY9UjfsFGrV+WCouKarHyERcZLiaq0Ygs4v8IBl90HjiMwIAyFeWV4/fYX3L7/BHklVYLSgUtXoLi8DvXb9yI6LhW5+ZWo33YAW7ceQlfPINYX1MDZcRHW5ZVIp1foimR5/t2H3bh07S4a9x4TsFhfVI6ff/+32NZnZBVj7Zo8HD5yGq3Np1BXR3fk0/DxW4Ifx09F6tocSYmc5+yD4oqNsLSxg5tXgLR2Hmw9g3OX7wsV8wtYiui4JOzY1YKisg2YNWsuCss2YEngEkz/8jPYjvscfhbfImTuGKywY9b8ZAEUHhOc2dXFstdkJDmbINmVA3nTBFR4P0FltdcM0VL4GDWW1V5cKoGQbEWZIJoizWcm0n1nY603N08K7iqSlhtppv8srPVTbIRMRbMNOUoYlDnSFrKkZY30ADKPOYalgCPLwETSKcSzdBVkEN8NpS4CAxdLYCxtiW4SxO4uGxHwCUgaVHKW2A6L9AJCwbbIC5kPgkphmAOMQUWVwNxRHumK8khnlK1wEoCpiqKJpGIrxiyFDIWAkhdkKYxFd6kxT57AykXwXeUzXXJOUodBZQpiXSYiynEcIhcw/vl7LLf7Vo4rFowBA9OiHSYgxnk8Ypx/RKzzWMS5TUC820TEu09EgvtkJHKI0oPmkpzGnyyLbcqcaWF7sh6alKOnKZJ9zQ1rNlYtskaK7ywk+Zgj0Xsm4lnyElCxRLInW5FnIMp1Bgoy0sAQO07W07KFCYoaVJqPXYCwFJa+DHoKGQrFemosdDfmogkl15FTV3Dywi0cO3NVGPexkxfRZTCSfEzfr17mqbyVDYbeTfRw4sbFq2EejZkKN9o/A5WRTZsT3r/KIOSVm4+FNR0/c0NijukcfPXWE3n/IZld0XMiIxoLGQ4HDh887lc2H1fuyiYugPD2V/S9oKPx02FNhszi5Vvj0heZjAI4/Z0+BgvVeUVWpZYqw338nJGOK2Ng0SCqgaX1+HnRBQikBEBjUNG3mUMj9w+xHKZs//n76N9XMw4CAct69PVidPnZC7fRuOcottHOxWBPr/8+PgYVxVAIKs8G3wq4EMQedT1Hff0+dD55IXHAIwxFM5UR1kDhnH/Oc+03YWfnDEcHD0wznQUPFx+Ymc0RiYLpksZg8iloGAOIPtcA8umRQ5HGoEJg6SZbfjKI9qv3ZByEgj0d51kS2767GaNqN++RMfzlMYkIWBKGoJAYnDx3A+3XHqBu+360X7+HH36cirDQSDx/+RZ3HnTJ1HByag5s7VxQXFmLG7cfSEiXf2AkIqLS0HLkHP7473/jzr1OHDt2Dh4+C1G5sQGc3t+8fQ8edPXgWscD5JfUorhqM05euILuZ89lAt9/8QqsSl2H6x0PcP7iTVTW7URwWAxc3Xzw3egfUV5Vh/ZrdxEakwLPhUEYM2YcfvhhHI4cPyts51Q7J/NPICQ8BjNmzEDYijhcvXEPoaHRCA6Nhf+iQNj8OEZq7V6mXwhT0aBCbSXBdZKkP6rJ+ckixpO5kKlwreL8gys1ETMBnhQ3CvfmWOVhhlQGQnkoxkKxnmUuAomAio+FnFM/IYMRYT5ACezDDMVQwtLgkhlgicwAbvzs0porK3MxQWKusBER3Q2twQQUYR4GIZ5sRespwlyCCBosec3FuiVz5T01W+FruQgsXJqlkOUUhNmjaLkTSlYoPUWVwNykBFbOAccoV5RGkMU4o9ygr5SG2wtTKQqxRUGwtTAVshVhKiyFLZ4lw5YZzH9nmiJBZeEIqLD0JUI927o5o0JGIbHPdI/+XvJt6Cgd68LminFI4pCkO33BJsiwpOSqeE+REtpKOhsTpGhIKWsaVvrQomXG8OS9TN97miLRezqSfWciiRP3oqXMNgIUDkVyYNJCVoqnOWLdZmKFkylyVyahYU8rduw6PAwqdC0+RB8wA6jQpoVAwnZiGkw27DmK/YfPSmcYQYSt9ZduPhJ20H7toQAQ3zN3fQUYaPX46Us86n0hoDLi+aXtOlSssNr0uCFqjUCVd/QGqzdd4w2cV/28mmd5ihsiY4oJWtwMyTr4GDdiYRsGzYOv169jzZ8NOiwtUcjlpL4wmrcsp31Ax/0uea5iOQbtxDCxTsZCdmP8fT4FDH1bg6OEXVEz+WS4kd9H/fnIyEb+3AQJvpZHMkmyOV36IwAbgwsZhr5NJsHzkc46BdoKYBQ48PfiZHoznXsPnkTDrlaxZNGMhYK77uhSzRWG22Qhg29kEXiZKf/o0QD27T8hjICv0cBC5jIsnvdzMJEuCq+l8+3YiYuYbmohdlTvf/1vtLVdgoOjN9YXbxTnZ81CNKhQM9Eg8mdHDSgEEp5rQPkUVLpoF/T0lWhMNKJk1ANZSvXmnajd1oRRWbkVUh5aFLgUQSERWJVRCHZ8EaELyzahsGILpkw1R2hIDJrbzuPpwAtcvnEX4SsSsCQsFjt2t6DlaJv8oywqZ3b8RvHe6nz6DEdOXcDRtivIzCnBzt2HcPTkRWnZ29/ahp38D1O8AWXV25GWlY/tTXvBJLmCoo1Sq6VVzKUrd1C5uQkLnL0xevSP+Mc/vkZlTS3uPulD3a4WeAWEY958Z5k4PXDwCAaH3qFiQz2iouORmVcq0/dLQxOwa18rIqMTERgchYTENQh0dcUszqqYfonFlt8g1HYMIu1UqmM8s+XdJiPOUekoZCUEjlT3GWDnF5mKLoPxnJoKtRi2Dmtrds1UCCoEmjRfCyl7EWDW+s5EGuNwfVXmunRfiVaiyl0i0FMjCZiNjMUsbXGRpdgiczGZitJJqI1kBZJxqEVQ0DMmvF89bi1HdT4HWQSWJQQkWyml8X71GlvkGAR6zW7yQ+2kdJYfai8spShcaSrlUUpT0UeWwXhO9lKy3Bnl4Y4olXmWeQIoLH9xEVwUqFgiO2C2gIoGFHbCrfFhGiMBgHoKLVYIElOQ4G6CGOdJAioxdJF2HiuWOgmMfnadJOaS0opsyFJZyVwUbzXzooFkpfc0ARgyoWE2RGARg0kOSNKeZbpM4id7mwmoEFi49JQ9Rfs4dzMkeJKxsBRmjWg3M0Q4WiAvOVZYN9kKmQrLJgSVg0fOoOXEBflP13b+Jg4duyCT9mQsuvTFPBXqI9Rb2A12v2tQHIpv3e8FQ6UOtJ6SJgBu3pwY737GGRVu/O/wuPeN2LdwM2RZSJdUuBnqTVgfNaDwqDdxY6DQXV4EEQEZg30KwYCLr+Hz9WsVIPwsg5C37nZJR5gGForQ+r2NX8ure9FBBEyU2D38fsNNBOr7GX9fnvPPQUDhjA1BgeUw1vdZnmMnGsFClaZ+FjAbkIaFEdDgezzuGcTO3a3SJcWNX4OIZiAKZDR46N9zRBPR7IOv0+yFm/ydBz2yX9I1uaJ6B86cvy26D9umCRq6m0vAgiAxvEYe4/drv3wb9dv2S7mPIKRLnGzzpRsCIwgI+D19byR+4N2v/w06yVtZz0Vz62m8/+XfyM0tg/ksO1RtasQQIwWMWor11LwGGT72KaPRgGIMKryPuoqwlKfUVl7hSfcQnnS/At0HONx+7Ow16YKs3rQNo1zcfLE8JgUcgvQLDEVccjrKahrQtO8YYhPSMd/BC/PnO2Nt+nqsTCvC0dOXcORkO0ynWWF5VDIedg3g9U+/i6/+vsPncOnGI7Qcv4x9rWex6+AZZOZuwPriTbjz8DHuPuqRrpIzF29j0eJwVNRsFR8iTs+XVm9FWRXnTM7hzMWr8pd//uJdVG9uwvSZ1ohPXIuMzCJsqmtEfdNhRCamY9yk6YhKSEPVhp2Ij18rliwpqZmYZjpTYovjUtKRlVcpA5fMYLGcZY/Q8FjEhIfB/JvPYf8jrVq+lHmV6AUTQUChoaQcHTktrwR7MpNVHjMEWLTeoh9b4zVzuPRFzYRMRovyZCOKrVBT4fCiah3ODrQcPmc7L9uDucETUJiLnsay0GJLAZU0f6vh0le2gUVkU1eRGRQFKGQoGlCEaeg2Yi3s8/0XsxuMZTBVQlODj5bSUqxKZzbDDIUMR7MVCvVF4Y4CLMUGtiKdXzGeAiQEFWosUhKLoMbijNIwB3Dy3hhQWPoSoZ5Dlv6zhoElY5EF0nzMsJoA7G2CVT4EABpBqrJVorsyi6RNS7zrJMQzr8ZtsgAOQSdZgrhUt9hKn2mS5khQ0YCij3wez1Op3ZCxcGpfbPFnIN7d4BVGDzCP6WLVQl2FgJLgqY/malbFY7owFs6rxLqZIcpxFjKjwmRSWsT6vUcFVFj+Yhs8bfApalJLodHkhWv35f/IlVtdAiJkLDLHcvqaVAZY9uLgX9v5GxKBS4t2TutfvHpXTZcb/L7YEXb9djdOnrspdW62F3PTU+WvkSt1blbcuHnkMt7s9TmPGjz0UT+mb3+6+WtQ4f0U7jllfunaPQEk/Zl8D+PXyXvJZxm6vobZxf9/CUtA5RWB6DfpDLvbOQD6X/W/+hWc0WA5ht1JBF8+VzGOj9us+fl8DnUvfkc+hyUvtRRLIWAo0NAzIyOiuwafkZIWAYfi/i9SAmQn6p5mulJfQdvpq9Lo1NX70tCRNQImuqOL4KLPeSRjuXLtgZhPalBhhx8BpbfvFfr6Xsl3Zv5Md9877Gw6hKDAcIz/cSKcHdxQvXErOjt7sXvXIXzz3TjU1e/Cy6Hf0Wckums2osHGGFR4n35cHzWgEFSUYP9qBFS6htDZNYjOnhfyd0JftL0HjmNU+PI4xK/MRGRCGkxmWIrrb9v566jatAvLQlNgY22PmupasWNJXLkeMcnZKNuwA1OmWCI9qxAHWk5I5OmuQydk0pKU9/ajbmSur0JV3W4sj05FQdEG9A68wJ59h0SUbzl2ERtqG/DoyTNx3rx84yEOHm1HQUk9Ll7twNP+PmxvOIDV6aWIS1iLOfMckbO+Ukwp9+xvxeETF/Dd2Ikwn2WB5hPnsDItH2lZRaB55ULfJfDyDkRlTT1qt+9FfWMLNmxuRGBQFGytneHg6ou1q1fDfPQ/MG/MKLHAXz5/PGIcJklWfazzBLkCjjeaUxHB3stMmArBhEyFLCXZdQoIKmu9LbDSnWCic9RVtxeBhLoBhXkCirQO8z62+vpbIp2DiwQPf5a5dGcXRffZhol3GwEUYSwaEIKsQVDRzyeY8FxKXwbhXdiOoSV5GKz8yH6ULkO2QjbDCXq9qLNolsIjxXrp/gq1U0OQy50EWFgGYwmMi+eqE8wDpZFuKCXorHBG6XK2GbugKGTOR+UvY1Dhn1+tWfK7EFRWepsIsKz0YhKjCSjUJ7jRzp6MRQVvJdBk0qCTCKAYLF0IEmQkq3wZujVNwIYgQgBiKU2DCu9jeYz3JXowY0WVwcQmn4DibopYN9NhDzABFq+ZSPQylyHKWFdTRDhNRiwHK93MEO1ogbXhwWgSTUUJ9WQqBBW2mx453i6iO8V5lpPpl3Sq/Rb2tZySVmPmq1TVNomVCxnMtl0t8hyWwrSZJNt+a+v3yGZDmxZd/uLGwve9K1HBA7jf+Vyu4NUGrK7uualrgNCbPI8aLPTR+Dl/dp9+3BgkKGizfEVdhCxk5+4W0Qf05/C5fC8e+Z24cTJYjEttxmQ06nFuzMbL+M+g7+d9fN3p9g508sp54IPEBLMFmnHE7Egje+HnKdbxK8hYOLowMMT1QTrbGId75MQFAShmtve9eDds6KgAZWQYkZu7ZiianfDI+xW4qIFTWlZxgPXM5TsSx5tXWCPOySOsRIGKBhH+BjzXwKJvE+jIOslSFCvhc97jBX+nN3/gZkcnSourYWs9H1MmTkNuTrnMu5w424GAwDCsWpWO2ZZz4eXjh937Dst353vJ+gRcOOyoLFtUx1mvgNc7KXvp0pcGE81SFEMZwmMO49KP7skgHj0ZkKCzO/d6cfHiPYzKyK9AfFI62B3Fctam+t142P0M9x+/RGBgPP4y6m/w91+CjfW7UbflECo370ZcchZCl8WhrGILjp+9KulplZt2SrzvH//5n/iv//u/sKVhH1w8gxCbuBaHj17Ehcs38fRZH/IKq5BdUI3mw6fx0y//ws07T6TEVrGpCSWV23Hxyk38/OvPuHPvMTJyq2FruwDz5jmJl9iWbY1YtTodOXnFmGhijtAVMVi1JgtN+46gYf8JrCuohr2dO1ZnlGHbrlbU1O/D5p0tiIhfBVc3f8QnZUm3WU5GNmb/8CVsx5KpfIuQOT9ixbxxKltFnIrZDaY6vWjRokBlhmgpWlshuBBYRGfxMEOaD0tcZC1sLzYVINHaCfUVAosCF07DK1DJJLAEWA4zFTIWrgz/WcJUCAIaUFi6UixDaSUsd2kwIqBoYOH9+lwDiryn0XvJ+xCkDECWtZiMR2kp64JH2olzOQAZPFdApSiUbcUU7F0ETCjcE1RYFtNAUxHtjvIVrihf4YbScEcxpNSlL5a/CCp0B8jiXIwBVAi6bClmWYoMhSuFgrknQWWKCtwyGEYSZMhOCAjGi4AijERAZeYwqPA9pIRGZmNgN2Q7iulMHjaoTBCAmYZ4N1PEukyVKXwCC5eYS7qbId7DDFEuJohynqam9tlq7m6GWBdLZEaGYNfeIxIHy6tgggpbig8fOy/uvsdOXRaN5MS5G9i0fZ8Mi7GN/8LV+wIKFOrpB0bhvvXkJdmc6Pt1r+u5JC7SQPLYycvyntwcNKjwSv1KB9uOX6PvBZ13lR8YNya9EXOD1YDAowYMffz0Pn1bH/k8nhsvviffX703dRGmI/4ugMKBQ97P2yz3MIvl3qNn0kX18EmfPIdJlmQWBAEufl++//B3lg42xbb0fQIyQ6r0xdJh66nrOHf1kXTMXenokhIihyIfP32BF6/5WkM3loCJBhUFLGx3ZoMBLUhY5ldtwKrsRVAhYHCz5/cfYSWq5KVvayahQOEdnr/8BTfvdIF5Ud19r2RQkjYu1KhElDeUvDSofHp82vcaTwdY4lKgSyBhOZGpk/z7b9zVjKDAMMyePRfffjsO6el5uHztAd7+9N84f/EWVqVmY+KEaVjkFyyW/k8H34HGlwqsVJibmpZ/i2f9bAAwMKfhtuW3YKcZwUQDCrUU6fgylL4+BpQhdD55icdPBtH55Dked7/Ak+7XaDtxHaMKKuqRnrUeLs7e2Ln3KIrKN+LspWs4cf4mFjj7wdXRE6mrsnHw6HkEBkUje30liirrUbt5L5JWZmPP/iPYfeAEFizwReraXDx60o3f//hD8gqc3ANRvakRPb2vcersZZw4eRF7DrbBY2EoNtXtwuDgK7z/+Q9JwsspqMaOplYca7uAZwMv8GLoHdaXboTpjFlISMlBTd1ObNzahISkVIwePQYRsauxvbEFMXGrEZOYjk3bD8LDdzESU9Jxt7MfW5r2Y33FVtjMdcTEySaIil2F8o0NqG86gjWpq7Fg+njYjfs7fC1GI8jqe4TYjMbyed8j0kFZtnDwMdV9uhErUTYtyqWYVi7KroW3V7pxSp5WK9RQeD5SAuMVOFtk15KpsMPL4HeVSQDh9LvBRoX3cy6FICO2KoE2SJdJeJartEhvI8xGRHgK8cNLdXHpMhjZi+gqgdZIJ2MRjy81DKlak+eIPpPGcpsfhx6V3iIMxdAtxnNdSlsfao8CmVVxkE4wAklhmONHbIXMpSLKHSXLXVBMoAl3QGGImlMpCJ6D/GAbA5io8pcCltnCUiSQy9DxJWUpuhFLgqOJZKawFViciKl1ubKzayoSxMlYgYukPxqAhaUvEeo9FQARRJR7MQFKLXaUxTpPEqbCPBa+HxkI3Y8jnSYh2tVEGUy6sm2YS5XB4lynI97VAoke5qos5jkLyR7WWBcfhkba3u+lS+sJ7G85pUpfR8/JFTE7uGhpRDvxc9RJjrA0rKwtGHwkYv7JSzh/9Z60FNP2XkK6Hg/I5ssNmG21NHNlx5G+UqbjLH2wOKjYz66jF7zaHyl1fQooI8CggEIDhn6evj3yvI/BxPh+vmZkcbP/BW9/+gOXrt6RiO9nz99KOYydTdQ7CC6cGSGIsD2XDIXflQaVtOQnA6MWI0L865/w/JVaSnTXLEbpKn0vfkL7tUc4ce4W7jx6jo4H/aBm9bB7EIPyWorsikH0v3wnukbf4Dt1n7AW9RgdENhYwM1bl7Z4fEbzRQm+4iChnnIn0Pwk7gUKdLTmMfIcghB/Iw6GVtRsE/Ge2lpX76thRqLBRDZ1I+bGCwUK8GRNQ+9/F5eC0+euiwhvZTUHFrOtkJi8BrfudMmemp5TIkDjRbf2yTOwbFkUWlrPYkAm9hm+NgJQosfQfFTA5M3HTQAD6v5emaTnPMxbPKVmY1iaqVBHIcAQWB4zhoGLoNL1Aj3PhtDd8xJbt+xFeUk9J+qLEBObBF+fQLAmmJlfDjefQOQWVSMuORN7DpxGbuEG2dALymowfvx0bNjYgDsPunHhyk3s2t8qlhQ5OdUiDm1t3I/2yx04c+kOopOysL60Dp1dz9A/OISNdU1IXbMeGesqUFPXhA21W3H3QTe2Nbagtn43Bl68RevRU9iwcTv6+oZQUrEZbp4BqNrUhNLqWqwv24h59k5wcfHEuUu3kJ1XjpLKLcgpqkZY1CqMHTsFPguXSc2UtemcwhpMnGyK78eMQXZ+KcKik5FVUI3w0HD4zjWH7djP4TrtayxmYJf1twif+wOiaHXvNAGcWdGCPAGE5/pIXcW4BEbzSQKJFup5TpYi4EKGwpKXv4VMzKdLC62anqd+IqDib6lARybkabFiLYyFm75iKuzsskWGP0tklqqry9AOrABEzZuQechtASOCDkFIHTlQqWxdLA0zLzagXrPWn/MvSmshy+GUPWddWGIjqPD9aC6Zv1TNq9APrCDEXkCFDIWLeooqiblJGaxkhbPoMIWh9li/lCWwOchbYoNcdqYJS1HAwq4vlgTJ4Ai+yYwQ8GJZigFcpsocku2/BAYBB4LKyNLaCl8nQV5SFqMZpVp8XJ7vNkU6yKSF2HWKAEq0I9uQJyhAcZmqWImUvkwEVKJdyVzMkOgxE/EU6D3MEOdK/WUWEsW6xRyJXjORGugsxpLbdzXLvzsBleY2cWttPnoGR06cB0GFcxKnz1+XUsXF6w9x+VandHvxSHsW6igdjPjl8eEzlaXy+LmUvLTVPW1CdNuqvmLmAFx3/2sMDKmNV5eNjAGAYGG81Kau9I7/E5B8+pi+PQImCliETbzmnMrPeP3+Nxw+ehr7m08IkHTcI2BQV3gH5aFFWxM10zIyvPibOAQIYL54DxpFDr5hYuVPeP76gwxl6j/XyPFX3Hs8gOu3n+DGnW6xieHzWeLSLcIEFiltvVRX5cI8XpCBvJNyHBsf+HtS9NclLgUoLG0ptjLCMtSkui4laabC2xp4CBhkPbTpodM62WrVxgZhGvxMPk7mYLx4HwGY3WxMwrxzvwuV1Zvh5u4LC3NrjB83FYdaToE69IPul2g7dRFBQSEY88MEzJo9D+kZObh89Q4YZ8BGBbYc90gzB2dKGDn9RjrGeFEirIVspF8Biz4S4DRD4X3Cmvr4+ldCCAgm0vHFrq8uBSqPRagfQl//Bzx+3I+SwlKELV2GVclJGBUVmQhXFw9kZBagemMDtjUdQkFxNebbuUgpLK9yG6Lj02Ezxw7Ont6YOnYGcrLK0XG7E23nr6Jm6wEsXhKD5JV5OH3xjrCd6IQMlNTsRM3WfYiKT0fNxu243vEIG7fsgYdvIK7duifmZFWbtsrkcH5xLbJySvHrv/4DL4deIzE+HZtqt6OipgFsU2b40bnLN1FWWQcbW3sscPbErQdPcOLsFXDSdVtTM4Loi7PAA7lFG5DHOOG8aljPc4GFtS28FgXA028J3H0DUVvfiEDfANhNHQ/bMZzM/gI+Zl8i2OobLJ/PziK6EjP5cRxiF4wbLnnpri8CCru9qKfQAp/mkxpQCCra90uXwLhp8nFuoNRVdElMMk0WmsvsSDrFebFpoUEk24yVzpJm0EHSWLpiqcpgEGmsn6jSlSpl6Q6wjx9XIr40AwgoWSHNfzbW0jvM0ASQIV1lBC4aT1qJdUu2aDfKsZiDkYUCJnbI00aTyxVb0fMrFOxLKNRHexrKYo5SNlsfzOFHG+QEWiGHU/70KTP8Fvw9dFkw1ctEGUlKdDC1FDVLIixDh3EJoKg2Y4JFArNW3NglNgmJnpxJIfsY0VxkHkVAia9RA448ElyinH7ECocfEcXOMgOoRLlMAVe0Kz97OhLcZypQIbB4sPuLx1lI9rVBso81khZZFbTiYAAAIABJREFUIzMlCjsbW9C0t0XKDrz6PdCiNBWaGrLx5Ghb+zCocECXjISaCdMEr915IlHcN+7Rz6p7mKmw/EVbkM7uF3I1z6tdbliHj13AsZNX5GqfGyE3Tm7q1AZYOuHGTzGbV6e0/1D5KApUdFcXQYXPkbkRozZhDRYEJJ4bH41BSj+mH+dtAYLXPykwGPqAssrNuHz9geH7/IqrtzrFF4yGkzfv9uBeZ798hi5v8b1Yvrt49Z6AgmIcHzDwSpWupE1abFaoFbG77YN8Jv8MBCsFUBTff8ZzcRUwiPVD7yFsxWDW2C/6iRLh+dk3bj+R8j03ZMVS3sv8CEGQm71aipVoQNFHBSzszFL6iGYhLHmxvZoXAWQg6nkjgCLg8px/PwTh30FHkr37DiN8eSxmWc7DggVuogmzq2xFRALy8itQXLoJUyabwcxsFkLDorFv/3F0dg+KnsVGA7IcAYFnr/C07xV6WU579lZWL+eaeNuwpMxlABd9zud++jy+n9ZShoHF0PVFIGbZ8vLla/Dz9YCrwzwkxK5AYlwERgX6h2JpcDhiYlYiOSkDjg7uyMoowExzW2kBvvekH5u27hJ/LTdXP6xbV46LV+5J9nzz8YtYk1OFr78ej7LyWglsaT56Hhs370FKRhFKNzYgaGksyivrsTarRKbsU9PW4VnfM/QNDKC7dxBrs4oRHJaImWbWaGzcg/cffkXr0TPIzS9HVl45zMxtkZiyDpW1DYiMSoCb1yI07GvF8dMXpWxQVLYFC5wXwss/HIWVW1BYUYcDR8+CljA/TjRB7bad2HXoKEprdsDZ3Q+xsckI8g3EPNPJsP7+b3Cc8Hd4mP4DQVbfImzeGGWFb0h7ZEAXGQlLYfpILYUsJsmFa4JY4dOShVP0tGqhJYtmLMNsxWDLQnBRusrIZqo6whTgCIsRk0gOPCprFuomAgB+tLC3VLkogXPkyFAtZp8wKyXbINLrEpjWS/h63keWo8GG703WksapfSnDGTQZdmYZ2eVnBamBytwglq/mIp8GkwQV2uKH2KEwlAaTbigJd0ZFJIch3VAWwfKXA4o43xJqh/XSSmyFdYFW4PvoxgUCC5cqG04bTnokQNCdmJb37Phi2YsAwhLVpwAjoML8FOolorMwh4Vrqhx1CY06iQIPTs3TyZjgoc6jXKYamIkJYt3IUgysRcK7zBBPcJEOMHNJgExZaIMU/7lIWDgXBStjUV5aha0792PL9j0oLd+ErQ37pCVeDT+eHgaV46cugQLx2YsdOH/lHi7eeCitmFdvPxJQ6XhItsLExwEVzmWYoldtxK9k41I1/g9q0v7pkJSP5KqfrbZDv8h7MnuFTrhatFYW9X8OKsZAYQwQ/xu46PsFRIyEdbn/DUtTiq3Q0+vOw24JL1NzLr+i/co9nG6/I07DV29348SZm6I3cGMXkBCLmH/JRSJbZmnhwqYfLiWyv5fBwEEOLrJdmGDDUhYDyV59QGfXc/FFY4s224yv33mCzqcv8fzVx6DCFl+yF7IL/p4EV3Yt6XAv3q/YA5kFl54FIrAotqFBhcD9MeswsIEBCv+qjKb0rxGWwgsD/ib87mR0CQmrYWlpiy8+/ycWLQrG/c4+0GqFv8nBluNwcfbAt9+MgYOjC4qKKmTmrv/lz+gb4kzRW3Q9eyWLAPC0b0hKUZphDIMKBXgBEQLLCBPRIMNjT68CIP24BqhhMCFLMSyWyAZfvsfOnQ1wdZoLO9sZcF5giQA/dyQmxRBUQpCcnIaGphbExq3G1EmmmDRhEuwdvECL4+u3H+PGg264+izBdJPZUm56/evvuEzmUb9HWpA93BZh9+4W2ehjE1ORmV2CrNwy7D14FLnrq9G465CEuGTm12JpSBxq63bg199+Qf/gS5RvaMDymDWwnDUPy0NjJEbz1KnLqK3fhZS1+VgWloBlSxMkHdJ+gTPcPX1x4MgpXOt4iPyyzQJUU6dZYm12MdJzixARnYQDB08gMjIVf/vsH0hcqVqk84o2iTFmfNxq2Nm6ICp4KWzGfQWHCZ/DazqtP76T8lek/ThE2/8oiY8x9mMFUOj9pYCF1vYU56eKjqITIBl/q9IfDVb3XqbCTgggBBiCCZcGGX11Lh1hPqrVmIaK6TK7ojJGJGeE5SGD1rKGLsYGe/vsQCtkB1hiHVnFYsUAcjivQmAJsJKgLZatZNGGJVAtbdHCNmbauoirsQYxP1WSWkfgCpgtzIJgxfflElChaC+lsHlYT1AJsUdpuBPKltP7yw3lES6oiHSWAK+SMDtJfqSuUrDUFjmBlsg1fG8K82Rw/PMLqNAvjTn0HhTRJ6jWYZcpSCCouE4ennzXpSytkajExylKY5H4YM63GLrG6OElmfbUSpifMgmRzmQhJiCQjIDJVESRmVBHcTNBrLupZK7Ec9DRYwYSxO6e3V+WMpuSsshWSl4laxKwf88hKdVm5RQgN78UO3cfxIHmNrFpYS39fzKVG2LIR4GeTOUq/2/d68LN+924/egp7nQ+E8t7dn1xQ5SZFEMJgxsaNyRu4NQm6Ib85v0fePFKTZ2TlVBXoQfYvc7n6Hvxi8xv0HWXgKFLV+r4J3MnH2kkqqylQccYTPS5Zhi8zXPVYqxKVgQXOhSz9Mey39uf/i0awckLN/GwZxBd/W9E9+RkObWTwVfvZfOnlX371fuSJdPB2Y/XNMlU4jrBQwDEcOS5moD/gGcv3uH0+Vvo7Hktv8HT5+9wteMxjp66hAdP+uR1CpAJJKr8pW+rstyv2N98EifPXpcSkipnsSFCLQ0i/Dvg8wkUailQIUuQtl+CjmgSii2oMhQn53/Ci7fUSX5G+6UO5OWXwn6BIyZMmo41a/NxcP9xHD98FuEhMWjctR8hoSswY6aFgE1icrrEgxA8mNBJ1sPP6372Uo5ksAQAYSZ96nMJEt1yv6EEJgxl5DEBEQEhxV4UgJDZsFRGYFLv2d07hO6nL8HsegEUNoQ8f4cHD7uQn5cLL3cHLPJ1RmCAJ4ICPOHv54agQG+MWrgwEJExK3HlZqcMJM63c8L06SYoK6/H5p0H0XTwJOqaWjBrjh0mT56CkuotaNzfKjXhrLwy2My1x5ate8HJSoa1XLpxDw5OPpg40Qxtpy7hyq2HOHz8LFpPXUNyWjWSUvKRX1Qrsyg37jzC/pazONh6Wmwutjc2o7B4k/iDUU8pqdyGxn0nkFtQgey8SlhY2sLLyxcNuw6CuQZJqwuwwHUhvvrqa9TUbceB1jPYtLkRUbGp8PAKwrRpsxCwOBxBS2PEot/G1gEJ7ARzWYSk2ETMnzoWtt/9BY4T/orFs7/GMqtvEWE3VuKFqasw9ZEMRR3pCcbFstdUJDlTqKe2MsEoVlixFVrgGwMJgYWAQjDh/dxQeZXOo95c+ZicGzZblsPEYNJgNmls45K1mFPpNlhHwDAsbvy5DNhieiOBgDMtHIiU21bIMli5EFjYxqyWcjXmBH8mzR4D+L4joJKzmDrIHHm/vCW2yA+2FYAgSBTwPNgWxSF2IsqXLneSGZUK+n+F2cucSkn4fJSE22P9srnICZiN3EB+hqWwFf5Z9e/B3yaZoCKZ9JOQwNIWI4Rp8EhfLrKWT5mKTNsrQOFjxkuDDudPlDZjgkiXKQIqGkxiXU2EsahoYjYGcB7GkL/iPl3KXSnes7HSexZW+loh2dcaqX7zsXapLypy16Fp9wGUVdWjsKQG2xr2oWpDPcprNktet2Yph1pPq7biExfQduayhDPRM0lmVW6q0tetBz3oePgUtzt7cfdxP+53PTcACluH36D3OSevlcgs4vUQSyZ/gO999eZDvH73hwjc1F0odnfRQqN7CPefDEp3WdezN4ap+JGZEW3y+Ck7+fS2BpD/7aiBRYMKwWR4yUzJrxJcxjIYS25Pn7/HfZpBSnvsb8PMRk3Vk+n8htsPnuH85bt41PNCGAhLVwIehml3AqvxGnihtA9quG3nOnD+8j3c7ewTNviwm87O96VMQxBRJS3FGvS5PlJDYfQHdR3RJgzAwZKcYigaZAgkGlQorqsJdyWGvwPTNJlS2TPwVnQuNh+w+6128w4sXLgE5jNt8M8vv5P5EjIkAtflK3eRt64YkyeaYtLEqQgKDEX9tiY86OzDi1dkNdRK3kA2eZakDIubP+/jUQPFR4Dwvzymn2P8uqf8zgx/42t6+b4EJhqZvhSbIGE6fa9w5mw71mVnISIsGMtDFyMiPBAxkcsQHbEMUZHLELE8GKOmz7SFi7ufXPm0tl2SwK7pZtORnlmB1RmFONx2CWvXrMc3f/8KppNMULdlNyo2NKBiw07EJa3FuIkTcezkBbx6/x+St0KLFwZ+Wc9xxpHjlyWOcllkHDZt249VmRVIz6lE+/X72N3chqKK7dhQ1yhT+lubWiSy+ODRs6jfuR/NdHg9dkFG/7PWFyEkKh4/jJ8KFw8fsX5IWJkJ/6Bw+PgGYnHgMiwLi0bVph3gdG/q2jwELIlGdk4Vymu2YfHSCGFMU6aYYMqUqfDzX4qkxFS4z5kNiy9GwWnCZ/Cz+ApLramrfC+gEueoooQZIRznMBaJzsynHz+cP5/gxHNO3U80BHMx8dFE3IkJPhpICCLG57wy1wAyAiyGbjEvVR6jZQmtWwgk+siNn+wiPYAAwM1fAYpmEv/jaLBeIais40b+ybCkmmWZJQFfZCwEG+oewyxFAIa31RKmEmQNaiSFS+dItHDRsjmgFUvhsrkoDrND6fIFsnSmirQTL7VFYcg8FCyhtmIpugqHH7WessZ7GlazlVjEdtqtTBZQES82DSqG8hftVARcDBoL51c0mGggUSUy+nqR5ZB9mAoriXCeggjnyQIubBWWMpc8rkK8Ej3UtHyClwXiPc2R4GWJlEVzkOo/D6kBC5C+zBO5KVHYWFuLHXsOY1vDQVRU12PbzoPYdUBFq27etls2Ubr3NnPw8ajSVKT768wVnKUdy+W7aL/xAMxPoZ6iWEov7j/uw6Pu53jcS4byCr0Db+Sqerj0YygFEVi4yXO+gEORqvxFtqA0Cc60XLv1WFIGCTKc+FYlqP/ZycX30UCij/8bgBg/1/g5GliEcRiDiiEIjFfVJRV1Ei7FGZJOdg09pX8ZAVMJyXRCpn50l3kpd2h5z+ApDia+Q/+QAlTW743BRDMNpiVSX7n/uB8nzt6UdfNej7Rqn7l0C0ycNQYUgsiI9kHAULoJQYU6AYGF35HsRLVo6yl2BSSKlaj7CC4KVFieJNi8R99LsrY/BOD37j+K8OUxmDTRFKYmM5GbW4IHj/pQUb0ddnZuqKreCmvrBfhxzEQssHNFeflGKW+xG40ZKrRnYQmLmz+HKAVAZNMfGgYTPiZg8ycAogHHGET+7JysZlg7IZg8VdPz9Jzjv5+B5+/Rcfse6uu3oCB/HQoLc1CYn4WMtclYmRiDlUmxSEqIRnxCJKJjwjHKxt4DTi7eSE5eDXrhl9dsh6fvQmzeuh9VG7djTWYRlnIKPSEZVVsa4bM4HPlFNcgvqsboMRPwzbffYXVGDq7f/v8oe8v3KrN025vWqu5SiqJwS4C4e0ICcRfi7h4SEiRAkCTE3T0hOBTu7hYkELy6Wva5zvlHxnuN+1kzWbCre+/3w7zmI2uthFT381vjlnHfk5HDMfEZ8PELlxr9ofETaOvbL7X5PoHhyCveIonIl28/oqFtEIlpxThy/Azu3J+QSgmqj8HRIwiNSJD5J4TEhtJyFGzcBAt7J6RmFSE6IR2nLlxFQ/sAZs+Zh6VLDaWiLCEpH8Hh0ahtakdQaCxS04rBhqD+sZPYU9uO6Pg0zP7hRxgZm2D7zhpExqRgfUAArH+aDbs5f4bXyi8QaPpXhFt8I0O7oq2/R7ztHEnax9t9j2QnHs9FitNPSHMhUGiVr82j10JfGkiYW9EmPi4RdaIBhUqFJpO0dSF4ZpojCRg+VLlydTYi7NmgSiFQcnUuxsoPTMDiRxv5GRUhKkWnKJSyKNGNBeY9QoVKZTokJiXHWrmxNGLS6ZjQYdOlLvRFxcLEOqEyrX4CTMTHizDhrJStOvsVHm8Js0R5hA0qoh109vd28hqqlM2hLC22RFmQsSifT9UKxwjMl/AXZ6gQKqmuXEsk/JXKMmDJrSwGGxQ1eLA6jDkWbU+km7EuH0JYcMU5M2/C42XSVxLrskwGb8U4L0Oc6wrErzFAksdqWclrTcCV5mmOdG8rpPtYITvQHtkhrsiJ9sfWvGzsraxCS0ePdDG3ihurlphnEQlXz8B+UQ+0u6fHFItQGP6ikSGhIvmUU1dEPZy5wtAXgfIY1+9N4PbDSbFSZyiDDzlVsaRyCp/vVAO0pmcHOxss2dEuaoEluW+08bJUBgx1qUVoqPXvAPG/ua4gov28mfJlpVAYBuOx5EJ0I3QvXr0nfx9CgeC88+A5bt9/pvWv3H2Kuw9fSDEC/+3ae7U8CKHyQgcVvpdwUGCZhgrDWa8444RhofcgUM5dvStl1ncfvxQwfw6RzxPr/EzmpAiJ7v6DMk5YCzNplij8XBXuYkiSlVRcGnQ0+PNv+3zyA44eP4us7CJYWTnByWktrK0cMT5+DNdvPca7j/+FweFDcF8bgDk/zJMRIzmZhThx/AKeP/8FU2/+JV8WOM1RPfxFQUg4aiYspe791v65Yvmt1xA2DxleZXhLDygqZ0KoULU8f/keDx4+xfDwCCp2lKNi+xbs2rUVlVXbUV29E7t2bsHmMsIlGzk56cjOTkN6RgJmJWUWISgkEk4ubqiorEdN0zB8Atcjr6hM5j2nZhTD1t4F6dnFyCquQGxiNpLTc/Dz6QtYtGwFFi5eJjPmd9a0YfTwOezc247CkgqcvnhTEuZVDQMIj8uBkak1tlXUgDOgT529gp6BQzhx+hJu3r2L8YOnpNzyyo0HqKrvQEHxNly+9QRnLtxCZk4xOD7Y0NgMUQmZyCkux/aqBnQPHsEyA3M4Oa/Ftj2NEj+trO1AWflugZ2h4WopKd7T0C9NlJExqfD2C4WFpb1Mm6yp70ZYQBDsl/wEy+9mwX3JHxBg8gVCTP+CaJ1aSbBnTmUeEh2+R5LjDzqocG79PKQ4z51O1hMu8mCU2fXstudIYQ0g3DWY0B9My7lQvRAsco8TI5nkZx7Ge8X05EdChSvH21DmxzOfokJgPC7RPez5wCdIShnuYgiMppC6/ArDXxu5aOPCXpUA9q+YoYTW9sFsptQaKcXFmMl+f2MJTakQGMt/FVAIl40BxgIVQkQUSqgGl3LpR7HSwBJuje0RthL+2hllL+GvbbRsCbHUGUvy96FbsbFUvOWsW4pUl3nyN2DTozQ3rlmMVLpE05pFyoHZa8LeFCoPhrpYbrxUp0aYWF+uwUNUiZYzYf6EK47jhdn57rYS8W6rEOe6SvaktcZIWmuKxLWmSPayRLK3DTICnZBDkAS7IjvIEQn+Lti+qRTtrX1oaR2QMFdLRz9aO4fFj4uVXt19+9DVO4JNm3dib12HzBPq7BmVUFhdUzcOHDmNQ8fO4eiJSzhx9rrkUjiQi2XDDAVpuZOZRPwnyoTlsXrJavWw1nbmLf4P2rqGpXSX8OCD8cGTt2LxrgDCa5w9r875On2l8fmxet2n1/ntW+tFoTKSfIbOnkT6SJgX0akU/r7q96SC4OAwKiU2G9KZ/M1HdoZrn0UwSZJe/p263Mlrhru0kJfqhOeudb5ru1jHsxNelx9h2a+WfP+AFzK86qP0a8yU8Wq5D0mqv2CllgYC/mwqj3OXbks4nb5gh49fwO0Hz/HkhRbW0vJaWlkuwSLhLeYoaMH/9l949fqfuHT5Nir31MLd3RuGBkbw8gmUsmL2jOTmb0F75ygKizfD2tYR1lb2SE7KwOjYz3jw8BVeveE8+Q94/Py1VG0x9DQx8Q4TDEfp5TaYn6GClXwKVYletZd6HYGioKKvXiS/IiEtTeHoQ4XGkNMqhQ7ET96JVcujJy9x7MQp1NZUY2fFFlRV7UB19S7U1VWisbkGDY01qGuoRFX1TmwqK0F+Xibyc9ORl5PGPpWtyCssR0Z2IdZ5+mPz9gbsru1GYko2Tp+7IYaPUTGpaOscw47KNuxp6EZiagEKC7fA1skNMQmZCF+fhN17W7BpRy02bq+TeSrswN9d24Wswh3wClgvM1jKK2rAKpiR/ScxfOAU7j+cwOu3byXWnF2wBfUNrdixpx6HTl7G0IGfpSJjb303lhtawtTcXjqWe0aPISGzSCxYsvI2Szkgh8XUdwxLtVlYTDoiYrMQFZcBSys3lFbUYq1XODzWhSI6MQ+JyXlIz96I0YOn4efshpV/mQXbn34P9yVfINCErsVfIdrme8TYsmflRyQ4zkGCPZUKQ2DMs8yRcBhVC0FCwKiwGFUMw2G8ToWiwMIyY1UhRpgQMrzGxUmH9KLi4hhhZXg4rVS8DAQmKhQm4TCflZKTYSUVv/VLiIq9KboBXMXskPenK7CmZggGJvfZBKmNFabVi86IkpVk0vNiChYHaL5c/MwZlUJo8bw0yFTs6xnW4mRHLfSlAWZbhKXu3FKgwmFdMlY4yh47deqlPNwam4I0t+JiKTowEnWm4JpB2xTasVCduOj6SZwWIc5pARKYZFfd7q4MaS1FrDM73Hm8HPFuK2RRhXAMcLzrCrGlj1+zEon06Vq7GknrTJDkaY4kTwukeFkh2dsWGQGOyAx2FKAk+9ghbq0FIl2NEe28EinhAUiIS0ZjYzeamntl1g/n/bR2Dokzb1ffPvkG3jd0UCqdWEbLscJ9gwdkUaXwf++MnZ88e0PyluxJIUzU0Cl+2+W3YvUtXEtAf/jkIa3Aov/A5oObuREOi2rrGtGBhOWpUxKKUXC4emsCT6Vj/b/DhK/5FB76DY3qeCYJz4qsaSXymkCYUSUv32owUXBRYCEkteNfZcjf3UfP5TPYuU6F8O/CWqJICJMpzUaF0JhZhAidlLlYraUl0PUVCaGgzpUykb/xFEuG3+HKzQcY2X8UbV1DovYYNpfQ2OR7PHlB005d7uKZ9iDnOWfMsOrq5bv/knxHe8cAQkNjYbTSFF/+/gt4rvXF7XtPZXjWhUu3ULG9CqsMTbBwwVL4+4WgoaEd/OJM0PPfTSdiBQEFhuldDxDT1/RyKPrXFEwIC17X3wUgbFx8/FachWcUiqZWCBUqFIJn4rkGpbPnL6OruxM1tXtQW1eJhoa9aGyuQ0trAxqba9HcUoem5lo0NtWgvqEalZUV2FxWhKK8dBTmpmBWbkEZEhJzERwSBStrZxw8fh7DB0/D1skPIRFJyN2wBdsrm3H83C30jPyMysYBJCQX4Me5i7DGMxDb9zShZNMuCX0lpBWhunkAYVEpGD1wDOW7GjB/8UqEhMXgl3/8X1y7dQvbd1VJor2upQuHj57Dm3eMZb5AZXUzTIzNkZSSiaF9h9E3fBD1TX0ICY7DkgUrEZeYifzSClQ39cLexQuePsEy57m6vhNbdjagsKwKweuT4Bscgz11/dhe3Y2E9DJERKbgpx8WIj29CHXNA6iqaUNVbYdUl3k5OmDFl7+Dzdw/wm3pnxFo9hWi7b5DjN1sHVTmINZuNhLsZyPF6UeBCQFDeCiQqJCYgotSLXQtZiiMw7uoUDhmWAuXMUymjR5m2Iwmipo1CX2vNLjQqn1aqXgZTIfCCBRthv1MaTL7PqgoNJVhhCL6iQkcqDK06rASen7J7Hqt6ktLzGulxsr+nk2V7OrfwPCXruqLMOJikp7qpyzIFJtDTMUokkAhWLh2MCG/3lrs7hnmolIhUGRX4TDOrI9gCIyzVYxQ5Ecw0t5mBXIYFmQFGG1VOOfESet4j3dahFhWbTlplVsECYER57ICsc4rEONsgFjnlYhxMUSs20rErVmlLbfViHc3ERWS5GmGFG8LpPlaIc3HCik+1kj2sUaSlwXi3E0R4bgKEQ4rEWq3HCG2yxBmvwKRzqsQ62aBHRuKUFhQhpKN5WjrGNCg0jEoHleiUvq1sBe/hTPUxb2te0TCXao3hX0pZy/ekSmC128/FVdXxu4VTPS7t7WHnlZCqx7OCijq/NP97zJ5kVVLVENULlQO7GDnQ5mqhN+0r9x6KtARgHCUr24aI8//E1g0e3kFFc2OZRostJd/MwOVz4H3ieJ684uok1v3nqKls1+gIvB8OZN0V1Dlzoe72nks57oSYHX++a4AonZRJbr+EQUudvUfPn5evhAwbEiFwm///FvxfXwPO/y18NaMMngy9RGTBPiTV9h/8ASy0otga+0CM3N7VFbV4eeTl1FZ2Qpnx3XYvbMWYcFRMFhiCDcnd+yqqMKFizfxYvIXvGQpMH+nTxTITKjrt0ChrilQ6EODxwooCk7c+VptaYAhSAQcBIgk3hn60hLwVCkMsU08m8LV67cwPDaCppZGtLQ1oqOzBZ3d7ejoapPz+sYatLQ1CFAaGvcKVDSwVKGqqgLlWzdiQ2E2ZoVGxiMxMQfu7n7i5suBWAdPXMSOqi7pHyncWI4zl2+ic3Ac5ZWN2F7dipXGlpg1axbSczZg/7ELYozHGRGd/QfROXAIRaUVOHyCVt43YWxsCTc3D9x9+BxT7z6ipqEVASGREnPOL9qGnsF9uP3gKYpKtiM0aD3OnLsmNgcc1XnkzDX4+a6Hv0+IlCfnFm9DVUMP1nmFYvYPi8S5dezwCWzdXSdjiW0cXLB4mSHaukdRtKUSOSW7EB6WCFMzO7is8UPplr2IT87Dlopa5BeVwsl0JYy+/TOs5/wRa5f/EUHm3yDS5htE230vyfp4h7ngSnT4AYmc42H/vewEiYIIAaMWFQoBwp2LqkUtLfS1SN6njgmZDHaRe3D2xxJke/LByvOlAg/ChYvOvYQJocJjgogJbib6mfAmRNQxR/SysoqKg9flHmeWsKNfl/jn52iTIpmgZyXYDGx4nf0vKp8iikcXXisgB1eZAAAgAElEQVQLnpmNQrXCQVyEC/fp43ArAQrn1VOtMIG/LdwaW0L5XiNsDFipGydsgELfFchbxyFn2rRM5lOSnBcgQQ8q0Q4LpBw42mkRYpyXa0BxXY4Yl+WIdl6OWFdDxK0xQqKHBpFED1PEe5ghnru7EeLdjRHjugphdksQaDkfvmY/wttkNjyNv4Of+Y/wt5yHCCdDRDitQrijIaJdjRHjZoRkXw80VtWjsbEHcbEpaGrqQmvHoISbOD9EQYUqhc2OTMyr/AnLaI+fuiz/+7xIX6rbT6VvRBLnuvg8E8FUKNyVJYj2zV2DyucP6U9hogs38aH+Rpu22NIxKMlcGjvy85j4pg0K7VA4WZIQ0wDC0JMGEwUUtf+WatEApL1HQek3fxddHoX3+LsTKlpORGteJEQ4x/7A0ZPypfHtL/8l5pCiSHT5kt8ChT5c+OBXr1HHCiJq530e832ECRsEj564II2p/G916tx1AYn6HC1HogsrqfASiwjENZhz49/j1JmL2FC8GW5u3jA3s8eSRYY4ePgUntDQ8vW/xH4+LDgGyxYYwNLECtkZ+Th48KRUUknCnWXA4vKrhbQmWO6re/DrQ0KBQYFEAUOdq/3z16nrCiY8V8dqZ9L94WOCZGZNPHuHp8/e4uat+9h/4CA6u7rQ09eLvoF+9A0MorevH119Pejq7UJ7ZxtqaitFmbTqwKLUSm3dbuzcVY7Kyh3YurUMs1KzCpGaXgRXdx+w8mr00Cl0DR1CTOoGuK0LQfHGCvkDHz15AZZ2HvALTsTCxaswd+5cZOdy9soZFJXthod3ODZtr8Hw/lOoru9Cev4mtHTvh7GxNcxMLQUU125PYGD0EFq6+nH28m38fO4acku2yJCwNesCkZtTiPcf/4XTF25IFc3QkTOIjk2FibkNgiPjEBKVDKqhNWuDsKFkB7p6D4i1+M/nbyI2KVd8vuiTY2BogtKtu5FbXA5jEyfkbNiByIRcOLj4I2R9EjbvrEFsfDIcTQw0qMz+Pdat+CMCTf6KMPO/IMr6O4FKAq08HH5Cgt1sgUmi42ykcJ6H/Q+6irB5nwBFX8EoJaMPGMKEkFFQ4Z7iOl86yQkVmdHuoamXHK/lOsDwfJmExXK9GR7j8TLkrNNMK9nfQohwHol05asyZb0QmbxG5z1GBcQQG9WKUkOEDM8JHQKGoGHVmPS96JoqWaJcFqRBhUAhTMrDLEW1cAAXFQrBIupFlIo2q758vQ0Y9tocSuv7lSjxW4ENfstR6L0Mhb4sWFiKLP5dOJVRPLk0qMQ7L0S04wJEOcxHpMNCRDkuloFY0c4rEOu6Ula0y0pEOKxAoNVieBv9BHeD7+Cy9Gs4L/kSTov/DIeFf4TDgt/DccEf4LT493A3+BJuBl/Cy+gb+JnNRaDVAgTbLkX0GjNEu5sj0tUEMe7miPMwx5bsDLQ19aGpZQBlpeUoKtyErt5RtHUPTwOFyXmqExaXjB1g2fB5GV1LB9wz52/gxt1n0ndx+77m3aUle/nQ04DChz/BwjUNFM5C0eUl/t3De+b636WX4/WHf0lepb17VDroCRqGlzh69tW7f+Dx5Ec8Eqgwef9/dDPpVa+KFub6PPGuAEOoaN3qWgc+f/ard8z1sLdkJufzW8dKrWg7QfMLXn/4Fa1d/bhy875Ajg9//tv14cFjdc5dAUOpDxXO+vw6P4chOZbBnjzLL6fj6Bkcl1Hnt+4/lfDZhPSZMAGvPeAf0bdKlpbXYi8J1+Xr97Crshbe3gFYvGQFIqMTcezkRbBEu7h4O3z81iMtsxA2No4wWm2K6MhE9PaM4eadJ1rO6SWrx/gz3uIxFcLEq5mwFOH1WahKgeG3dn2IKEjog0Md64e2+Dr2nLBqTIGEoVL+bVgezK77azfuY3z/YXT1dKO3rxvDI4MYGR3GsKwRDA4Po3egHz0ES3cHujpaUV9XJXmUllaGw+pFtTQ11aKhqUZCZXtrdmNWem4pisu2IyB4vcxdPnLqIva2DCE0Ig1Ll6zC3toOnLt8CzfuPYVfQIw07Ng6rAHzLEXFe5GYUoiy8mp89fVsODitxdiB06AbK0uEY+MyER2XgfTcMhSV7sTu2nZJcO4/fErCW4yvNnUMoLyyCf6hMUhKyMJ9+h/dfoSjp65gG21ZzK2w2tgapdv2onxXPfyCYrBlexUm373H+LHT2FPfg6r6HgSExKCgeAtCwuOxeNkqePlEY61PBFautkZK+gaUlddijUco0rOKERETj8TkVKTGxcHyp+9g/u3v4LTw9/Bb+QVCTf+KSKtvtPAXzSUdf0SC3Q8CFgl9ObPUeK5cI0QIDQUQ7qI+dIl7pVIUWNQ9fbDQ60opFe7p7ovknGqES7vHY021MPfCY5nnLjtniHAWiVYxRmCo3AxVDUHEcwUQLXymFQFkstqMeRxWmtEtmCXLLF32o1Mymyt1PS+63EyZLqeyOZhhMK28mEn68jBrKSvewbLiSIa+NKDsWG8jIa8toczFMOy1CsX+K5DvvRT5PlRfnEm/VKq9kpznI4FFEc6LEO+8WAMKoeK4CJEOixHpuAyRToYSmgq2XQKXZd/Dfv7XsJz9B1jO/h0sf5gFm7mz4DDvD3Ba9Ee4Lv+TQMTd8Eu4G3wBb+NvEGD+IwKt5iPUdgnCHVaIOol0MUXsWivEetog0dMSiZ4WSA/1QmNtM5qaetHU1IO2tkEkJWagpaUDXX0j4nenAeWghL3oIHzsJDvlb+HclQc4d+kexg+dlV4ROueeOHNTBw8FFIZ0NIWiWa1ruQP1EFZQUbv2INdCTepYazbUQlIEwIdf/5/kBs5duiXJcEKCpcU0m7x+65l0mzMMx5Jdlu6y/JWAIZA0aMzAhe9VS4ML4aV1y/Pn8vf8HCLqmv6u/j36Oz/n0bMpNLX14NkkLfBVCEyBRNsVVJTyIEA+hwrPeZ8g4X0t4X5AoM8wF7vT+Rp+Fh/wbCB89PwNHj17iwdSwaWVNPM+m0hZkdbU0o2QkPVYucoYRsZm8PT0x+C+nyW8f/zUJQmDsjho7twl8PUNR3V1Cy5fvY/nL9nx/6s0P0oIbRoaU9OqRAHh851QUOD4fP/fQOa3XqP9jCmtefGJFg5jT8+zl+9w/tJVqejq6mpFb38P+gZ6MTw6iKF9IxgcH8LwvhEMj41iaGQE/cN96BvsRnd3O7q72tDR0oCd20pRW1OBlrZ6tLQ2orWlYTos1tRcjVnB6+ORnJ4NWzsnHD5yCmcv3cXWXU1Yu84fs7/7EQmJeTLSd/zYOWTmbMJ33y9EeXkVdu1pQG3jICITsmBgYgtTM2t09Ayjve8A6lv6ZW6KiYkdIiKSZcrdyMEz2FJRA/e1/jh2/Jwkyfgf6fiZ65InCYtOg6dnGDaV7cLp89dw8uwV5BSWwsPDCxs37YCHTzjSs4tguMoCja1dePc3/p/mHipru5GTvw1GpnbYuG03xg6fR0HZLjitDcRKExs4uXpjd00bGjpGUFbRgPKKOpkWmZu3AfHR0Vj+1z/C7OtZcFr4B/ga/kWMJSMsv0aU9feIsvkGcQ4Eim7Zfy8KRYEk0X6OAEUpFBUSUzDhTpBw53u48zVKqQhkPFjptEDgQaCwAVBBRqkX5lymocIkP4dMMbnPYVQcbuVlKCNys7xXItPTUM6zvFbKPZ5ne69EtvcqZHutkj3He7XsfH2OjxGyfVYjj4aTrDBjDwmNLHUzWuj7pVWRWaI0mNMbTcRxmKGwzSFULFqinnBhDoWA4a4l6u1QHk51ozU+lgSsRpEP+3SWi8lm1toVoK1KkvMiJDotRAKXVG0tkpBXlOMSDSbOKxHpzLzHMnib/QSHJV/A8qffw37hn+Cw4E9wXvxnuC3/C9Ya/BVeK7+Bn8lsBFj8IMvffDYCLX9EkNVPCLKaj3D7pYh0NpQQV8waMyR42iLZzwFJPrZI8bZBkq8TtpWWSWJeEvRNPWhvH0RFxV7k5GzAwMgB+UJEs0AOpjry8yUtCX/pnuQuaJPCBkS639LK/vbDKZy5cFcS6OyFUEsS1TLOVjeBUL5l63/z1ykWvcoqPpDVw13tr97xYa8N3+LDkb0r7JlgnuXsxbu4due5PFDZ+8BcC4d73b7/ApeuPZL7N+/SNVhzDFbqhLuCiuz019L72Qxr8VyBRUGD19Qx7+mHv2YquT7g9ft/yP+/u/tH5XcXgEgll5ZPUaGpz4FCcBAO3Bna4s4+FCpDFk9QMV66dl+uK5CoRkHZGXJ6NiWVVhNUSG//gbuPX8vMm8ysQpiYWsDBwQkFBRuxb/wELl65CzMrO6QkZ8LRwQ0/zlkAaysHMA997MRFPH1BkPxdrORVOEsBQ6kHnusfq/v6+29B4T9dI3jU5+q/Tv8ztfv82cyZvBcX4ZbGdhQX5knCvaOzFQOD3Rga7UdzawO6ejswtG8YYwfGMLJvDEOjoxgeO4DBkQEMDPaiv78bvT0d6O/pQGdbA6qqtqOxaS/a2hrQyiR+S70k8JtbajHLeY031qz1xrLlK7GheKs4DlfW92D+/CVYsWwF9tS0YVddB0q316CgZDvc3APhtiYArBqjuV1H/0EYrLbE+shYqWY4fu4mWJqXklGAr/7yA8xNndDZexB7arvQ2j0K34AIXLhEV82POHLyshQFUIW0dI7IGOKG5j60dvSjb2hcSoCdnT1QW9+B2OQ8GBpZYO78ZdJncuXmXZy7dB3JaXlYtGQlTMxsEBIRjYLSHUhILcIP8xbBzmktEjMKkZpbKrmguIxCBIXHw9LCEXn5xSgoyMeq2V/B5KtZcFr0J/iIsSTnq3yNSOvvEW37HWLtZwtIkuy1KjA2QiqIqCS91hypVYERGkrBKIgouCjFwgT9NFjcOetjgcCEykRmresgw2OCRQt/aZVhSqlwiFWWp4E2Ope7bu46Z69zZXkRHEay85grx8dYrmX7GMt5pucqZHpqr8v1NRHA6A/yIlC4GPpS+8Zgzb2YoKHzMF2ICRT2qfB4a5gZtkVYYHukFcojLLA5VFftxRHJvsbI8VqFDA8DpHusRIrMI1mORFZvcbkyZ7Jc+kkinZYg0mkZIhxXiKoItlkCX/N5WLvqe7gZfA33ld9g7cq/Yt3qr+Fl9BX8zWYjyGIuQix/RJjNfITb/IRwm7mIsJ2PCPvFiLAnoJYjwtEAcWtMRJUk+dghyccByX6OSPWzRXqgOyqK8tBY3466+m40NHShublXoNLfvx95eaVobe/DvkOnceDoRTENpCq5enNCBmTxgc3GPpWIv3n/JThvnjmV85fv4+yFezh74T7OX36Iy9f4nleYeElDSDr3zkxrlKoqpRZYYaVLiKsHuVIp6kGvmTlqnfbnL99FdV2nLtn8HtfuPBVLjxt32A/ySn5XPqw1/6lfZRIi4cPObwUVBRQFF47w5c/iz1W/A+GhoKLgwXMFFe7qunas+XSpUBfHF3d0D4nTOT9XgUQA81mDogp3qfeyQ51KhLNbaFdz4cpdSbDzvXwtlQLho4CihaFY3fROhno9n/wFJ46dRUlRKbzW+mHJwpWY/e1CDAwdwePJD7h04yHOX7yHjRu3YemyZbCwckRKWj6Ghg/j/sOXUr1Fpcmuc2WToh7y+jvDTgSAUh+/BRd9KOgfq8/Rv/afjvl6/fXk+VspS+YQrWs3H+PMqUuwNDKCu4MZGht2oX+gC/1D3Rgc7kX/YA/6h3oxun8YjQ3VCAsNlFLi8bExjI6OYGR0CENDfejv60Jfbwe6Olsl7MUqsNaWOnS0UrHUobm1Dg1NezGLuRQn13US/irZsgeVDd1o7z0Ejt+1sLRGdFI6Nu+oRX3rMBJSs7FjV738x0zLLsLGLTuxq7oTKwzNYGFuje0VtWANfm1TD9Z4+sPMzAb+/tFoaB1Ga88+SaZXVDXj+OlLePJiCsfPXkff2M+orOvG4OghHDl1GUdOXsK+A8cxNHYYrh4BMs0sZ0M5tu5uhndAJEJZkVa4DYPjxyRWyibGRUtXY/vuWuyqacaexlZs2VEPC3MH1DX3Y/DAaVQ29KClZwwua3ywcMkqeHj5IzUtEznZWbBcPA+r/zILDgv/BPdlf4C/0ZcIs+Dc+tmItf8R8Q5zQEVCcLAKjNAgTPST9Z8fK+joKxdC5PPwlzRN6pL0BIgKd6kQmFIsDGMxrDVdbuxlgCzmYPhej6XS48Kph4SMhMIkrLVSB46VyNYBhpBRK8trFTJF4VCtGIsFPsHCRVdkzrHn+GJOgORsFQ7s4iTIjaHWKAmx0u4FmqGMs1JCNbPJMjGdtMQWJuZZPhxqKXb3LHWmIzJhlulphBSPVUhaswqJTLCvMUKc62rEuhpJwj3WbRWinQ0EKJHOK0RZhNguRoDFfPiazoWf6Vz4m8+Hn9kc+Jt+i0Dz7xFkNRvhNvMQSXjYLkC4DioRdoTKT4h0XIpIpxVSJUagJDHM5W2NZF8HpPg7Iy3QBUWJ67G7vAI1te3YW9uO+rpOKSVube1HV9cI+jkqtncURRu2iCXRqYv3cen6E1EChAcViYIKu6z5wDl7+QFOX7wrHlx3H07hwdP3ePjsPR48fYs7j6bE4+r81YcSouJsFCbWFVz4YNc/5uAp9VDnzjVdiTWtImgy+AHFZbvE3fjlW9rDP9O5+f5DQMPQF+dhSK/Iu79JqIxhMsKR4bDPfy5/J3EC1v2MGZDNJOQVYPRBog8UXhcTyCk1spchL6qSt6isa8S9R8+1Elu9QVYEAUEjpbeTHyQX8PPpy1LYwzzJibNXcP/JSwkjEiQKIGoXo0XC5cU77e849TecO38Duypq4OXhC3NjCyTEpUvbxMXLdxETlYKszCKkpuVg8cIlsLS0RmRMMnoGD+DWgynNGn/yI54w/zLdOMgqKi1Xov9A58NfnatjfSDo3/scOOp1fI06Vrv+a9U1tfOe5ErYzzLxGndo+XPrEW7deYwnT19h4tFzhPv5IdjbBRuK0tDb34G+gW4BCncqEiqVjvZ2tHe0YXRsBEOjQxgZGcLw8BCGhgcELITLwEAvevs60NHZjJqqCtRXV6C9vQGtHY2yZnkFRMDTJww5+VvQ0DmKqpYB7KzrwtZd9XBY44nMghJUNw5g995OxMQnypTF+uY+pGXkor1/P+KSC/Hll1+ioLgcpTtq0NQ5jM3b92LegsVITM7B9p2NKN1Wjd21nViy1Ei68zm3+9jpqzJWtXPgIKrqu5CYmg1WfFHN7G3qlnku8Ul5yMwskTn0IZGJcHXzRnZuKboHDmBg32GMjJ9AZm4ZHN28sX1PM6IS0uETFI6SzTth5+yD/NJdMs8+IX0D+O9cZmCGeQsMEBIeg5KSLdi6rQLOKxdj9VezYDfvd3Bb9if4rvoSoeZUKkzW/4AE+zlS/ZXkOAcpTlpHvYIKFYg6ViExgkQdK8XC82llIo2Ri6WsWHXSZ7gvQvZaNkkuQRZLj3WgYdhLy5Ew96HlTLT8CPMky3VQWYxsznb30vIjn+ZODCRspnIqOd4aaAgWLeylKZlsnxlFQ8AQLJyzkieTKc2wIdgKJaHWKA2znYbKxlAbcJWF2ckqDbXDxhAuG5QEW6M4iOCxRmGgFXJ9zZHlbYZMb1OkrjNForsx4tcYC0TYgKgtM6nUinVbDa5IFyqUpQizXwpCJdBqIfzN5yHQcgGCrBZKKCvEei5CrH9CmO08TY04LUek/SJE2C1AhN18hNn9hDD7hYhxXYl4dzPEUqEQJn62SPO1Q0qgG/KTorGttASVu/eiqrIRVXvbUFvXgcaGbjRKb8ogevr3Y+zgaanmqqpuxvDocdy4M4lrd15AgPJoCndZXaMrFX4w8QZ9w8dw+fpjmcj4YOKt2Hbcn3gjZopPac3+7l9Spkpw3H7wEmcu3BGPJ4JgxvJE1ySoAwpBMBOO+rTUV1MQ2kObw8Iqa9rw5sM/ppsBCSC6B7P58M0HdtpzFPDf8PrD3wVAdAHgA1xTKUqREBy6MJxedZdSK2pXUFFKRYCiGhaZdJeRvTMJeSoKLoLywtVbqG/tkgc/4cBFRcLf5cHEK5w6fwWDY4dktACruG7ffy7hLYa+mGDX+kk0dfLwKR/wdCX4KOaLrDi7dPUO6utb4esdgNUGRpjz3WxERSbg4cR7sXa5cOkOunpG4eTohkWLlsDfP0jyKpev3ZXfkQPBaBujPLAeMT/B/9bTpbmaQvjvSXI9U8bfAISCwee7ggkhoQ8R/eOZ9/A12nwU3n/46CXu3nuKu/ee4PGTF3g5OYWp1+/x/OUbPHzwCOEBPgj0dERSXDD21uzEANXH4AD6B/vQP0R37QGM7hvB2P5R2YfHhjA4NoyhsSEMMYk/QsgMYnioH/193ehob0Zrcw2q92xGS3M1Otvr0dFah1kxiZlwdPFAQHAEdtW0orZ1CJt2NmBvc79YyXN+fW3zELbtbkFe0UYcPX0FlXVdWOcTBE//CKxZ6w9TC1uERCRiT10r6tuHEJWQg2XLVyNsfTLiEvORmlUsvSse6wJQtr0GRVtq0DF4GIdPXcHR09ckgb9p+x509owhI6cM9a2DMl2ypX1Iqs/Kd9bCxNgGmekF6B48gH2HT+HgsTNi/0KnZFvndYhKyMb2yia4ewbA2NweSWlFcPcKRUHZTuxp6IKVjRsS0woFYPXNPdhV1Yjte2phu2w+jL79PWzn/k56VXxWfoEwcy1RH2s3R/IpbHgkUJTyICwUMJRy0QeJPlh4TPhwSV+KuwYUAoRQEZAQCgxnuS+Wqi4t5KXlUVS4K8dzxXRHPau18nxYxbVc8isECa9xZwXX52BRIMr1WSWqRCmSHG8tHEaQqDV9j9d8dYDhPJcgqhZblAQTHPYo4Qq2Q2mYHTSg2KI42EZAQphQ6eT7mSEvwApZvpbI8NZW6joLJLMBcZ2ZwITH7Gpn6e90VZczS3wZqmLfyBKE2i2WkuAg60UIsVmMUFkLEGq7AKE2CxBhvwjhjkvlPQyZSVJfEvtUJ6sR72GJBC87JPs4Ij3ABVkha5EXG4Wt+fnYs30X9uyqwe5ddajcU4+ava0S9mIpcVvHkExxPHDkPE6euYULTMJfvIPy7bVgRdedh1MyXOruoyncZ2eyDEKiY+5lySMePnYFw2MnRAVQIXCg1IWrD3D6/G0Jh7GclVMdOTKWOQ5tKqIyWuQDnqEvPvxVQv7vOldiqofPlQu9svig/geev/wVZVsrMXrgCD7++v+ka10LB70WmxT6ZF279QQTk+/l3sFjHFV8FDfvPJWKLAGJrplRhbgUQNSurmsqRFc2rGaXTLGkd6bXREGEsNAPc9G/jKG7obEjkp/i787fkwl35kdYuk0jTva3aHNNPshDVOslYZhRq9zSYK5NTXz++hecu3gLNTUtWB8SBQszazg5uaOhuUcsXCr3NsLBaQ127q6GlaUVjFYbw9VtLSp210gY7ZmuEZW/Bz9fqqcmGNZUtiafhpmU6lA7H/gKDGpX1/TPZ8Cgwee3oTHTw6LucxdHAFr0P/soY3xv3n6Cu3cn8PjxC7yYfIup1+8w+XIKL15M4vmLKUy+eovXr98iOTZKwl/RYd7Iz0tBXz+VCsuHdSGwkT4MjfZiZN8ARseHMLafSftBjOwbwr79wxjbN6StsUEMDfagp7sNfb2t6OtpRGdnPTo76tHT0YRZSWn5sLZ3htvadVgfk4LkjAKk5xXj4IlLqG7qwVqfEGTlbZKZ740tA+gbPoLRg6ckVGVsboNFi5YjPrUAtg7rEB4ZjxMXbiMpcyMMDCyk8bClfQzxibkwMbdFZV0rhg6cQm5plaiirTvrQYvwgdGj4O/B+v699V2Iic9FRVWrDDMa2f8zsvI2YtF8AwQGRKJ0exXqmrvlm9jOmlY0dg3JtMrswk3Y29QPM0tHrDa2Ejh5eIYgNXcjQqNTMW+eIfIKNiMjpxi5BSUyMW37rr2wWDAHxt/9EZZzZsF96R/ht5plxd8hxoaNj3MQb8ty4h90HfUzeRNCRC39cJeCiwIJz6lSCA/uBIeAhI2PukVwEBrsPeHoYaVQCAcqlVzlXMxxxHr9JrxPYGiQIWg0E0rVj/LpPUMQKkqFcNcUy0zo6/MwWDZDVv6myPE3Q56/OQoCLSADvYIsRb1sCLZBSZgDNobZY2OYHTZQoYTYoTjEVhQK35PlZ4lMX81PK83bGmnSzf4pWOLXGOmAYogYFwMJfwlUnJZPQ4VgEbjYL0GY7WKE2y3U1InDEkQ4LEWE43JEuhgi0mUlIl2NEOliJCXCCevskOTtJDDJCPVFXkI8yvIKsK1sKyrKK1CxoxI7d1Zjz+4a7K1uQl1dB5qb+9DZPSqODgeOXcKJc3dw/vITXL72FHceTEnOkPM3mJAXg0RxB9YaGmmTwsqvF2/+icvXJzA8dhInztyQXAbDS5zQ9+zlr7h557kMcbp4VasWI2j4XvaM8MEtS9eHoqBCFcEH7xRtThRo9HbJrbzR5sU/n/obKiprxSaGPTN06718/YGUHt95MIlb955LUpu2JNduPpJOb3pOUb1oP3smEa8UiFIkCiRi9iihLWWrooW1GNpS+Q9ChFBRMOFOlcFrLFZgAyWPt+6okaZSgoReaZwYydfxc7TwFv++Wp5Ee9hrD3p+njgLPJrEwMB+xEYnwcPdF5ZWDnBwcMXFS7dx4/YTySsRVPFxKVi0YAns7J1QXLIdBw+flf4N/pxHL97h3oRWdqt+xuc7wSCqRAcZdZ/X9dfn0FD3FGA+v6/OCY3fWgxtPWOfznPOjZ/CnXvPcJvNtPefYWLiFV5NvZMBhy9fvcbky9eYfDWFyZcv8fzFS7x89RZv3/6C0aFBONuZI8DbGZHrfdDcslfUSm9/lxYKG+7FCNXKGOExjP37xzB+YEQDyvggxvYNYN/+IewbH8K+fQMYHu5GV2cD+gmWvja0tdaitbEasyJiUxCXkoPI+AwUb67AKsfzKs4AACAASURBVCNTxCelY2D8ZwyMn0JNQzdyijZh5OBZVFX3oLR0NxqaO9G77zhc3T2xZOkKVDd0YeTAGWzYvBvVjb1Iz92E0NB4qfTKyd8KF5cARMck487DZzh68hKSMzdgfVwGUlLy0D94UGZMMKS2qXwP8os2wz8wGrur23HoxCX0jB6Cl3cQQkLj0dUzBg/vQGzatgchYYlYH5mCfUdPo2f4sMxSyd9YgVmzfofw9XFIyixBclYxMnJKsHq1DcwtXJGdv0kaNssrKlFSuhVZWfkwn/NXGH3zO9j8+DusXf4lfFexAozz6ueIXQtzKUliJvkj0nWuxEqxqF0fIDxm7kTlUHjOY214l9ZJL+aR0sBIo0lNkRAWbFjM9TJAjrdWAkw4cLHTnc2N0uCocytWANEHijrWB496nQYaJutNkOtnKnBR6kQLdWnXlFLhnsXkvZ85snzNkONnoYElgGCxlFXgb4WiQFuUhNqjKMgKG4KsURRkg4IAK+T7W6IgwBLZftbI9LFGurclUrzMxbQx2dMMSQyDeRjrcir05jJArMsKsA8l2kUplaUIdyBMFiLUbtE0VLTE+yKBiqgSwoTvczYUoES7mSHGwwJx3nZIDvJA5vog5CXEojgrC5uKSrGltBzlZeXYsXUHdu2sxJ491dhbXY/amia0tLDS5SD2HzyNYyeu4uT5uzh/9TGu3HyKa7ef48a9lzLGduce5gI0x11NobDklesjDh27iDucuf7un6AzL88HRo6D3fUMd0kPydt/yJRCJulPnGHhiirp5RRF3YOdTr/TOY1ftUS63jAsfbBw/K7ARpdUZ5jr5t2H0rDJhzHLa/mgJlhY1cT9zsPnom4YFlP5GaVA9HcFkU92mQFPMGhLweO5VLh9ChUFEu58ePNvwAmNN+5OYP+Rk+jsGxGlRPAp4GjhLaVGZuzemTOREJnYnHzAzycvYGPpVjg7roHhciPs3F2rzUyfeIWAoHDEx6cgKDBcJtfa2rqioKgMh46eEffdp69+BWev8DNZYMFw24OJSS3UJSpFA9fn4BAA6O7zHt8/vetgoyChDxN1TX9XCkRdEyUiA7W0YVq0cuG43ycTb0SNXOcXg+sP8OD+c1EhhMmrV2/w8uVrvJp6Iwrl5as3eDE5hWfPX+LZ80lMPH2Bl6/eYd/oPthamSLYfw38fRxRUpKFgeFe9PZ3opf5leFeDI/0YWRkAGNjQxgfH8H4+DD2HxjBgYOjso/vH5Gd18bHhzA6wgR+h0Clv78d7S17Mcva1hU+fiHw8ArC+ugk2Du4oK6xF3Vto2jp3Y8NZZVISs1H3wgbvM4gIiwBja09KN1RjSVLDPH1198iODJZ892KSsY6r0BsKN0O/+BYVNf3wCcwGkuWGaG2th33n0zi+p2HKCzZhoDA9ThKo72fz4t1CjuSmUMJDI5C78AYzl66jebufTJ10j8gFGs9A7C5ogbxydlISs6Gte1auLr5o3twP4YOnERoVDJsHVwwb95SODiuQXlFNSqqmmBpaQsTEyux0t9d14nA8ATsqW1DcekW+Hiuw6pv/gSjb38nJarrlv8ZvkZfCVSibX5EjO1sxLPR0fFHWUqZEBQEigqB8bqCB4GiFAh3ZddCFZLPfhFasKybma2Sp0vA0404X8JaM5b3hAOXOBMTLPrnfqtFmegDhMqFEFHXFJQETKJw+B5t5foYIWc6d/IpZAiUHF8zZPuaIctnZmX7WiHH3xp5/lbI9bNEnp8lcnwtkR9ghWwfqhlLWTzO9jWXxUmJnEWS5mmKNE8TpK4zQrLHSiRxua9Goqsh4l0NEOeq2a0woa5UCnMq4fZLEG6/GGH2i0S1RDgsR6TDckQ4aJVh0S6rEO26CjH063IzQcw6a8R7OyE5wB3JIT7IjItETkoKCrOLUJxXgtLCUmzduAXbN23HzvLt2F1RierKBtTXtaOrewSjY8dx6MgF/Hz6Js5cug/2mVwmUO48w417k7j1cAr3n73F8PhxaeilzYoGFeYD2PH9NwmNMQfD+D99ntjkeOnqQ3lw8sFKxUFFwlJeZVUvSXra2jNvooOKBg2qEr5eW7zG+/pA0T/WKsE0KL395V8YHDuMM+evy9CsKcmjaCqHEOFS8FA/kx5e6hp3BRJ1TZ1rSuQXvHj1N12ZND21PmLi5Qc8kV1TJyr0RfNG2tnfffAcx6TDfQz9I4dw9uINyY3wPiuqCAxC8LFMMZyBCR+2VF8E0o1bj1Bf3wIfb38smD8ff/7Tn9HQ1IG7j1hN9xEDIwexoagUyxYvg7mFNdLS8zE8dhT3H73Es6lfxAySVVsMbT2YeCkw0cCh5U4Y6pIcih44PgeLgsX0zrDX/8J+RcFDf9cmNmr5EeZICBKGBjnel7/ztVsPcfXGfdx9MIGJ51N4/fojpl5/kDDXm7cfwPX6zXtRKISJKBWqlckpHWheY2rqPYYHR2BubAA/L2dEhHoiLsoHvQNd6B3sQe9gN/qHujA83IvR0X7s2zcoQCE4Dh4cxcFDY7q1TwBDyBw4OIYDB0axb98Q+vra0dPTgsGBdq1PxcbOGWvWBcHcwg5BwSE4e/42aluHsWV3M0q31sLS3AnDQ0ek6mXbznpxJaYKsLJxF0AkpheifHc9vLyDYWBggtTMQlQ1dKGmZRBLVpjCyMwaw2M/o6G1DycvXEc2w1CZ+bh+6yGu3bqHgeEDaO8eQlhEGqJi03Ho6ElpuOwfPY6ElBwYrlwNc0t75G4sh9s6H5ibW6O4ZJuUdnKQWHP3GAo27oC1lTPWR6Vj0VIDmJlboGzrHvz4w1xERSVICK+iqgW+AZHoHzoId4+1cLUyxqovfgfTr2fBet4fsc7gS/gbf40gk28RbUuofI84Xfc8FYt+lZcCCyHC489hMhPmYu6EM0OWi6WKGk7FnYvqg/NTVKhKAUAfKITK53Yq+vd5zE54dU3/M/TBwmNCh/BRoTB9ZaKUi5QcEyo+GhgIiCwfU2T6MpTFZSGwoXrJ8bcQeDAJr0BCEPE83dMY6etWI9VjpawUd0MkTQ/CWo5EVwOBShx9vFwMEOu6CpHOBgIVAYqEtpYgwp4J+0WSuI90NECkI1+3GpFupohZY47oNSaIX2eHBB9nJAatRVJ4MJKjIpAWH4fM1FTkZGRjQ04RSgvKsLl4M7aVlWNneQX27NiJ6j21aGrsQU/vAYwfOIMjx2n+eAvnLj/CxeuPwfG0V+9QoUyCPSjMo9xjuOvpW1TVtglA2BHPbnnuBAhHyTLOTxNJ9rGcu3RX+laobGjVwjwKYXL6/C25R/DwYck183BXakUDiIKAUhRq/xwwn7//+av32FvXIrNLeE/B4T/tChxq/++VXJoSIVjUUiGuJ3TcfflBAMN7DNfxYctudJo39g7ux4kzV/DgyavpENkMSHQhLuYzWEHHMbiv+O//pwBgcGQ/YmOTYGlhh5DgMNTVNePYqYsI8A9G9Po45OYWw8HBBatWm2J9dCK6B2gB9VyUIf/bMLGvciQClM/goUCidgUS/V1BhFDgsT4c/v8da2EuhrW4GNYiSAiUB09eCjgvX7mLm7cf4tGTSUxOvcWrdx9kn3xJRfIGr98QKB8l9PVi8rUoF+ZQqFSYU5mcfAWGw54+m8SrV+/Q39MLa7MVcHE2h5+vKxJiA9DV3YbewV5NqRAqQ30YHemXENf4/mEByOEj4zh0eJ9Ahcf657wugDkwgqGhLlmz1iekwYtDq7JK8dP8pfDx8cGNe48wfuwiYlKKER6Vhu+/mYPwoCjsP3YO3aNHsc4zEBaWDnBz98fmHXXgwCwzK0eZsRwdk4rdNR2oaujG1p2NWGZojvWxyRg+cBIby6vEsp6Gk6mpGXjx6h0u37iF85dvoLGtHzl5m1Gxqxbd/SPSFdvVtx8enn748acFMDSxRWbhVsQnpMksguGRg7hy6z5GDp1FQ8coAsJiYWJijdyibdjb2AFfvxD4BETghx/mS8XY9h31yMwpQ3BINLbtqISLiytyU9PgYWYq4S+7n34PL4Mv4Wf0FQKNv0G45fcS/mJHvUrMq34UQuTzpeDyqUpZpM1J+WxGvVItVC4yWlf3sCcUFBAICf2loMJdf+m/RhSNUja6nde4puFCheNrJHPvc31nQl4KKIRMtq8JMgkRb21pasUUWb4WAhSZ085JiD7mEhYjTAQqPmZapZeXVjrMHpj0tYZIl74UQ6S6rxCocKQvV5KbIRJZmeVqIFChMeSnUFmMcF3OhGEwqhM2QUa6mCCSMFlriXgvwsQesT5uiAnwRmxoIOIj1yMxNgZpiYnITktDQXY2SvKKsGnDZmwt24btWyuwe0cl6mqa0N4+gOGR4zhw+AKOn7yB0+fv4bwAZQKXCJTbz3Dj7gsBAfs8CAYCg/A4ceYaOnvHJXQ14+HFb+4aWBjS4jFDK2yGvHTtoSyGxAgWvoeKRcJB8k1el5DX5UkUIJQSUWBR52pXr9PflcpgaItKhR57PKZDLyGh7qudAOF1bc2EtSS8pavk4gRGFgPwmpYT0aCi1IgKgTFPwmOGs+g8wDzJ0RMXJQTH5k/VuEhFog8U+ab/jAn3j3j57p94NvkeR46fQmZ2AcwtbPDtt7Ph4xuIK9dY/vwvsfRnr5qzszv+8sVXMs+9sqZJLFaeTX3A01e0p1EJd+Y8tDAVIfGf1Mj/BioKKGr/n4Dy+etU1RbH83I9nniFW3ce4er1O7h+8z4ePnom4GA+5M2b95h6w6q4N3g2OaUl33VQkfCX5FPeS6UXX0+gECYvXmg5lccTL/Ds2SvsH92PNfZW8PRwgquLHVKTI9Dd3Sz5lL7BHulZGRnuw9joAAgUhrioUBRIjhzdj6PHDuDY8YPgsVrq/uFDYxgb68OsgKAozJ07D45O67Bk0Wp4rvXD2OHjOHnpDoo3V8PB2QMuLh6IiUvFrvpW9O07hqCQGMz/cQEKiktl+uOGsl0ICo+FtbUTdlU2YWDfCXEoXh+Vgb9+PR+29u64cfcJWrtGsbdxCNGJGXBx9sCFSzfx85nzOHbqErZWNKCopALHTpxF3/B+dPTvQ1Z+GZavMkVETCo27ahHfGohzM1s4esTgoNHzoNlfweOncXu2jbEJmbJBMjU7DJkb9gK17X+MDazQVVNqzgnZxdtkwdAVEyy+Pj4+gRg57ZKlBUUwHzul7D7gdVff4LPqr8gyOQbhFt8hyjrbyX8JbkTPePIDB1UMti0qEvY85hg4VKJeeZL8nShLqVMtJ0jhbXFXEuB7yoUTs+N1yBAWBQHmcpSEOE1HvO6/q4Pln93PK1i/I0lp5Lnz5JhbREoKmkvxz6/BRUzZPlxEqIlMjmnXRYVi6moFg1AJsjyXI2MdVpTJfc0D8Pple5hiCQdWDgDhaEvtahUWPqrQWWZwETUCXtPGOpyooGkgTQuspor3tMGcV42CHcxgZ+dMSI81yIqMACx4WFIiIxCanw8spJTUJCRhQ05ediYX4KtG8uxbcsuqfJqaOoDS29HRZ1cxYnTt3CGzYmXH+Li9ScS8hKg3HmO2/deSuOgNq6X36aZO2F+4FdU1rTqXIGZcNaAoqDC3AlzB1Qir2RWPBsM6aH1T11PyqcKhQ94BQYCg8f6uzpWKkWdq/eoXV3n53G9/fhPcQe+fOOenOtDZRomHIalS7rLkDA9FaLUCHcCQc51uRMFF4bveJ2hmqGxg+jsGQGLbNjxrt6jAMJdHWuhLq0nhX8nzha5cOkGdlRUihGtsbEFXN3WobmtB74BodhYVo6Ll+9gc/ke+Pjxy60NEpIzsO/gcTx4+gbP3nDYFvtWOBZXm6Ip6uQpq7cIlZkQ1/8EF6VQCLvppZeQ/59A8nnCXfpI2H9DC/0X7zHx7A3u3n+KK9fv4vLVW7h5657kQag6qDZU0p25klev6SLAGfEMb70RdUKAcBEs3KlS+F5Che95IUqF3mPP8eTJC1w8ewUuNtbwXOMAd1crbCpORn9vC/okUd+LwZE+jA73Y5zVXvsGBSoKGATI8Z8P4ecTh2XxWC0FGQKIqmWWx1p/BASEYtmylVgwzwBhoYnYsqMa/ePHUbatCl998z2iY1NQ19wrUxzrWgYRHpWB4NAY7KppQGN7H8q2V8PU0g5z5sxDeEQ8ohIykJxWiMDgBFjbroOnVxgOHD6F3pHD2LW3CxtKKxARHi+WEodOnEdn335k5m3Btoo69AyMYnd1oyTo03OLYevohvLdTYhNLRRjSQODVYhPSEdKagFGx49LI2VGbglCwpPg578exuaOqGpoh+FqYyxeaoANmyrQO34Gm/e0IadwG0zN7eDjGwpPDz9sKdmCKN91MJ/9e1jO/r1YtXiv/AJBpt9gvRX7VGaLS3Ey/b4IFZf54Ox6mh9ypbly58x6bad9u5yvYe/IMpkVkue1AnlMvLMkmAO3fLSV72OIQl9D5HsboMhvtcw7+RwIChzsYi/huN8gM5TIImw4bMscJUHm2CBzUjTg8D0KPtwVTOjrlS9WLKbIC2D+w2waKoSLUirSHClJei2XQlhM51X8zJHhY4oMXvO1QIaXKTK8TCTMxT3Ti1AxEqgQKKnuBtNAIVzS167Uwl/uK7TBWi4GolLiCRRapyil4rAEYXaLEG6/SNe4uBzRNJF0Z+OiFRI8LbF+jSn8bQzgabYYga52iAoIQGxYGBIjI5Eal4is5AzkpuWgMLsQJQUbsamkHBXb9qK2phNtHaMYGD2FfYcu4dCJ6zhx5rYolHNXHuLCtce4dPOJlpS/+0IrHX7wSsJWqg9FM4Zkh/iv8m28sbVfZrBrxpBMQtN6hYtJeS0xrcJb2lAq5gb01ltaw//30BevqetqJyR4/DlY9O/rw4mDspjLYO6gvrkTL0SNaF5jojpEeWizSniuzSz5bSWiFIm2a2N++e+48/CFTLakc3Pf0AEZicsHqCiSyfcyp0PN6lAQoYJgDkr7u/wi6qKquh4+PgFYtswAq1YZY9uuvdh/9IzkQBgKY4Thm6+/x7Jlq7B2ra/Mfb9ykzPlCXQV3qJNjlZA8WCCcNGUyqOnVJhUKAyBfZqAn4aHLukuANHBg/dEQemB5X+ECa1RdFVcKrxFiDzn3+LZG9x/+Bw3bt7Hlau3cP3GXTyZmNTBgYBgSbC2BCYMe029FVg8IzBe8Z6mSvRh8mTiBSaeTeL1awLmja6s+LW8b+LpJN6/+zt6WjuxctE8ONsaITrUFa01ZejubEBvbxsGBnswPNKrqZTxIQEKAUGYEBpcBMqJk0c+2dV1BRa+flZ8ejYS0wpgZmGHNe7eqKnrwMate7BhSyVoNvnD3MUy4yQhOQeN7UOoa+1HfHI+uocO4vSl22LjkpxZAGs7J3w/ew48PHywaXsVElJyYWu7Bhs37cKemnb0DByUxDmHcSWmFqGKU/L696OhfQh7ON+kqRf1rf0YGNmP4pJyNHX2I6ewBK4e3lgfm4qcDVvxw5yfYGPriIamHuTlbpCkfd/IYZRt24PiTbvRNTAKT59A+AZGYe5PC2Ft64yKqgY0do6heGsNklM3YN78ZXB18UKgXxjycwrhbWMBk29mCVRcFv0BXoZfIMDkay38ZTsH8Y7zEe/0ExKZmHddjDS3pUhfs0z2NLdlyPRYIecZ7jR5pF2KIbJkqeFanIGyQvpK2FuS52s4nXwv9GcSXqv6IjQIBCoWBZPiYFNsDLEAO9VloiMhEkyw8Lq5LJ4r5UKI8Jzv585zhr0kLBZgivwAcxToFrvmCRKGuwoDLaY76gkYVocRJMyZ5PppOZMcX3Pk+Jsjw9sYmd7GyPA2Qqa3yTRYCJUswsbLeBoqBAsXYcJFsKSs0UJgScyvuGlQiXU2QIwTu+hXiJVKJJWJg+b7RdDIWmOKBC9bMX8MdjBEkN0K+FuvgJ/Naqz39UZsWAgSo6OQEZ+ErOR05KRmIz8jH8X5G7GptAKVu1vQ3DyI7r7DGNp3BgcOX8axEzdx4uwdnNIplAvXJkShXLn9FPTEuqODiQp5qT4Uhq3UYs6gtrFLynLlm7YMnyJMtMUHq4S3dN3k6iGqVIQ+AAgGBYfPwfGf7ukrGqVW+LnsYpef/fojmLQfP3xC8pe0xyfsGKLi76eUBK8RGLyulv45j7Xf/1eB1Imzl9HFUHXfCE6cvSoPbN7nexU8Hj9/i8dMvtM+hYOunjPhTouXv+POvUl09gwhIiISRqtWITA4HDV1zairb4W5hYMk9Cv21MFtjScsLOzg6rIWW7buxIlTl+XvT5ion8MHvwKAthMGGhDUPQWPf7cLLP5NnkTCVxOczqi5G//WrkAiyfZJzaafIbynVE6PXuLGjQe4evUWrl2/jbv3HgtMmHB/NfVeoEKVwUQ7FYqEryZfierQrmmqRAtvUYXwNZo6IVCePX+Fqbcf8PH93wQ6r99+xJs3H/G3X/+FDx9/xa0btxHm64nVC36At4sZdm3OQF9bLXq7m9Df1yblwSMjvdg3rikUAoUqRUGFQFHKRB8uSr0QKup4VkJaHkIiYuHo7AojE0skpGShfGedTHFkviQqLhNxCTlISS+Ct/96bNtZi93VrTJ5sbK+A5y6yDG9yw2NpRQ5OCwaDR2DYgu9YN5iBIVEobi8ErUtfXBx8UUuJzy2D2Jw/CRaOkfhHxyH8MgUdA3QpuUKxg4eQW5eCRIT0+HlE4SMnA2IiE5C6Pp4zF+4HNU1zZJ8O3nuMvKKSlG+uwaD4wcRHBaLzLxiBEfEY6WRtcxsiYpLF/djTo/ML9oCd49ABIcnIj1nI9IyClC2cTPcjJeL95f1j3+A6+I/wGf1XxFo9i0irOcg1mEe4p3onqvZsXNWerr7MqS6cToh56kv04DisUIHEkMxbcz1M0KON8uBjcTxV3P/pVEjcxkECfMlzI2YysO/WC9PolQGoVAaaoFNYbRHsRGLlLJwdrFboyTUEmVhVrJKQy0FLlQuCkZ8L6FD2EyrFX8NHgSIPlgIl3x/80+Vi7+mUvL8LHSlwVYoDGTVl6Uk47mrZLwoFG9NvYiqoWLRhcAIEn2o8Jhg4QRHGbbFqY3OyxFNmNjThZhlwVqfitiqcPwvO+/dzZHoaYXINaYItjdEsMNqBNuuQIC1ASJ9PBAXFork6CikJSQgMzENeWnZolA2FmzCjq1UJ93o6BhH3+AxDO87g/FDl3Ho+HX8TIVy8R7OXHqAC9dmQl4Eyu37r6SxUd/Li2EvLgKFqkRTJn/H1ZuP0dTaJ/kRdnHPPKg/9fOSB7xARkvC/zugKEjo51D0lYn+dQUh9R7uClhijcLxvxLW+ijqpr6pUyw81MOfIFEw0RQIVQp7SwgWPhg5ZfGjWOjzmC7I/cMH0dzeh0PHz0pZMpslmW9hGbAKbWkhKM4peScTE7WE+z/E1mRoaD/iY1OwfNlqzJ+/FBtKtqCprRsvP/wf0Jqepp1zflyAOTRwtHFEZnY+xg8clcFSLMF++oKqRCkQLTSlDwpRGjrIqPyIAovaP389z3nvia6CSwHic1WirqtdUyKc4Kgl3LUciaZIHjyexI3bD3Hpym1cvsLw1gMJUbG8lyBRMJl8+RbPJ18LGNhX8vnSqrk0kDx99hJcDHVxZ2iLcHn/8Ve8+/grpl69k7lVH/72d/ztw6+4ePYCivNy4WxpCosVC+HraILU8DVor9+G3p4W9Pa2YnCwU0qDWeklSXddtReT8AoqBAZVCtfJU0enj9U1BRzuszp6xhARHQODVUZY6xWAiJhk7KhsRGFpBTZtq5ZxvQxPbdtZI4BwcvFERsFm7D96Fntq21G0eQ9s7Z0xe85CBEXEIzgyATHJ2QgKi4eDMyc0hiGvaDMyc0uQlFKAmkYtjEYjyvKdDUhMLpBwxOkLt1DX2oeRg0fQ3j0MKzM7FBRtlt6XxIx8rPHwgrmNmwzooi/Y+LEzqG/rQ9/YYew7dBxePiEo2LAZJVurMG/+csSm5KKwbCe2VzaitrEPyal58PYORlPrMPJKtmPDxnIU5hbCbO7XsPz2d7D76U/S/Ohv8g1CLX8QzyhOHEx0WSTz0JNclsiI2xQCZc1SWWnuy5DuQc8tzpKnxxbXKi2s5GuMAk5TlKUb5cuxvUEW+P/4euv3uK4s+zvfd6Zhpqe70+04ieM4MYMsWxaTRRYzMzNLJWZmZpYsyRZbzMwMRplDDfN3rPfZ59aRKp6e+eE8595bt8qSH/t+au21IZTt0og0l0Gk+V1EmFEo6xQw4QQF8zsQWdxFlKUMRJayEFnRkkO0lSKiLBUQZUnH8mynvlx0P1cpXLHQOS1m/hveQqjJXbaCqdbEmIAhhMCoFoWyuE7O9QWlQqnB/uJUYao7IZgI9SrCzrK/yGcRZ3vR7qd7C74PqO3LDXGzSkG5SIKG+SrqwthfB9WLsFW6CDsloT6FMsCEynoCyi0GFFIojpp3YKlyA5YqN2GmeB36sldh8+A+nK0s4WpnB08nJ3i7ucPfwxfh/uGIFSUiNTUfBQX1qKh6hIamJ2jtGEN71xQe9c2hd2gJQ5NrzEMZn9lgWV6zS3tYWD1kCoXXoBBUuIfCdwEoHCxUH/IzyiqbWEU2KRcODwqDCZ7KJ3D5X1qfSIKBg+PT/VPF8ilUToDyQui3RWm4AlyEsb6zC+vIKahkWVkEEQEogmoRVAmlBh/j4PlrHL4UOg3T7BOaxlpR24zm9m5Mza+x93EYcX+E76QeKLRFn/f0xQccHL3BwJMJhIdFQU5WGfq6JoiOSkRcTBI0NPTR0T2Mxs4BuLj7Qk5BDbJyynBx8URtQ7uQlk3G/9M32KK29WxWO28WKYSyJCFCcJAEyb+CyKdA4fcwqEgoEQIHD9txiEjuDCjUMfnwDQ7p7/LgFTY2D9jQq8mpBUxMzmN2bhnrG7ssJEWZWrQ+DV8RFHYPnmLn4CnzVE6gsn+IvX1SIVRv8hQUxtrbOxJCYftPGVQE5iU8zgAAIABJREFUD4XCXcd4cfwWHz/+DT/8/E/sbu0i3MsTN859iQuf/weUb34HfSVpBLqaoiA9EtUVBaipE4DSRinEbY3o6Gg+SR0muHCokDnPoUJA4WtwqBe0hob72E7H9Npn3v4iWFhbQ8/ABKYWTvANjoJPYCSs7NwQGZuKkupmxKbmwsbBA9eu30FUdDJyiqqRXVDN2k2U1Xbgu+8us6aUIVHJiExIZ7Purey9kF3WClMrN9ySkoWGlgFqmruRU1KPqsZHKKpohqm5C6xsvFBR3cmGGuUWVaKkugG1zY/ZtMfwqBQUEfScPHDm6/Owc/WHpbU7+gcmUNPShcjYTCSlFbGBXrHxWfDyD4eBhROuXJVGdHIOymoeorS2Hel5NbBz9IGsvCpS0oqZ8R+TkAZvVw/cOvN73P3TZ1D46jfQuvRbGEn9CdZyX8JW4Ws4qHwLN/WLLGRDmUvu97+HB6kTzUvw0RZUCUGEWsmzRUARN2Skbr8hRnwRTAge9xBuSj2xqFCQoCHLoECqgxQH25kyucdgwoBicQ/RDCbyDCLRloqItlRgcIkRA0ZkTj25qPEjgYVmz0shnEJldG52hykiAhmHCgElxITAIo1AIyGDi8JcQUYU7hLCX34GQjoxgYOnCgtAuYNAIwIMFUMKoKE6FVr0GdTny0+XqvSlQdllVGxJ5xw0nppX4aZxGW4svfgKXNQvw1GV9mtwVBeaTFKFPbVtcda+A2cdWdhry7DqeBt1aVipSsNU4TpMNVSYIe/m4MiA4uXiAn8vb0QERSApNh3Z2WUoKmlEec0j1DcPoKVzDB090+geXED/6AqejK9ieErwUKbJQ6G0YTLl146wtkWhFPomTA8vMpVfs8VDXoJCoW/4VFtBHspHNiaYwmBC918e8hLPcRdXxgt9tejaabowgYSvfwUMfo12rlbofn7MX6drDCjPT2tLBI/k1FynhzxlTVXVP2TTEAmAVFsiwEXYqXkkKY/5lS087h1GaVUDG6w3Pr3MZrfTn0EZZDus0JPCWhTeEo+1pc64NDHxBbXO/4jJmVUkJmXgvpom/vLnMzAwNEVTayf2nr3B8fu/YWl5BzIySswnIQ/F2MSS1cDNLm6yehJSP1Tlv0k9vXaPsLX3lNWvcIhwGEhCQvKY38ev8XP+PnYu9k7omIXSPpltQgpEAImgRAgkuwevWMYWm09CPci2jrC8vIWZ2SVMTs1hZnYRy8sbDAJkqhNIKAT1+s0HiTAXGeqn6mN79wDbe4egfXdPvPYPsUtrjwoYBbAQRAgw+7QOyJB/xVTK+48/4/j9j1jb2EV5WTWcLK1x5cvPcenL/4Ca7EXoq0vB08EYxXnxrJ0KDeVqbKpk2VpkzHd0tLCak9N6lDYGFQqBUWiLh7ckIUIwGR7p/x/rs7yiWmho6kFeTgn6BhYwMXeEp2cAdB6YISY5D4Xl9UjOLkVIRCpUlfVZlsXq1h6Kq1owPLqEupY+nDv3LRvja27nBv/QGHx55kvclVFCQEQCVDV1cfeeIroHJlFR04HsolqIErMQGJYICwt3+AfGsyyztKwS1DY+Zu1XquoeIiUzHymZJfAPFkFTWx8P9C3hHRgBKzsn1noiODIRt+8oISg4Fk2tfczvMbN3h7yyNh7oW8DMyhnFFS0QJeXCLzwRQaGJSEovgqaWMTPq07OLYG9mCoXv/gy5c7+B0oXfQOvK72Ai/Tls5L5ks9GdVL+Du7rgA5AXQNlL1LKdwjj0zZselP4PbiJA9xYC9aQQrC+NEMM7CDW6w8BB3Xypwy8HCTVkjLKUZ40Y6Vq0FcFBATHWimzF2iiBFsGCVEiMtRgkn9z36fvoc/mKZICRZW1Uws3uIUzc2JGAQo0haWdQMb5zolqCWfjrLvzFSoTg4UseCquiP1UlBJoToIjBQlXzFBqjRZX0LExG76NFn6FHactS8GNpxtfhqXUdbhrX2KJuxULHYiqEvAZXzRtwpbHA2tICUKiQkaCieQf2mtIgqJgpSsFCSwMuVtZwd3Riy8vFFYHe3ogOj0J6ai7y8mtQXNaKqtouNLYMorljFO0ElKF59I8vY2hqHaPTm6xSfnJ+hwFlkepQ1ijLi2pJBKiQMuFQ4eEunuFF39IFQ17I+nr55m+sDTu1RKEHN/dSCCSkXPjOjl/+T1P+fwMLXSdw/G8g4TBhO5n/L4QhWjw9WDKTS4AHFf89R0ZuMXtg04P74IUAqY3dI3QNjKCyllL6mzE8Ps/CWaS2CKAEDHrwUu8perCy8/2X2CYT+tl7PHv9Aza2DlBNNWfmtrh+9Rbuq+sgPi4Fd6RlERAYivnlbSQlZ0NbUxc3b9AQLCPEJmSwMb/UqZkGXW0fEKyegRpEbu0LM1BYNhdTKafhLkk4/CtwMGiIDXZ6nZ9TSIuHudix2FQ/DdnRDJJX2NmjLxM04Os1dvaF1F8axkXDxchjWVzZ+RVIKHtrY3NXeNC/fo9Xx+/w8tVbVk9CBvu+OB14T5ylRVAg9UGLQllcjZBHQoDZ3DvA5u4BtvYOsUX77gHWd2g/YnUnr19/wLt3HzE4MIDi/GJ4evngjrQ0/vrnP+Cbs3/Fze/OQfrKXxDub46kaG8U5iWjsjyXtVWh1GFSJwQUttqb0dkhpBB/mkbMQ1ukQggiHCZcofDzkdEB0Pqso28CIeGxuHr1JrQ0DdnkROqZ4+kdhJKqFsQkZSI5pxgh4Yn4/sIt5OeXsVbVtc3diBClsNqPS1duwtDUFrbOPpBX1sB//uFP0DU0hYOHLy5eus4yNabnN1Hf2o+E9BL4h8bjmws3EBOXidHpNRRWNiMsKglpmZWIjssHtWxJyy5kEx79A8NxT0YBGmr6iIrPQHJ2ETNGw0QpSM8qQ2hEEptvn5VfzroVq2sZwcDYDkpqeqwxpYaOMVw8AhAckYLK+sdwdPSFprYh4pLSoCB1A3e/+T0UL/0eqpf/Awa3PoeZzFewlj8Pe+Xv2Ux0MpOpaI9BResqfLWvw0/nFCYElAC9WwjSJ2P8LsKMZdgSHvKCByLAhMJVCoizVWLqJNZGUQCItSLi7ZQRb6dyshLs1JBor4YEe7oufs1WBXE2KoizVUGsjfKvQMShRJ9P0BL+PHmmjLg6ijCXBUGGqxUCDIGN/JQQav4oVhpkyEuqFK5UaA8wkEGgkezpMpRhiiXISKiyDzKWRbB40b20hPdR5b1Qy+KlIwUPrZtseWrdhKf2Tbhr34C79i24U5NJauHCJjDehauOHBy1ZGCvIQVHzdswU5aGhbYmnK2s2NRO5qG4uSHELwAxETHISMtHQWE9SivaUVPfjabWQbSSQuklhTKP/jEKea1jdGYLk/N7mF7cx9zy/okpT0Ch9vWSqcM85HXqo1BKrTit9imFt4QsL9rJoKaCSA4UAojk4kpFsuqdvvlzaBAY/q8lqUo4TLhfIqQGU1aXoFQIKsI1ofcWQZCHq0gpjYzNoa7+Iag4cnhiThiwV92Erv4RrGwc4IjCZk/fYOeQ4PGSFU/SQ5d5B+SdiKc2Up0NfXt/2NkLJ3cv3LwphfPfXEBwsAgtbT14+fpnvHj9Cxtw9h+//S2+u3AZUlIy8PcPQWfXEDPTCVrUsv/EdN8Tg2TvGRuqxQZrUYowjeZl1fanPcA4KP6vXRIodN+vQMKBwkJ2VM3/ig212t19jd09KkZ8y6Y6kse0sf2UFSVOTC+xDLfJKTLdl7G6tsVUAxUjHothQkY5KRGmRlh9yXPsHT3HNoWx9inMJYSzCCbcGyG4EFBYCvCuAJTN3X1s7uxjdXMba1u72Dl8hrfvf2JrZXkD0cERuPLVWUhd+h53rl/EjUtfQ+bm97h07i+wM9NAUown8rIiUFKcgaqKQjTUlrICRckCR6pHocXDXeSj8JAXKRRuzHN48J0AQ6Dh6uUEKlVNXTCzcmTFRfqGZgiLTICCghriEjLQ9ngYYVEJsLBzhoOTJ7784gLs7FzR3T+K+pYe1s9LRfUBQiMTkZlfCc+ASFy6cgM29k7w8g+GubU9Ll6+CQNDS5RUNqO1awwe/lGwd/bFfS0jZBdWori6FXUtPXjUM4bQiHTY2Puhur4TRZW1rCuyls4D3Lx5G/IKKgiKiEVSegmMjF2QnFaK1s5BBj4HFz+oauji2i0ZRMZmgCrnRXEZeGBgCSMzO2TlVSA1pxy+wXEsvZlSpI1MzOBuZw8t6UtQv/JHaN84A6O752Ah/y1sFC7AjgxkFaqluAQ3jatw17wKT4IKKRSCilidsF5a+lIgn4L6X1GHXuray9UEeR9ksJPqiLVRQLwtqRA5xNspiaGhJD5WQYK9KpKd1JHqrIU0Fy2kOGsgyfE+Upw02Up21ACtRHt1BiC6n2AUZ6vMFsGFlI4kXLiC4QqJQ4aAQscCZASFQXCh34MaQbKUY4kQF/kugaxFixgqhrLicxkEGouPCTiGsggylhcvOQQaycGf3Su8xgoo9aThpXtb3L7lFjwf3Ab1A2Pdi6mDsc4dNkTLWfsenLVlYa8lA2Ol27DS1RSHvJzg5ewMb1c3hPgHIiE6ARlpeSgqakB51SPUNvShuW0YDx9P4HH/DHqHFjA4tnKiTqgOhWpQ5lYOmIfCFQoBhVe9S6YPnwKFHszCt3bBkBegIngnH9js9/bHg6wxqmQYTFKlcKVCMOFg+BQkLIwlUbPCX5eED7+Hg4PBhSUJCD4IVyq0c4VCsKOQ18GzN5idX0dYWCyr/6DJicvrB+w++vnofqHn1CsGk53DFwJUDkiVvBTa4z//gXUDFsXEQ0FZGTdv3IAoKhrWNvbw9AnGmx//G+3dgygqqWLFifSllea8l1c1siJI+nuklirMyCczny2CBmWInU5o5JMaqf28JFDomAHik52ufQoRfp/ke/6HNyKubKewHq3Dgzc4OHrLQl9LK9RMdAVj43MYH5/FJKspWWddgSnd99UxeSXHePmKWqe8FLdMoSLEFzh6TokdBJJnTGGQyqBjlgLMFAoplf2TtbW9e3K8vbMHOt/e3WPZYMdv3mB7axOtzU3wcnfHrcvX8fUf/4zrF7/GPZkbUJKXwl2pb6Emd5l5J7lp4SgpTEZZWTYqq0tYj67mpppfFTdKZnlxU55nekmmD3OVwkHCASK5j449wdj4ID5rah+AgYkV6OGtqKYOI3MqhvwW0bFpKKluQ2xiBlTVNHH3rjykb8nC0cUb2fnliEnIgpmZLTS1DCCKy0RxVSs8/SNw9dotmJjbsKaO5y9chp2TF6LiM5kaqWruhqqWIRSVNODpF47S2jZkFVYjIDgOicmlSMkoRk1jByrr2pGcUYyi0npo6BiwEFh6XhnCY7OgqWEBExMHZBVWorKhE7Ut3cgtrsaFSzchiktGRkElAiKT4RsSjXPfXkJsagG6hhdRUv0Q5TVtMLNwwuXrt9nvEyOKhYOhBrSv/Am6t87A4O45WMpfgJ3S97BXpgmEF1nM313zBjy06Nv0VXjRtEQadkWt4VnxIGVPkUdxF6Hs2z/NGFFgISx6yEdbCmEsDhFSH3F2SoizVUSioyoDC11LsFdBogNB5T5SnbUZWFJdNBlc0lx0kO7yAGx3fYBUZx0kOwnASbAXVA0pmzg7UjFKiBOvWAqrWSkg1lIIr3EVQ0Bh81DY7BNZRJjJsUaQocYEFwEsDC5G0gikdGPa2bonqBQGF1InEudioAhQUUCwiSICjRUQaCiPQCMF8ZKHn6EMW976YrDoSsNT9w7cde/AVUcabg/uwFVbGk6apFhobrwc7HUUoK+mAj0tHXi6OrMsL1/WzysQCXHJyMkuQlFxPSpqOlHX2M+A0tE9zWpQ+kfF6mRqk2V4CYWNO2z0L1XKSwKFFMr/plIo7EUhMKGwkdJwKfz1ayVCD2R6cFNBJFWdS6qUXx3/HyOCOSz4zsFD5xwu/DW+M6BQRfxToXaEA2XvKRnuQtU+/Vw0MbG++TFKKuvQ8rAbZNrTN3CCHmV4UTiLQlsU6qEHKwtx7T/HHrVTf/kBz16+x+zCGhJTMqGrq4eLl67C1s4JkVEJ7IH//ud/oq62CVcvX4eergFTLNraBkjLKMLo5PIJ3ARDX+jxdfLA3xdDg3YJqNAxW59Ahd7H3/vpMYePJEROj4W0Zp6tJWRvSWZuvcbO3kusru5iZnYZY5NzbFIt+SVUU7K8somDQ2qR8gYvX71jQOGNHKnqndeWkPlOdSUMKAc0AfLpCVQ2toVQ1vb+ETZ29rCxvYPNnV1sbu2IgUIt7I/YZ708foOPP/yM9+9/wGBfH0TBflC+ew3SV7+BjroctFXvQkPxCgzUbsPeVA3BvtZIig9ETnYC8vJSUVZegMrqctY0sqmpBi0tdaxXF6+WJ3XCq+Qlw1xcgXAVQuqEAMI9FA4Tgsj4xBAmJofZouPPwkXpCA6Pg7KaFuuXdePGDRYK8/AOQnxaHlx9gnD+3Hf4+stzLIxEKcQ0B9svIALq9/VYhhbdFxWfzZTBjdt3Ia+mxlpLn/njWVjZuCA2JQ+N7UPIKW7EtVtyMLe0Bxn8VQ0dGJ5eRFR8Lu7cUUfPwBiml9dQ1/oYeSVNcHX3h4y8GiJjUpGeV87m1FtYuTKTsbKxHWm5pawPWWxiFuSVtJGQms8MfHu3AHj4BeP6jVuwdXBlWWzVTd3wC42Dkakt7imoQfOBEWJj4mGmIQ/ta3+Cwe0vYHDnW5jcuwAr+e9hq3hR3I/qMlzUSalQqEYKPjri9iT69LC9g2CTewgxlUOYuQJb4RbKiLBQYS3hRRZKEFmQMiGQ0ENfDfF26ki0U0ecjSoS7NQRb6uKRFs6VkOSgwZSHWkRVASwpLlqId3tATLc9JDupoMM9wdIdXmAFFcdJDlrIZlUjIMGUhw1kEAKxl4N8bbKiLclf0aRhdvibASoMMidhMhouJYyoiyU2GIzUmgeCnUaFofxmD9kTJ4JdSWWRZARKQ9JVSKAxZ+HxQzvIcCAQCOHQGNF+Bsrwc9IDBcjebGyEe5hM1b0qJiSoCJ0MCb14vlAaIvvrnuXtax30NWCs4UlU5UaKqrwcXeHn5sHwv1DkRibhuycMhRVNKKithN1LU/Q9mgSj/sW0Dcs1J8w72R2B+Ozu5ic3xU3h9xnKuUUKkL7FQKKZLYXGfSS5vyv/RTBjCdYcCVC+8s3P7NCwJb2Hhy//QVUfHggrmwnA5yDge8cDJLwoGsEA9o/vc7v56+zzC5W5c4NdyHMRT8Lme4UyuruG0F1XSvrrzcysQAaNUuzWigcRg94BhIW5jpmfgZ5GpT1dPT8LWvtQmZ5fWM77OxdICurBE1Nbfzl879AQVmNNZBc33qJtvZe+PoE4t4dOTanhIb4PeoeZg9+CvdRRtkJICTCWCcPew4PCaBsHwiA4e8TzumaACAOFf4ZdE4qhc4lF4cOZY4xJbRHiQX0Ox6zynaq4qffd3VjH3PzaxifmMXE5Cwz3efmhfAWhagow4o8Egpx0U5V7kcvKO36GQ5ohskzsTo5eiGk/PIwF6X+0to9ZJ4TpRqvb+5ibXOPQYXCW+SbUOrwixevmRdD6md9YxtxCSlISkhCkJ83bl05j1vf/xVKt8/BwVQZTqbKcDRWgbe9LkQBtkiM8UVqShiycuKRXZCO/MJslFUUobq2nE14bG1r+FVPL/JOuDohoJBC4aEunjpMMCGwEExIiRBMJM8np0ZOoELHTKk4OAchMDwBdi6+MDG3x1/PfAVNbT3WIj6/rBEe/hH4z//4E6RuyYDGDVOabrAokaX/0jz4sro25JZWwScoBndklREQEg55eQXcvn0Hnt7+rLVCSHgciiuaUFDRghBRKqxs3ZFTWI3yhod42DuE5OwKXL0qi4rqZvQMjaOtawgVdR1Q1zCAvZMvAkMTkZpVCqm7yvD2C8MktWfpG0Fl/UMEhsZCQVkT9k7eyCuqZ3CzdfDDxctSCI6IR0xiFkIjk5CWVcbm1zu6+sDMxhZmttaICg+DptQl6Fz7HAa3aUztNzC+ex4WslR8dwk2Ktdgr3oLDupScNWUhruODFueD+RAy01HDu7awjUXLTk4aSrCSVsFTrqq8DLXQYiTOSI97ZEU4oX0CH9kiwKRFxWEPFEwciMDkR3uh8xQH6QFuiHZzxkpfs5I8rJFgrsxEtz1keimi0QXbaS4aCPdVQcprlpIdddBqpsOUl21kOSigWQXLSSx8Jg6khzVkeRwH0n2dEyQuS+AhsGMYKOGWBsVRFsRSEhFKf9q8WFbkWZyoBUhhozQ0l4ewcbyCDYh5SGEwIKM5U7PP1UvpFLYUkQgA4oEkAzvsW7H/kZ34W1A/cTusVCY14NbbN6Kp74C3A3vw9nYEO5W9vCy90Cgmy+sDM1gZ2qFqBARUuIykJNVjtKKFlTWd6GpfRiP+mbQP7KCoYlNjExtMSN+Ym4HtKiwkXkoKwdC2GvtCIs0aGv910DhGV8cJgQSOhYUCg99/RooklAhyFCIKSuvlD3AqLswpeZyiPCdA4NDg1/n51x9fHrfKUxOB2NROIvUCfNcXpI/8RJPRmdQVd+K0qpG9A6OY/vwBYMfgYQXNgrKhNQJGdJCjQn5RfTzk9LqeNwPX/8Q3L0jh3sycqx2jPpuvfn4D/Q8GcOlSzchfeserl25yb6Q2tjYo7GxHevU9v8l9T2jrsOUHSaojU0KAVH3YYmHPjfHN+m6BFjomEPldJe4R8Jb4Z93Co9TFcNfO9kpQ41mkxxShftLkGqYW1rDxPQ8RsenGUympuexuLTGQlTU/ZcgQplbb95+ZKY7ZVzRorYprHXK0XM2XfEkM0tcQ0JG/B6FunaPsL1zhK2dQ6Zctg8OsXnwgv2beH78moXI9g9fYGlpDRXl1Qj0D4GinAqufH8Vf/zd73D2T7/B5W/+iOsX/gLZa2ehrXAZLpb3EehpjugQV8RH+CA5LgjpKRHIzopDdm4icgtSUVScjfLKIlTXlaOhqQatlDYs9k5IoVBmF/dOJIFCKoUvggotAgpXJPyYnxNMaHG18lm4KANWDl4ICEuAk1sg/vjnM3B182ZpwynZpUhMK2CpxPaO7ohOykF4dAps7d0ZGMys3CCKzWBpx0mZRbCwdWTZWTLS96Cqeh92Lu5Qva8NfQNzRMalgUYHP+waYzUwVIyYXViF2JRsxKcXw87JF/7BMWh82IuGh/2wdaIU5tsIj0mCm3coDI1soaJmwIaIdfYMovvJGDLzy1hCAXlBNvYuKCqtRt/QOEwtnXFDSgbp+dUoqmxBQVkDImIz4B0UDjevAASEUePKfFgZGkLt+jdQu/I57t/8C7RufQmdW+egc+s8NG+dh4bUt9CSOg9dmQt4cPdb6N75Hg+kv4O21HfQu3cNRgq3Yamlyrrihnh5IS48CjlpOSgrrEBDXTMamzvQ1PIIHZ39ePz4Cbq7BjDQP4yeviH09A6iq3sAj7v60NMziK7HA3jc2YuHTa1orWtEa209qguLUJyRjrKsdBQlRCOT4ORrixR3EyQ56yLZWQcpzoL3kuKiyVQLwSTZURtJzg8Q76iFOAfxstdEnB2t+wwuZPpHWyqBUpQJMBSyo+MYK8o+49cVGFwE9SKHYGM5EEg4TAgwIaYU6vo1bE7CYgQfY4KQ3K9CZWTo00RIgoqfARVUyoI1qdS7A3d9JXia6sLV3Bzuti7wdPKEv7sPK2gM8vKHgaYe0pKos3AdqmoeoenhEEsVprqTJ2NrGJ7cxOj0NsZmBHVCQBEUyh5mlw8xt3LEZqIsrj89mSvPFQoHimQKMQ95cahQyEvSiOdAkVQs5KcMjs6wIsFX7376H4rjU4Bw9cF3SaBwiHz6Gr+HPuvFmx9Aoa6RyXk0tD5CYVkN6P/Iyub+Ccx2JSYxnsJECHfR7/bizU949vIdRsbnkJiUDiVFFXz77UXcvnkbVy5fxdLmIV69/wlLq5tITEqD+n0NXPruCgz1zZFfXI2ZhQ0cPnvD1M3WoVhNfAIJARqn3ojkg557J3QPZX1RWxkOllOovACBiQGIDHVxm3xJxXLymSfGu9C0UpiWKKQCU6v5lbVtBpDRsUmMjU9jenoe8wtU6S6kAlMa8Nt3H1l4iwx4UiakVBg4jgTT/YCMeJpdIjbkeUEiGe5kthNQdvefMWOe1AyNFXj97kfWIHJraxMrc7Po6WxDlCgaFhZWuHH9Or46+wX+8Pvf4rPPPsPvf/NvOHf2v3Dv9nnoakjhgepNPFCRgputPkQhrogR+SMpNgQpSZFITY1BRmY8cnKSkF+QhuKSTJRV5KOyuhi1DZVoaK5B28NGplS4QuGGvKQ6IRXCF8GEKxQChiREOEA4UGifmh5l67PGhwMIDI+Fq3cQZGRV8Jv/73e4+N01+ASEwzcoAv7BUWzQlaOLLzO73b1DoK2jj9DwBIRHpcHS1g05RbUgABEITK0dIC0tBzMza/gGhEBJRRPGZnZsjC+lIVOnY0oHtnXwhL2DDwyMrRAuSkZZbRtLIabPosJIBycv1kiuoKyeVfFrahojOj6bVePXtXahqqEd/iFR0NDQhbGJBVLSs5CWloW+wXF4BUTBJzgG+eXNSKKZ4o+foLCqBT4BkXD3CICZpQP8fAMh9f0FXPvij7j+5Z/w3ee/w/ef/x7f//l3uPT573H17J9w8/wZSF88C9mrX0Nd+gpM1VVhpU8GvytEIVHITstFUX4FKiuaUF3bzqZYtrT1oaPjCXp6h9HXN4In/eMYfjKO0eEJjA6PYWx0HKMj4xgeHsXo6DiGh0YxMTqJsZFJDD0ZxcjgKEafDGOofwhdj3rw6HEPBoYm8GR4AX19U3jc+QSN1Y0oz85GbnQY0vwdkehpggTnB0hy0kKCw30k0O6sjQQnbQYVBhdHbcTZayHeXoOF2pgHYyNkksXZkGIRgBJrfXocxYCjAJE5jQ5WYJldQZQ6bCLLQn58p/AfLQYZM0UwaBhNdO3HAAAgAElEQVTfYxllwUbCTtfovWGmCggxIdUiQIWKLv3ZIC8ZeBsqwstCH+7WVvCyd4G3kwf83bwQ5BWAIN9gxEcnwdMtAPFxWWh5OIj27ilWxDg4vs6UycjkNkYmOUz2MDl/wNQJ1aDQPHkasDW/+hSL68/YXJTljeesjT2FvHjlPKUQf5rxRQ/d/w0qv/JKJLK9qCNwYWktVrcOmILgUJDcOTD4zl/jwJC8TsekRmg/evWehaVoMNf0/Boamx+hpFzwSeaXtpiX8/SV0OCRVcYfHQtt1cXtVwgqpCKopfzz45+wuLKLvIISGBga4vvvL+LLs18jLSMbc8vbzEvR0tKDi4sH1NV1cPXqDagoayAqOgF9g2PYfXqMo5dC5huZ+AQANh9EDBR2LhHGolCa5IP/5PgTZUKQocWB8mvACIO6JKHCVcrJ54mhIvyulA78ioW3aC4JNawcn5jBxMQMZmYWTlTJ8fEbHL8Wwluvjt/i9Zt3zIDnBYsEF+aVSECFWsrTNTLleYowhcoYYMTm/ObOEWuX8vbtO4z1daI8PRLpYbZI9DZGgr85TB4oQ/rWVVy6+A2+//5LXLpwBndvXYG89HUo3r0ECxMlONlpwdvVFKEBroiNCkZ8XATi4yKRmBiJ1LRoZOYkITsvGbn5KSgqzkJZaR4qqwpRU1+G+qZKNLfVM5VCQOEqRTKzi4e7CCiSMKFwF4W0CCIcIAQPrkzoeHpmjK0TqBSUNSMsNh3ufuFQVNWA1G0ZaGrowMHFm81FofkErp6BiE3OQVpuBVMNcvLK7AFa29yLiNg01nAyIjqVFUta2TjAwNCYjfI0NjLFxYtXWEZZW88Ym3tS19bL+odRA0jpOyoIj0xAckY+2ntHUN30GBHRaQiPSkZgkAgKd1UQlZgNaxr+paaLpLR8lNS0orrhEcs0o0mVXj5hyMmvADWVjIxOY2Z8XEoO3H0DUdvWi5KqRjR39KGy8TEruIyISYV/WCw8XL1x99oVXPzyc3x/5r9w8eznuPrNWVw7dwa3WH73d5C9cRnqsrdgpK0GFxtrhPmGIIFm3qcUoTCvARXlD1FT3Ymmhm60t/ejq2sQ/f2jGB6awOjIJEaGxjA6PInR0WmWNTI2Tv+QZzFF/6jHZzA5OcfOx8em2T/wsfFJjI6NY2R4FGPiNTg4zL5JzUyvYHR0BUPDyxgaWcbI0CpGhxfR1z2Kh82PUFdchfK0DORHhiIr2BNpPtZIcDNBjJMBYh10EW+niVg7Mvd1kGCrJqQn26gizlqZhcRibFSZoU8hMZGlPKKsFBFrSddUEW2piigLFYgsVBBproRIc0U2NjjMVA7hZgoIN1Vge5iJPCLMlRk4wkzlhevsNXmEUVKAuTwiLJQQZibHzkNYKI2yw+ThS7FhKyN42zux/l2BHl4I9vJFmG8AIkPDkZSag5LKNtQ09CEwOIGN+O0dWsHg6AaGxqnmZAdjM7tsEUymFvbEnYbJPyGFQlA5BFcoNFeeFsGEm/P/CiiCUiFTXih2JJUiqVQkjxlgWLW8oB6mZldRWlHPBmTtU6uUE2/ldBAWD3cRUD6FCJ0fsMp4wV8hUD0//oCF5S087OxDSUUdWqjCfW6FNYJ8/kro6cWzvUi9kF9AXXHp4bp7+IrNhCdVsrZ1gMaWdtg7OuG2tDTkZRXw29/+HrHJaZhZ3sbq1jPUNnXAztEZ589fwLWrN+Hi6o2Hnf0MCuTXUGIAPfR3GEAEAAgQoIf+CwEwHCjisJfw8OeeB9Wj0H10Tsen4S0OFA4l9uccCvdymAi7oFi48U7XaFF46+DoGNs7z7CwuImx8XmMjc1hbGIBlBI8t7iGtc1d1h7l7bsf8O7dD3hN6cCv3+HF8TuWwUUw4XUmfCe18pQ1bXyFo8MX2D14jp39I9bMcf+AihKpfQq12T/Ezt4+u/fFy1eYnxhEYUIAQm3UEOumjeJoS+RHWiIhwAxaildxT+pb3Fe+iQcaMlBTugldLXnYWDyAm6MpgvxdIIrwRWxMMBLiRUhKjEFSUhTSUmORlh6LrOxE5OSloKAwA8UlOUyhVFQVoVYMlJbWWlYtz0Jf3Q/R3deJ3oHH6HsiNIgkoNAioBBEKLzFQcJDXRwoXJFIgoSOZ2bHGVho/yw6MZfNKbG094SugRnU7mtDW0sPljbOMDC2xp07srBz8kRKdiELG7l7B0FFWRPeviHIK6lDWm453L2CEBgWh6y8Migrq0JVTRVWlvY4d+47yCupsdfauifQ/GgMheWtcPUOg76RLcJFKWzQFjWpTM0pYW1fissbkZyej7KyBtavy80zFBYWzggNiUZGfhlry0IdkzPyKhGdmI2QiDimWKg+wNsvgg3rItUjiktjrfZDIxKgrWsCUXw6corrERqVgpCoJFhbO+K+gjxuX7kAqUvf4PblC7h3/RJkb16B0p2bUL13G5oKsjDR1oCbvQ1C/QORFJuM3MxClBU1oKayHY31XXjY2oeermEM9I8xkEyMT2NmegFzlC0yu4TZ2cWT8/m5ZSzMr2CBWl1PzmN6SlhTU3OYnp7DzAztU5iYmMLs9AxmJiYxMTaGqckZzM+tYZraso+vY3xsTbwINEsYG1/Gk4l1PBldx8DAMnq659DZOo7W+l7UlTegICMLuQnxSIsMgZ+lFqLtH0BkrYVwSyWWAh1ldg8xlgoQ2SgiwkoJImslRFmpItaKoKOKGGtVRFuRF0O7KkRWqqCEhHALJYSbEzAIErQL0Ag3V0A4FWRaKUBkSXU5ioi1VmK1NSIzRUSYyIGAFGymBH9TdfhZ6sPXwRb+rm4I8vBCCM0/CQlDTFQcMtLzUFbeguaOETweWMLw+BZyC2pR3dCDkaltBpTRacEzmZgjM34fU/P7mF6kOpRdBhOCCgGFQ4UN2hIPzOIqhYDCocL9lNPQF58vIpjgn4JFMvTF1Qbtr9//jMKSaswtrrMKeAYWcR8uel0SKPycgUTiHsq4enEs9Mx61D3IIEUNHEcnF1iNCVXW03upep68EpYOzHcCCo37ffYB1ESS/IyO7gH4BwRBXl4Jt6XvwdPXH+19g3j1/hdWT6ZxXw/5BeW4dPkaLl28AQtzB1RXt7J2KTQLnsJ9O6zz8Avs7NED9VSZcABQiIof0y7AQgDJr0NVrxhQyHdhgPgXUNk5FNQP7cKxAA3yRbYO6P0UwhMv6lNG7VJoRPDmIeZmVzA+IaQBT00tsM7Aa+u72Dt4Lngk7z7izVvBKyHfhBnw1JDxFSmW96wSntQJgYSHvgSf5CkOKCuOakyoXcrhC5AnQq/RfvTsGK+O6XP/gaPdA9QXJyAx0BQpwVaI8jZCsOsDhHsYwsNcCSYql2F+/wbsTe/Dzc4QztYGcHcyRYCPK8JD/BEVEYS4mHAkxEchOSkWKcnxSEtNQFZWMnJykpGXl4b8ggy2CCjlFQWoqilGdV0p6hsr0NhcDTLoqbDx8WNxL6+Bx+gf7MYTcVsVrkwIKBTikgQIP+YqhEOF4CEJEjqenZtgYPmsoLyZdQg2t3aGnKI67OxcoKCgDjX1B0KfHgNzlFe3Iy27lKX2mpraQlvDCDq6xvAPi2ZdhkOjU+DsEYSktBzcuycHBSVFkGQmReMbGIa07BK0PB7EyPQaouJTWaYZqQ7ya6h+hHyP+KRsREanIDo+AwVldejoGkRuaQXMzO0REBCB7KIK5FfUI7+kFm6ewcgtJhCVIzAsGla2TjA2s4WtgzuyCipR39aP4spWBIXGs2LOsMg4BIZHI7OwGgUltdDSNWZ1LwY6WpCXvgnFO1JQkpaC2r270FS8Bz11JejfV4G5ni7c7RwRHhiClPgUFOSWory0AQ21nWht7kFnRz/6eocxOjKFyYk5tqan5hg4FhdWsLy8itXVdSwvr2F5aVVYy2tYWlxha2F+CQsLy5ifX8Tc3DwWFhaxuLiA2ZlZzE5PY2Z8DJOjFB4bx/zsChbndzA3vYmZ6Q3MTG9iamoNk5OrbJ8YX8Eo1WKMrWFkfJ35C4Pjmxgc2cLAk0086lmEq1c4/v3f/w3mRqZoqe9AaU4RchKSkBwSgngfb0TaGkJkr4MoGy2ILCmDTRUiS3WmVEjBxFkqIt5Ske0xFC4TG/0ic0UWHqNssmhLFURZCllvlPnGwGJOPo0KYqxVILJSRoipMgItdOFvY4EgZycEefkjMCAKkWFxSIxNRmZGPvIKqlmxanv3NHqHVjEwto6BUfrd1tgwrfikQkzM7Jz4J+SdCOqEgHIgtF1ZPcDCGs2UPxKmNoonN5JC4b29yEfhXgqFvYTQl9DX6zTsRTAR+mSR0U2Lg4XvBBZ2ncJT4iJGeuAvru6goLhKUCvi8JUkOCSPCQ50Tu8jn2R7/zlGx+dRWdPM6jt6B8ZYSOj5G2GOPd3L04dJNTCgMO+EWsq/xcu3P7EMsKHhCURFxeHePQWcPXsO//bvv4GHlx/7eV+8/ye2945RkF/F1MiZv56FhqYuUtNzMTm7LHQ6fvkR2zTdkjWMfIkt9u2cFMrpYvA4OFUav4IK66ElJAJQeIqpCbEnQkBg56RWqCXL3rNfKRZJqLD2MOIsNQYSghtreCkMFyMltrq+j+mZJUyMz2J6Yg7zCytYW99m43fff/gZH3/4CW/evMe79x+FUNexUPFOqoQq4Cmji7r9EkwopEWGPKs3EXcEpqLFQ5qqePAMz58dg4ocn716i1cvX+P4xVM8PdzDzuYGZidH0d5ai5QIbyQHWcPLQhNmmgqwNbgPO31l2OjKw1JHDjYGyvC004Ofhw38fZ0QFuYNkcgf0aLTEFdCgghJSTFITYlHWnoSMrNSkJdPIMlEUXEuSssKUFpegJKyPJRTyKuuFHUNFWhsqkZLa70AFXEbe8ryYspkqAeDI0JmF4cJD3F9GtIiJcKhQjuBhasTOucw4WD5rKrxMeqaH+PmLVno6prB3NwWuvrmMDG1xtkzX8DFwx8Z+dWIS86GvqEJVFXUWZYY1ZHEpxbAJ0CEtJwShEYmwMrWBRbW9tDR1YOCggoszK1gamqOhJQslNe2oqC8HhbWdrCyskRUbBLiU7KRml0KT59IyMtrIr+wEl0Do6hufoTatsdIiE9GSKgI4dEJTL1k5VfB0NAGMbHpaGjvQUxyLhLTChEbnw6Ze4psDn19aw/qWnqRlV8JmhXj5OKLqro2lFQ1MT8mMEQEKel7rA+RorwsVORkoaGsAg1FBTxQVYGh1n2Y6mrA0kgP7vb2iAiIRHpiJoryylBb1cpg8qhzkMFkeGgSE+MzTIkQHBYXVxgkCCSSa2VljQGGdrpO+9raBjumfW11DStLy1hbWcXqyioWFxextLiA1aVFrC4uYmVxCasrm1hbPcDiwi7m5jYxN7f1qzU9vYWJ2W02D2R8ZgujExsYm9zA2AQ9iFfR0NQDOXl1nDnzBc6fO49H3VPoGVxFZ98c2rum0floBhnJRYiNikFtZStyMguRHZeA9LAQpPh5INbFCtH2+hDZaENkqYkYa222RJb3EWWlBpGFGqKsNCGy1hB2K7pPCyHWOoi0M0GEnRXCHawR7uaMUHcvhPuFQxSegqTEXGRmlCE3vwHFFe2obuzBw8fj6OpfxMDoBgiMQ5MbGJ7YwMjEOkYmVjGzcIDMnGo87BxhquSkZf3iLmaWKMz1FAtrT7GwTuEuAShULb8ikenFzXmuUCjdlDKgKBNKCBUJGV80p0MIJxFUJNrEszoVeqjzxo10n1B4SHBg6uH5G7x6+yOqalvYQLoXr39g1zk8JIFCmVsEkv2jY4xMzKGmoQ1lVY3oGRjF6uYBA83zY6FwUQAchxw9UI/FNSrvmEfy/PUPbHpgdk4BdB/o4cZNKRibmKO24SFGppbxwMAUOg+M0NL6CEamVpCXU4bMHSWEhUejb2iM9bWi8Ba1eKGssa0DMshJIVDmlBDu4irlBCxiP0XS+2BgEYejyChnYS5xuIuOGTBYW/zTDDFJGHF1wneCCiUcCIpMHJI8eoXN7adYXNrC5NQSpiYXMDe3jI2NXQaD49fv8P7Dj3j3/gcGEoLJ23cfmAlP/bheHr8VIPLqLY4orPX8+DQ1mHslbPAVDc3iQ7Fe4Pj1G3z4+CNeHr/DxuYWyguzkBjigqQwZ4j8bBETYAtbPRkYq1yHrvwlmGndhYW2LMy15WBrrApXW0P4uNvB388dYaG+iIoMhCgqGFFx4YiNj0RiUjRSUmKRmhqP1LQEZGQmIjsnDbl5mcgvzGKZXSWluSzURSCprClBVX0pUyh1DeVoIoXSWo/Odj69UaiS52EuMuBHxoS6E1InktCgYx7ektz5PVytcLAQVGjNzU+y9Vlr5xPkFtXg1i1ZyNxVgKKCCnT1TCF1+y7OfX0O9g4uiErMQHRyFr7++mtISUnB1TsYorhspOdWIzAiHpkFFSgqb4SzeyBsHT1hZGIBA0MTWFhawcnZBaLoJBSVN6GgrAkZOQWIjAxHQUERKmqb4OodCnsnP5iaOzHvhapwmzoHkJSWB10dQ4SL4llBY15RNdIzimBsYMVGDvePTqG+9RGCwhOgZ2gBVZoOV9GC3uE5FFU2w9EtABHRSXjcP4biqmZkFdQgOjELnl5+sLZ1ZD6OpZkFdDXVoa+lBf3792GmqwMLQz1YGuvDydoKYf4BSE/KQnlxFZoaHqKzvQ+9PaMYGZ7C1CSFqxawQBkjYkhsbGyB1ubmNlsEEIIGXePw2FjfAK3NdYLEOlvra2tYX19j1wkwq8srWF1axsbqCtaXl7C+uoLNjS3s7BxhfeMQizTvY2GHrcXFXbC1sIX5+W3MzG1jdm4b0zS9kNqRTG9hfIo8h2087BqHi3sI/vTns0jPKMTY5DaeDK2if2gZvQMreNw7wTLwevqX0NW3jI6eJbR3z6Pj8RRaWgfRUN2KquIqlOQWITclAxkx0UgO9kWCnxvifFwR4+GEWC8XxHu5Id7bC0kBAYgPjURiZAJSYjKQnpyPzMxqFBa1oqK6C7XNT9DSMcY+v6t3Ht1PltE7TKpkjaUFkwE/PLkhpAdTiGuK1hZLD+4dnEV8Uj7mlg5Zy5WZJcE74UAh72RxQ8jwWmaV8qfV8tyUl1QoQkqtEEahb84EFoIJAwULIXF4CDul8TKl8Fw8gpdCVuJrdJ2Bg4W4PmB96ykyc4rx4vXHE4+EFAbL3KJrz16ziu26pnaUVTfiUc8gltZ28Iw1kaQCSypqJIjQtEn6c96yYsVdUifP3+LZmx/x8u3PWFnbQ2FRJQyMzHDp4lX8+//7d8jJyWN564hBYWHtAA+7htnMo9/+9g+QkVGEX0AY2jp6WWff56/IJyGVRgCgliJUvCc238lI5+cEBoILmfLkqYh3DgSuLgSo0MAqoRaGvy6Eu+hzxX6IGFgEJHrvLi36XAp5MZC8wt7RMQMKU4rPKFX5OZbWtjEzv8Iq3Kdnl0Fjc1+9es2A8eHjT3j/w0/44cef8f7DDywdmMx3Cnfx5o4U4iKl8fzVG7yg7K4XBBUxWCir66mQ3fVcPCjr6Nkrpmbevv2AjbVVdLW3IistEXbmRiyhR+bif8FBXxr2elKw1bkJc9XrML0vzeaXWOqpwsXaCF6utggM9EZoeCAiIkIgigxFXFwESI0kJkYjMTGGhbjS0xOQmZmErKw05OSmIT8/FUWF6Sglz6QsFxUVeaiqEkJdNbWlzD8hdUIFjgQTNrmxoxldXQ/R2/vopJ2KZDYXhwOHhSRA6FgSLjzcxXdJoHCY8Nc+a2zrQ2h0GhQUNfHFF+dgbGGH6zdlcOGbC3B0dIeTqw+8AiJAprierj4srOzh6uEH34AoBITEw9kjAAERscguqmL+hodPIGzsnJgScHB0hp9/MIMK1alQmCsxNQc+vn4ICg5DdmEZIuMyEBSagPTsUqRkFjE1Q21bElNy4BsQiqTUbOSX1iA6IQMeXoFsFGxecSWqGx+itaMHVHfi4R2ItMw85BRUo7G9nyUCuHqGIi45h0FlYGQOVQ2dbI4KFXAlpmUjPjUPxgZGUJK5BQsDXVjo6cPayAD25qZsemBYQDDSk9JRWV6Lh22d6O15gqHBScxMC77I6soW1tc3GVA4SLa2dkCLQ4WO6bWdnT3sbO9ia2MTu9s72NnaZosdb25he2sb29vbbKd7tunaxia2NtaxsbaMrY1VbG9vYp8MwZ2n2KCmh9T8kAZJLe+zfWlpj8FlgdqP0Fx18hNI1SzsMNhMz++go2sMgyMrsHfwZvHzmbkDjJDRPbqKJ8PrDD5RMVmob+jD8PA6BkeENTC8hoGhNQae7n4C0BK6+xfwuH8enf3zrJ18W+c4mtqG0dQqXm2jaG4fR1vHGFo7RtH2aBwdvTPsPd1PltBP8BhdR//IGgbHBLN9eGILwxObGCJVMiWkBlPRIimR8Tkau7qHaeab7DJ/hIa/dfVOijO8DrGw9gyL689BnsnS+hEz4le3XmBNnN3FYcK9Ex7uEkJepFAElSIoFf6NmMJKAjh4uInDhPbTxcfxioHCX3v2Di/f/IK65k486h0CpRiT4U4hrrmlDTS2PkJ5dSPaHw9gYXWbwYgUiwAlqsoniIjBxfZ3rOkieSRv3v3MaiBq6hpha+eMW7dk2DArygQbn5yDtbU9Ll26hs6uJ7CyccLZL89B+vY9uLr5oK29m/Wyot5d1AuMsqO46mAZWhwYYk/jBAhij4SfS5rrktf4sQAQgrXQ8oUpFO6BiENfLJQlvnYyw+VIAAkpN/r9qSMwfcbKxj6oqn9mjsz2ZWxu7zIYHL99j48//Yyffvn5BCQ//vQLaBFUqPqd6kxeHQuNHnmzRzLgWbowhbsIHsyEp2FZQpiL2q+8+/gzXr79iKcvjnF09AwTI0NwtTGB/PXzrAvwjfP/BYWbX0H17nkY3b8BS527MLl/G/ZGqnCxNYKXhwOCgn0RFhGE0MhgRMSEITpOhLi4KCQlxiIxKQaJafFIzUhEWkYisnLTkJeXjlzySwopxJWJ0pIslJdko6I0B1WV+aipKUZNTQnq68vRwGBShTYqbhS3sCf/pEc8ApgMeDLcuen+aTowwYMDhsDA4cKhwmEh+RpXJ3SNoDK/MMV2eu9n+cUNCI1KQ0BgFKxtXBAel4Y79xTx7VdfMclsbucJH/8IGBuYwMzcEk7ufrC2c4bWA2PYOXohJCIWiRkFiE3KhIuHL2wdnGBtaw99AyPoGRrBJyAIYaJ4ZBdVIyW7BPbOPggLj0VyWg4KSmtRUdeGgpIaphxoABib/tjej7LaVsSlZLKKeL+gMKRmFSKnsIL9B6QJj00dXRgcm0FUfBo8fYPR3PYI1MOovq0b7d3DyMqrRExCNorKGtDU2oX6lg5WK2Pv4gYbZxf4BobA2sQIV8+fgaOlEZysrOFsbQ03O3uEBYQgJy0XdVXNePxogHkmszNLWFrcxOrKNtZWt7G1ucdgwQGyTT17CB7Ur4faLezsYZd6+oh3Ot7b2T1ZBJT93T12vrO9g73dXXZO1/j1vd1t7O5uYmd7HXu7Ozig7JK9F9jZfoGNjacMLGtrh1hdPQDfCTRLy/tYpDbuywcg2CwxwGxjYWkXG5uvkJ5RjDN/+Qo9PVOYmtnHGCkZSsWd2kbrw0EkpRRjamYbw2MbJ2uIwWcdQ6NrDDZPRjfQP7SCgaElNj2xf2QZAyOrGCD/Y2gZT6iifWQFfaNr6B9bxZMxmv++ieGpLeaDUHEiLaopIXCc1pUQRLZZwSKvL6Hmj3Q8t7SP+SXyS4RMrt4nM+yLxNr2S8EzYTA5LWZcE2d3kSJZ3z71TjhUeD2KsFN2FC0OE1IpwqIQF0/n5bskYPix5Gt0jXwNoYr+A56+oPYtRVha32VNG8trmlDf0onJuRWmXgg0LGT2ie9yeDIP5S2evf6I4/c/4+j5a/T2DcHX2x9ysor49vz3rFHjxNQiJmfW8OrNjwwq/v7B+MN//pGNCjcwMkdxWTXmlzZZNT2NGKYHNlMEYrXBoCKhPD4NZZFy4Nckd0mw/EqlMDCRGhEq9ZnyEHsiPCONA4X+3nd4aIsUGU2HpPHGrCPwEZZWdzA7v4L5hVWsrW+xXlgff/gRf//nP/C3v/+dweTjjz/gx59/YiAhmPz0898YUChMReEvKmCkRdMQSaXwc54yTIWMh1QZT5Xtr97g/ccf8ebde6xvbqKjswNxMZGwMdWD3M3vcP/uRajc/ArqYpAY3L8BK2MVuNjow8vRAgFeTgj280RICEVMIiCKESE6PhqxibGIT6K2VLFISU1AWmoi0jOSkJGdghyCSF46CgqyUFiYjcKibJSU57EQVzV5JZWFDCR1dWUMJM3N1WhpqcFDcaU8b73C265QqItMeMrkkszokoQKBwffJQFCxwQPfo3gQcfcU+Gv0fWFxWkGFoLLZ/4h8ayo0dM3lFWnh8Wl4IbUXXzxxRdQVlVHSGQCdLT0oKNBVetusHVwho6eCVw9/BEZl4L41BxWAGlp44QHenrQfqAFA0N9mFmYwdXDEz4BoUim+HxxNSJikxEaEYe0zEI2276suhUpWcWITc5CbFIaUjIKkFVQjZrmLuZ/xCVnITE1CykZ+Sgsb0BN8yMUltciLjkd1Q2t6Oh+goLSGiSl5yAwTITiijpUkYJ5/AR9T6aQW1jJQETFYLVNbaD/yKKYWHj4esPYRB/K0ldx+as/wNpEG75ubvBx80JseAxKCirQ/rAXw8M0G4E8kB2sr+9hc+MAWxv72N7cxw4VN+3uY3fnFBx7ewegRQChdXj4FAcHR8LaP8Th/sEpMMSA4RA52NuH5Drcp8/fwv7eFvb3t3F4sIOjw6c42n+JAzI5t5+zEaUbG0egtb5+eLJOAbOP5eU9rFAn3sUdBqHy8lac//YaK66Ki83AysZzTM1tY3J6GxNT2xifWEdYRCpGxtYwNrmF0clNjIyTPyP4NOTVjE9uYVrmD6gAACAASURBVGyCzjeZ10HqYnhyC4MTWxgc22IZWSOU5kuFiKzN/AbGpjcwMSuErggSlKlFCkTI2KL0X0oDproSgsYhAweFtAggwhK6CVOLesriohRhAgVl/Y1Pr7K0YDLfuQHPVQntXJFwmPBznuVFUOFAEUAiqBNJqJwqklN1QhD5V4sB5QW1OPmBqZKt3aesKzCp9ILSagyNz2L36KVQayKeg3IKJmojL6geggwpkrcf/oYXxx8wNjGHuLhEyMrK49KlK/Dw8GGz3YdGpvHNue9QWd3ApiZqa+viwoXvoaysjrT0LIxNLwqDul68wzarnhfDgYWzKIQlGOwn6uIkY0uoaqfrAhDEoTAJtfIpXPi9/LOYQmEqhDenpLb53LcSg5yUIOuVRiE+odJ9c/sQq2vbWFxax8Iime2b2Ds4xNv3H/C3v/8Df/vHP/D3f/wDv/z9byfr/ccPILCQGU9QIf+Ewl8///J35n+Ql0LhLypqpDRiqpYnlULnpGbevqEaldd49eYDDo+O0N3VCV9PF5jpq+HOtfP49sx/QuHWt9CUvQI95Vsw1rwHawNluNsbwNPFHIF+LggL9kF4SAAiI4IRGyNCfHwM4hOiWGgrOTkO6WlJyMhIRWaWsLJz0pGXl8lAUlSQgdLCDJSV5KG8rFCcyUUgKUZdbamgSBqrWYiLt64XsrqEdiu8Ol7SN+GpweSb8OJFDhUCCUGCKxMOCQ4ROidg0P7pMb9GO1cptAtQCY1HclYJnNz94eIZgKiEDKhpGLDOwkYmVnBw8oCGugbcXd2ZErG0sYGjqze8A8IQFp2IEBEZ9A7Q0tGEnJw0ZGSu4949KTzQ1YaXnz9EcamsqDE6IRNBYVHw9g9BcEQsUrKLUVzZgvySOvgER8DB1Z1lhpHBXlrVirKaVhSW1SEpLZeZ7BX17SirbWFz6FOz8tD2qBdF5bWIjE1GRGwiwqPi2VS62pZONLR1oe3RAEqrmtj87PauPjamuKCkEnGJKQgOD4OTgw10lO9CUepb2JnqITE2kRUyPu4gZUJZI1tYXt3H2voRe3hvbR5iZ/sIu9uH2N06wN7uAfbFEOEw4RDZ3z8ELZLKtASwnEKF4HF0cHiyCDb8/OkB3bePo8N9HOzv4PBgW7wTVI7wjGoNqNkfzYTYfo6trWds0QxsDpiN9SPQWiPQrB1ibWUPq6uH2Fh/hq7uMdTWt+OLv56FrIwillb2QRMPZxd2MD23g4XlA2RmV6Kysh3zS0eYmN7B1Owupmh+++weJmd2MTW9i+npXaZmJmY2MTG9iYmZLUzN7wrJAuTl0Dm9Z34HE/NU1b6HqcUDECiEdN99dkzAEOpIDjFHxYkrh6xz8MIahbMOWSsVaqdCExmp+eMyGe8bT1mIa2P3FXqfTDA1SoDgICF4SPolPLxFKcK0OEx4yrBw/VSZkEFNw6t4ii7zMXg4S2LnD3+2EwievWY+CIWvtvaeoW9okvmGFTWNGBiaZP4EKRIy5alnF6UY03vpzxPWMRtgdfjyPVMkZOxTR9x4yphUVMUffv+fuHzxGtLT89DbP4b3P/43y9CKjo7DH/7wXzj75ZdQVFZDRFQ8ep+MMWOcCiXp52K+BxUTUhowQUTcFkUSAhwQHAiSO1cgdA+vIZFUKPy9lBnGPvMERII/Rb2/eGiLqUHKUiOAPKNMNYIK1ZQcYWVti01OpNkkq2sb2N3bZw/6H3/+EX//73/gl3/+/QQi//jvfzJlQiAhuBBoKPxFQCGw/PDjL/jx51/ww0+/MLjQNQLL+w8fcUwAefseHz7+DU+PXmB6fAS56XFIiQuHv5c79LVUGEikL53F7ctncO3bP0PpziUYP1CEoYYsrIw14e5oCX8vJ4SH+CIyPAgiUSiio8IQFxMhrieJRXpKPDLSYpGRES+kAeemI68gE7l5GWwVFGajpDgXZeX5KCsnryQXlZWFqKoUwlu1tcVoqC9HM2VytdTiYWsjOmj2SWcLurra0dPTiZ6+RxigFvTDvRgaERo/kjLhhYscJpJg4cpE0hvhoOBQIaB8ChUODr5Lwobf/1l6fiXScysRGJoAa3s3mFs5wsDICvc1HsDQyBxWtvbw8PKFm4cPbOwdYePgCDsHZ1YU5erhBUsbO6ioKkBVTR6KinchL38bSkoyMDLWg4OLEzz9AhERk8TmyfsEhsDdJwBhUXFIzSpgIbGMvBK4efrAzdMLYaIYpGcXoqKmhbWayMovRWxSBjMva5sfoeFhN4qq6tHU0YuH3UMoqaxFSmYO0rMLQJMcScHUtXSivq2LtY5pau9jWTRFZZUo/f8Ze+/3qKr1jRvbUfSoR0URC2JBRbABRxEEC02QIiBSxIaCiNKl1xBKeiek95CE9N4nvU/JTCa9h+Y55/0f7ve6nzUrGfjie70/PNdae+09Owl6rc/cT1t+gbjo6Q2XixewY9dv+P67jVj95SIsnDsTh/fsQ1p6sQS2GaOorlZxC27SdXUm1NeZ0FBvRFOjGcZmC1qanBSIViItJlEmZnPrKEgIGULFyHstLTCZTDCbTAIQi4nph6a7mqmFUGmC2aTM2NIIk7ER/EyruU3A0tJiRRPTM+sVXGprLaitNY8aYaOvFWzM8ncxFhN8OV66NT/+2BOIjk5CZVUrSsqaUFTWiBKDEZmZBuzbfQKl5SYUFqvYDGM0RSWNKOQ5JMVqLC5TpyWWOOI4xWWOeA7jO2wr7zirhCcqllY0Q6sMAkKn+TL2Uc5U31qLgEKn+6o29OwabJUzTnitzzvRioQjAUK1UlzegJoGVWtyN6AQJBoqTBV2vlbrqguxBglVimx+Rm547Wh2BOSdFYuGCgPuLEqk+4htTti80f9ShLi52G5Ex1BYAS+fZ0CfTSAJFgnAs5dYl2SK0XVVVlGDs+fc5PA8Hm7FNP+zrh7Y9+dhvDF1GjKz8hEaEYcPP5yLV6a8hremvYMdO/ciMjYFVfVmidfw54xBYSy7anTzd6oJuRMOd14TIs525319zZ/HOYPojS02OSGS/4ajMSpJd6a6Y+o0U7OZwm1GeVUdSsqrQJAYKqpR19Aklex9A70YujaEEQHJiEBj+JqCCt1e165fF5gQKj19vQISzgeHhjE0fA39A8MYGFKAofuL7rCevkH0EjZDIzCbbYgMC8GPG1ZgzaKZWD5/GhbNeQMfzHge01+ZgHffeA5zZ76Oj2a+jk/nTMeXCz/EtxtW4uetW7Djt1/w+x87sG/fbvy5fzcOH9yHI4f3Sy0JU39PnTyC06ePw8XlOFzPHcd5NnikW8v9LNw8XMDMLQ8vV3j5XICPzwUE+HsgMMALQUHeCL7kg5AQf4SFBYpFsho+Jkz17YqLRHxiFBKSYpCYEidFjKmESVYKMnNSkZWrugY7u7w0VLRCoftKG6FCMBAkGip61JDQ9wkSurn0Okde877z2rizHkEICI3D2fO+0tZ+3fpNWLVqLZYsXYkVX63Huk1bsOm7H7Fhyw/Y8O0WcWstXroIK1Ytx7Ivl2Lx0oX4eP6H+PCjmfho3iws+GQOPluyAMtWLcUXKxbjy1XLsWHTRqzfvAlbfvgO6zd9gx9+2YpdBw7gl52/Yseu3/HT1m3YvPk7bN22A3sPHsXJcx644BWE854BcHX3Q2BoDILD4xGdkIbQ6ERplOcTGIaL3oE4ftoVJ89cgLtXINx9/AVGEXHJCI6Ih1fAZRw/fRZnXM/jnJs7XM5fxNkLbjh07Cj27d+DP37bjv17fkdmVg5q622oq1EbcV2dGfX1ZjQ0WMQIlcYGkwMqhIFSIAIMBvQcxmuLxYrWVpuMcm1uRavZIq4vgQKfMZnFxqBihNlohIXAMVLBtDig0ggFFMKlGRaTBVZLO6zmdljY1rylHY2NNjGqFlpDw5iCcVYy/JsUaCyorCIs6vDqa9OwY8deNDTYUc6gPzd7Qwuqa604+OcZpKaVoLzChDJDC0oZzyBEyppRWt4ia2UGIwyVplGrqDKjstoCjnpeyYOvqs0CBAKDDRw1HKrqeMoiwWEB4x/qWlW5ExjqnuocTBVyp/E+XVfxSVkICI4RaDi7uHiPKkUrE4669kSPGjSNxjGlomGiATMKlVblliJMJHOLiqS5VdxZjI+wgWPi1SzpucVAvI6T0I2lTbu5OHKNtSTtXcMwVDbAzcMHi5csw6QJz2LihGdx+NgpFJfXYWDkf+jp/wthUVfw9BMT8MyTz+D99z7A99//jIioJNTUW6WBI099ZMqts6rQYOHvqWtANCDutnbnPd2Hi3Ck8Zqmn9OjwIRQYQ1LCyvN2fq9TTLJ+DvxxETJYLPQ1WiT9jWlhhoUlVWixFCF6jqe494qKoLgEJBcG8LQyBB4TVXCtWtUKyOExaDEUzgnSDq6mDrcK88yrtI3oNxeA4Mj6O0bUvGTzh5xbZVX1MHPJxDrVi7HknnTsGHZu1j9yRv4bNYULJj5ChZ9PA2zZkzGogUzsXLJx9i0fgV+/nEDftvxE/7YtQO79/6OfQf34sCh/Th48ACOHFapv6dPHYULYyOuJ3Du/CmpJ+G1VLp7nYOXjxu8fdzBanf/QHf4BbLZoyeCghhw90NoaBBCQ9ientlboYjmEb9xEdL4MT4xGolsAJkYg6SUOFW86ICJgCQ/A3mFWcjOS0d2btptcRQdhNfqREOG6xoIhIpWHxoeOk7iPHKuTT+vgcL3c20c26CwMSOD6XPmfYovlq/Esi+/wup1m7B+0w9YvfYbScH9bus2bPp2C75c/gWWLP1clMjy5YuxePGnWLjkE3y+eAE+X/wJvvhyCVasXYkVa7/ElyuXYvmXS7Bu7Wps2PQ1tny3CZu/XY8NG9di7fqvsJ2037MLe/btw6HDPPnRVVKO3bz94e1/WY40Zb4+Uy2Dw6IlU4ZtKUIiYnEpLAqevkG44O6Nix6+8PAKREBwGEIj48QNFhwWCw/fQJx388Afu/YIWLx8A+Hp7Q9PX3/4BATAN8Afbh7uKCmrQmOTXYLgjY0WNDaa0WK0oZnfuBpb0dxEtWGF2WSDxURIWB3wsILKRKsTjhoqCizq2tZqFUVCKLRaqDYUWEZHrllMo2YxG2Ext4hSoULRioUqx9bqgAo3NlYPN9vRzLYUTcoIlbuZcpc51EtdKy6HxuPDOfPw+mtvSNyFMCBsCAnOw8KuwMMjGHV1NhgqjDBUcZ2woIuCRoAoiFTVWFDDI3idrLq2FTRZc5pTeWhYUFE4m4aGdl853+Oc93mPo76nPtOK8+7+0madIOERsGocg8oYPFhPonp56TVeq1RabnhUKNpVowoK6ZpiFpaZioQB9dYO5BYZcDkiFp5+wYiKT4GhpklAQ9cWgUPwaCWjgMKWK10wsgFkey86ugek+jo65grWff0tpkx5XfrkHTt1Hnv3HMT06e+hsqYBmbllOOXihi+WrsQbr76OzZt+gI/fZZQaGmBu64eRZ6GYWASoYiOSCnxH5hY3fA0QDQHn0fment8NHhow+p7zeznXcRcNFMnckjNeCOw2afteVkFVUo1SQy2q65ok44p1JIx7jMHjGgaHB3Dj5g3cuHkT12UkVOjiGsaNWzcEKBKkvzaCvoF+AQ1B0tOn6lEYSxkeuQl7Zz8Kig3w9PLB9l93YNWqVZj62mt49KF/4PknHsTsN57DF3OnY8ncaVjy8XR8tfQjbFi7DD98vwG/7dyGXQ631p79v+PAoT04wIyto/tx4sRBydQ6feIITp86BomNXGC7+dNwcz8Dd8+zcPd0gbu0TXGTokSfAE/4BXoh8LIPLoX4Ijg8ACE0qpLwIERTjcQpkOgeXbo1Pft0SWrwVRV8z8xNE2VCiOQWZIoVFOcgvyhbVAhViVYjApMC1UrFeY3rGioEg4bEndDQ1xz5TFl54ahxjdf6nkDlrHugtF9ZsmwVVqxah2+/34oNW7ZKu/j1G77HRx9+jM/nL8SO33fjp19+xjfr12HtmtUCijVrVmHFiqVYvmIJlq1YipVrVuKr9Wux9puv8dX6NVi3fi02btyALVs2Y+vW77Bt20/Ytv1HbNq0BuvWrcKpMy6iHC56eiIg+DL8L4XgUkg4IqLZ2TcRsXFXlMUnITYxGTHxyYhjZ98rKYiKS0B4VCzCo2MQGhWN0KhYRMYkIDYhGdHxyYiIvYLo+CRExsRj774DOHXaFdFxiYiJv4L4pBQkpqYhOScbHl7e8PcOgsXcCZPRJvDQACFETGa7nAdtNrUpqJitsFraYOUJb61WWK02WK1to+qE1zabMt63WCxos1pha22FtdWCNlsrCJlWC1UHjetmMZvVIiPBo8DSDItZGcHCdRvPdGjtgJWbHCu7W9rRzOB9S7tjbh8FDFUMAaPVjMCG3/hrjJj9wXy8+/a7ePKxxxHgH4b6pg5UEywOKy1rxKGDp0G3GqFBGLClOY2qroZzDQ0HTLjubHUNbahzrBEuvKaLSgNBB8w1ADRM9Loe9TrHsTUCSakXwiEyLlWy/wiIuiYFE/1eZ1cX7/N5Peq5DsordcJ0VmYeqQJDi509tezgoVaXw2JFFUfFpaCwrFrUBmMo7Oul61QEKFQ1jgp5qhJWwbf3jIBZV4nJGfhx63a8+eYMPPrPf2Hz5h9w/OQF2DsG0dU7gqjYBEyYMBHPP/sc3nzjLaxatQYXLviiuKxO4jFSBNlK+DH4rWtA1NnxTOHlBq9dURoSzgBwBspd541j7i75nMP9pd+lPkNQqToV/qxRoJja0CI9x1SKck2dERVVjaAqKTPUoKpGtUlpa+9GXz/dVNcxcu0Gbtz4C9dv3MKNm7dURhfhceMGbt68hVu3buLGjWu4cfM6bv51A9dvKrVC5ULFQqVCV9jw8A309w+LMmGbFLZmOetyDp9/Mh8vP/80nv7nPzDhnw/gtclP4YP3XsYnH76JhfPewZeLPsSmr7/A9p82YOeO77F79w7s2b8Lu//cjf1H9uHgsYM4fPIgjp78EydPHsapU0dw+swxuJ4/jfMXXHD+ooucXUKAePqcg5cvK9svwC/ITYoRA4J9EHTZW1W5hwciNDwAYZGXERYVgsjYMYjExUdIXQlb0ku8JIlH+SZKp2ApVMxIkTiJVMDnZyDHYVQoBAuhQuOzOXkZowF4gkRiJ8WqtQpB4mwaJs6jM0g0MJzXnMGi57zP94775beD+HHbXmzcsg1bfvgVP237Azv3HMKWn37F6tXrMXPa+5j5+rvYs3c/dh8+gJ+2/oiNmzeJbd6yCZu3bMQ3m9dh/eb1WL9pg8RRNn3/Hb794Uf8vO1X/Lp9J37/fQ/2HfgTR08cxwmX03C5eA7nPd3hFxyM4PAohEXHSyCd4IijxSchJSUVaemZ4prKyMlBWnY20rNzkZqZhbTsHKRn8R8vF1czM5GYnoYrmelIzc7E1awMXM3KRHpuLjJyc5GWk4OImDgEhYQjLScb2SWFyCouQEZhvozBIaHY8NUG1LXQJaXA0dJsEYBIG4ZWu7RjsFIh0HhsKE99o9napdjKxjUnYwEW2za0We2wWqyw2RwwsaqRYBG4WC3QICFY9NxiVmpGqZcWtFqoWjia0Wa1ybuZBtna2gWzuQtGY4eYBosCjYJLo5zgZ0dTc9sYXJr5rdGClKv5eOjBh7Hxm81oaukU9VFVw7bgZtQ12HHxnC8Sr2TK+RM19RbUMjHAcca3jA021DfY5Uzv+ka7QIOjtoamdpnrUSDD55rYmoOKYmzz58bvfK3v6zUCRUNF+kQ5HSPLlNXqBqukkVNp6M9qd9cYOJRCIVCUES7K7aVdXaxJ4RoPsTJaOlFUViMp6UwKuRQWIyAhNHhOCvtg6c9LnEBiJQy+q5iB2d6H9p4hsKgwPasAhw4dw7yPFmD27I+wdv0mnD7rjqcmTER8YookIGzcuAWfLlgkawsXLYOLqwey8yvEtWVjNT6D+kblVqJrSbmXbKrq3QESDRMNi9tBoGChAXO3kZ+raaSZJZgvHYcdkOHzAhAqIfbrkqp4qwTcqUQkPbmRiS1NKDdUoYytiSrYOaJWzmFnbQjjHAykD49cx7VrNzA0RHjcEnj897//FRVy/eZ1US03bt0UwIhSuUXFch3XbxEoIwKgazevYfjGTUkRbmmxIC01E95eXjh4+BC+WLwCL7/wIp594iG89doz+PD9Kfh83ttYNP8dLJz/Nr784kNs3rAc237+Frt2/YJ9+3fgwJ+7sP/PPThweD8OHD6Ag0d5fPkRnHQ5hhOuR+FygUWIZ6Q9CgPsTPulGvHwPgtvv/PwDaBbywMBQd4IuuwLVrazQzD7b9GlFREZLGqELi0qEW2ECF1byTwPPiUBqalXkJmRiqwsurIykJ2Xhpz8MUWilQlHAkXUiWPkps54Cl1g+YRISe7oM0Ult2dxESLadcW5hoee3+2aa1qZOM81WPjZcVt/+xPb/jiMXX+ellb2G7dsx3c//obPFy7H+2/NxFvPT8WUx5/B9q2/4OQ5F+z5cz9+/OVn/LRtG37a9gt+2bEDv+z4Hdt3/iEHdP36+x7s+GM3dvyxCzt37cGBP4/g+IkzOOVyARc9feATeAmXIyIREROLqPgEJCSlIiGF56OkIiktHSnpGUhOS0d6dg6yc3ORm5+PnMJ85BbmIacgFzmFecgvKkCBw7ILcpFdmIfckkLkERgFecjIy0ZOUSFyigqQX1qMIkM5CsvKUFReisLyEhQaylBgKENUcjxiU2Kw5/df0UTXkrUTFnMbjC2toyBps3UKQDiK2TvQZuuAva0LdnsnpF02W2Y7jHAhVOxsSkfQtPJdJoGIhonzSJBomOiRsRUxs1E+a23l2CIuMX7W3sbK3k60sbUHT/jjwUrmLphMnWKEjJ43M1ZgbJcT7ugiYyM+nj9eXtGE5JQ8/PTTdrw59Q2UFDNASthYRZlwnp5eKF0MWHhWzcA/IeKABkGhrbG5A39neoPnxq4BwVFDRKsIjtr4rJ5z1O/QKkVBRR1Hq1uds/dWSEQiUtIL5JhfvuPvYaKhooCiA8lysJS5Q85Qj4hR2YUhkfHIKSyXjVNcXzYCQxUkMntJZTCp7KVGix0We7ec+Gi29Ehn3O079mDmrDl47LEnMHfex9i2/Q/poNs78j+UVDTghedfxIsvTsGb09/H9BnvYu/+40jPLJL29bb2QQFXi1nVawhEHLEKDRVd8e4cR9EgIRg0XJxHnflV6+QW0y4tgQlbtkvAXfX2Gm1lT0UiRYltaGKiSItFqth5imEF2w9VVgtMSssrUVldjdr6epgsFol1MHBOkNDo6rp56y9cv34D//vf/0btr79u4tr1Edz6zw3853+3BDBUIRIjGRyQ7K9rf12Tz9vbe2CoqEBySjIO7NuLd2a8idemTMKbrzyLVyc9jjdfegpzZr+M5YtnYtni97F86WysXrkAGzesxK+/fo9du7dh777fsf/PP/DnkT04fGI/Dp+gGjmMo6ePCEyOsX7k/Am4XjgJV/fTuOh1VtqjeHgyW8sNfv6ekrXl43cRrGqnBbMQMSwAYeGXEB5xCZFRwYiODpGGjrGxEYhloD0+CglXGBuJR/LVBKSyD5ecXcIOwWnIyWH6byZy86lAaBnIL8q8DR4aJBoqhIeYDrgTIKV5YsVl+WpekotiBtUdqb8EgLNpMBAW5Yai2+DBNWeI3O1af37cyvU/4duf92HLz/uwbsNWzJ23CO+9+yFenvQqpj0/FdMnvoqJ9zyKtUtXwy8wBGcveGDfwUPYf+gQ9h48iH0HD2L/ocNyfeDIEfx59BgOHT+BQ8dO4OjJMzh19jzcvHzhFxSCoJAIhMfGIyrxCuKSkwUkCVdTQUtKT8fVrCxl2VnIyMtFdn6uwKOwtBD5JQUoKC1EUXkxSsqKUVpWjOKyYuQX56OwrEjWiw0lKCgrEisylKKsqgxFhmIUlZeguKIMxYZSlFSUorSyDCWV5SiuLEVmcTrczh6SmhCrtUvAQYVCVUKIEB56tNt5JjXVCSHShfb2ztusg2mKDtC029vR3maH3WYTl5aCgVXgYm+zguYMF+f7hIvZTGXCOAtdYQzgN4taoaJpt9vQ3t6O9vYe2Nt6YeVpgw6oWCxOgDGqjq0CFQdYpNiM3zIZg7H0yQb87tszcfGCN1pM3Q7XllVcW43N7Th6zFX6KjWwNoYK4y5QocpxtmZjl0CmoVmBQm/wzrDgnLDQG7++x/FuRrjoZzjXakeNbKnSjooaI1wv+sHYyvM9xmInVCXN5u7RWMqYUlFZWFQdVfVGOdjKy/8yfIPCJPjOb+UMuDNOogAyVjVPtaKhwiI9Wzv7QA0iv8CA/fsPS7fuF154GXQh//jTr5j8wov488hp1DTZ4coY5h97MWXKa5gx4z1s3/47YhKS0dBkhrWjR2IyfDd7XVEBNDtUiYaKjllwvBtUCBANlttg4oAIIUFzvqcBpKCiYjAScJdMLh5KZUOzmV9KWlFRzdZABmmAamBLIfauq2QKcBWqa1Q9SUdXJwaHBnH91g1oxXHtxg1cv3EDf/31H9y69Rf+85//iik310389dct/Od//8Ff//1LjAqln3GSXmZusTp+BA0NLbiachXHjx7CkoVzMGvGa5j0xIN4Y/ITcojV/H9PxcI5b+KLz2dg3dr5+HrdUvzw/df47bcfsXvPr9hz4Dfs/XMnDh3di6MnDogdP31Y1Mips8dx5vwJnDl3Ai7nT+G8uwvOu5/GBfczuOhxFl6+FyQ24h/kiYBL3io+EuyLy6H+So1EBiMy6jKiYsKURTPYHorY2DBRJQlX4pBIlxaLErNSJFMrW7uxeAgWz3nPz0RWTjry2SalSJkGhx65ToDoGIq+FojoTC4HVAiUUXNWJk4xFK1MNBQ4aqhw1HPn+xoweo3X+tlx8z5bjY8XfY33PlyEf3/4CV587mVMfel1vPD4s3jp8Wfx8mPPYOK48fjg9XcQGRELp82hGgAAIABJREFUH//LOH32ggS+T7mcxYnTp3HijLKTrq445XoB5909BSSevgHwuxSCkMhoRCckIjH1KpIz03ElK13cVcnZmUjOTkdKdjrSc7ORkZ+HjMI8pBfkIrMwF7lFeSggNEoLUVBWCEKjvKIMhkpaOSqqDDIaqjgvh6GyBJyXV5SjvLIMldXlYuVVZTBUG1BeXS5mqKlAWXU5yiorUF5XggC3o8jLSIHd3oN2e7fqPmpRbq6O9h7QuN4h7bE7pMsp54RIezuvFWDY/VTNO6SQqkPA0jYKD2eQCBjsdGVReYwBRgOH8FBxl1aJuzArTKUUm2Fvs6Gjw44OHnHa3o82W4+4wkzmDlgsnRJrMZupVtrRzC6usimpjZcqhWqF53MXFNfiq7Wb8PAD/8CSzxeBMKBCITg4Npu6EBQchajIRLSYukZdWc4KRcOEn9XGNSoXGR0w4EauwaChoTd3bvi0u4HAGQYaKnrk+9Q7VdoqlYa3f5i4jIytPM5WxU/0O/T7zbZ+mKy9qG6wIDmNtSRhcPcOQkJSBmobzGC7eWldoivqnboSs/cUXV7MtGIshanExWU1Ujvy2YLPJGtr5ZdrsODjhUi+moG+4b/Q3jOMf38wFy88PwVz53yCqVPfAM8dCrgUippaE2z2fpjtbFbJFGMVz2G2lPrvZpPKd61MCBINFa5pqGjXFEHoDAuua8DoOVN+RX38Taow30FjllazieCyoLq2AZWsISllw9NKjParq6lCbW016hqb0dJqQ2dPr6NmZASDw0MYHFbpvQTKjVvXcf36dXF33br1H9y4+Rc4/ve//xO4EDSsNenp6xdjXYmuLamrb8Lx44exZOFHePPVSXjh6Ufw/rSJmPv+q5j73lQs+GA6Pps7A6uXfYy1axbjh5/X4Y/d27H3wD4cPHIQfx4+gEPHCJE/cfSkCrKfcjmKs67HxaV10c0VdGld9DiDi9Ia5Sy8fM7Dx+8C/Pw94B/gDf9AbwQG06Xli7DIS3JEb2j4JUTEhiIqPhzR8RGIEYtE3JVoxF+JRizdXImRSGR34Iw0pGdnIC37qmRpERI6LqLcW1Qk2eKuIiAIDl7nFmYhj4Ap4Z6YLW4tzvmMjqPwWYGHo+qdbi3eLykvECs1FKKkLB9lJQUoLclHWWkBSkqUy0uD4W7w0IDRwNDPEkR6fuc47o3pc/Dm9I/w0stvY8ZbH+DlSVMx5YnnMfmxp/Gv+x/ChPsewqT7HsaUx59GcEAQIuNi4esfCC9vX/gHBMHbxw+eXt7w9PGFt38APHz94XspRALn4dGxiIiPRUxKIiISY5GcnYaUnEyk5mcjLT8HV3OzkJqXjYyiPGQW5iGzKB/ZRfkCk/ziQhSUFqGotBD8BymvLIahuhSGKm0lqKotR3VdBWrqK1FdZxCrqa9ARVWZQIZQqa6tQFVNOSprDagSq0BljQEVtQYQNuV1ZQgP9URaYiw6uwdFmVCpUJ1ooHR29Mq8q7MXnZ3d4MhDfbq6CJN2dHZ2ypwnu3He2dGOrk5lHe1tSlnYbeCcRnBoqOhRw0SPhA0Vi1IzVrRZed0qY5uNn+e7OtHZ2Q+7vR/W1i4xQkXAwhYhzLxhIZ+Ahf74MeOmlZ1bhmXL12Prjzvx4vMvICu7SCmMRhULqW9qh6GiEUePuaDF3I26Rru4vLSrq4kpuo53tpg6QXMGi0DFyQ1FAGiQcNSbPUdai6VHlJNqJ6+O7WVnYP2sfl7Bgn+XVjrq3HVu+CWGBnj5hoA9rZyf57sJE/b3Ss0skqJYVzcf6crA1imECA+5YiaVKBBpYGhHoyiSDmng2GLthq2jH/auAVRUN8PTKwCrVq7ES5On4Ov132L+gs/xxGNPIuHKVdQ0WhEaHiO973jQHYGycOFyuLh6oqyiHq1tPAxKxW3kQCnWwph4qBa/BGhTcZNmiVfcEUtxwIUbv3QSviOmogGiAcNrgkJGOTBLxVdqmGqsFQxBYrKJOuIBV80trVKAWFjEYxkM4t6qqW6AWE0t6urq0dTchLZ2O3oHR9A3xKwtZawJYb3I4OCII2ZCd9dNjFyjC4xrN/CfW7dA2IxcuwWm/jJ4bzJZUV/XiILCAkRFRWDf3r347rvvMP3NqXjuqYcxY+pEfPzvqZj7/sv44O3JWL54NlYtn49vN67Gzh0/qk6/h/fgwLH92HdoD46ePIpjp4/i+JljOOl6DKfOH4PLxVNwdWdPwXO44HkWF73Pwc3PHR4+F6UAkYrEl51/A9xwKcQTl0K8ERLmh9Bwf4RG+CM86hKiYkMFGIQG26NInCQhUkCSkBKLlIwrEjDPzEkTVSKpvnkZyMjlF+g0MHuLQGFchCMBQ0BoBaJhQajctq7dXE7uLcJDG11bxYRJmXJtiZvKUIgyg8rQEoVBVxZdX446Ew0FZ/VxJ2A0VJzXtTrRn9P3xj386ARMnDQFz0x4Ec88/hxefOJFTHp4Ap4Z/zgevvcB/Ov+BzHxvgfx6Lh7cWjvXmRkZyLhShJCQsMRHRMnFhUdi/CIKIRERiI0MloF3a9cFZdWUnYGrmSmihohSAgOqpGsonyZK1WSh2wGzotoecgvLhBVUmooQYVApAQV1aUCkcqastG5BgnhQpjoa4KkstogYCFweI9WW1+J2gYFIPV8BQx1ZUhNicQ3q75AQlwiursHJIZCoBAmXV09Yt3daq6USDe6u/vQ3d2NbubHd3ahp4uw6UR3V+coULq7OmTOUc87O+z/BygaLBzvBI6GDEcFGCobBZd2O8/R7kc7XS+2HjGrtVsF8FvZeFD1T+Lpf9z8CRL1DdgurTIYK7G2DeLw4bPStuXQoeOwWPskSM9APRWL0dyFc+e8kF9QpZSHU/xEsqMc7+S7FFS6xY2m4SIbu3ks4+pOqBAahAFjInRbcdRnlEiBoCgDBSAFHQbHCRoCilDhhu+oSDd1SOt3D+/LUt/RSgVg65eW9TkFFfALioSHTzDCo5PkqFz+LAbb+XP4PoEUN1PWUpjb0cC/yapSgO0d/aipNyHwUijWrluPyS++KEfvLlq6Amm5JbD1jMDc3o833piBCROewdw58zBp0ov49POlOHzstJw2yHbyto4BlXLMDCkz1aBdwD8GFLVGFUKYcN1ZmdypWLRSGQWGAxwaKncbWaSp4yq8z3cwJkN3G2tyeJphVU2DnEVSbqhEdU2dWE1tPWpq6tHQ0Ayeciht5fv6pZFj7+CQjGyhQhcXAXLz5l8qGD98TSra+/qG0NvLrsED6OrqR2c7/59lwkkbqqtqkZGSgvOnjmD39g34dt0CzH7rBTz/5EN45bknMGv6FMyb/TpWLv0Iy5d8hHVfLcV3W9bht50/4cDBXTh4ZB8OHT+AY6cO4pjLERw9cwTHTx/BadeTcLlwBufcXXHBi8eRu8It4ALcA93gEegBD/+L8Apwh88lH/hfohrxUMF1ydAKQHgULRAR0UGIig1GdNxlxCWEI4EFiAywO5o2XkmKwZWUOLAQMS0rBRm5aeLKkqC6Ax4ES3pOqgBFB9s1TDQUCBVtXNNz51G7s3hfzzlSPejUYG70o0agOKCiFYZ+lllhGip6NFQUj7q8nGHCdX3vzpGf1c+Oe+zRCXju6cl49rHnMfGRSZj06CQ8+cCjeOT+f+D+e+/DQ/fdj3/d/w88OG4cVixZgpKSYuTlFSI+4QqupqYjOSUVcfGJSExKQUJKCuKTU3HlajqS0zORmpODhLRUpOZkIzM/H5kFeZJ9lVdaLO6uFGY3FBUITPJLi5DHuEkZqVqMcsKksgSEiDalTMYUiYCiQUFjFCh1BgWYWj5XgbqGStQ3VKG+vgp19ZVoaKxGbZ0CTE1DJWobq5Cfm4J/v/MmfvtlO3p6BsXVZbcxEN8FDRMNF7q4GJTv7e1FT08PervHjHDpFrAoiGiYcOzpVrDRUKFi4VyrFw0WDRVnmPAenxuDTiva22zye3R09qGzcxB2Ozux9sLW1iPuGzYwpJlaO6XDq4LJGFiaHcqiocmOzKwyLFmyHO++875U6TdopdLIDa8LV5Ky4O8XBoulV5QKFYgYYzYOqBBghJfAhZsxzx4Rt5GzCmFrdQURgqTFQoAQJmpzdx5vB4tSMQTUmPpQdSB8j0CA3+aN7QKR0oomBF6OQVFZHUIirsDdOwQhEQnIL66WTZMBd35OZ3wpxaOyvpimS6ViauuBvXNQNvbo2ERs2bIV06fPknN73nhjGu679z5pUd9g7kJReQ2CLoVgyRdf4ukJkzB7zsfYve+I9Pvif4O2ziE5D55ZYfxdGeiXmIz8e2l1olSJgol2WTKp4naFwvujLrAW/s239+MSJeJwX2k3Fs9D+T/r0r6+VVxsAjRp3Mhi1jqUG6qlaSMhUstO23X1qG2oh5EdHaw2tHd2o7O7H+3dvejo7UV3/wD6WYx44xpu3rqJa9dGxM01MnINXT19MLeynb0JzWYLmsxMPzaj0dSKZpMVMVGhOHNop5xBsnbpbHw2+yV8s/Q9rF34NlZ99jbWLv0Ayz6diaWfzcaGDcux/dfvsGvPDsnQokvr8NH9OEZ31pnDcDl3DGfOH4eL22mcdXfBOY+zOOfpioveF+Du6wYv/4uSoeUX6AH/IA9xZQVe9kVQqD8uRzCBKAjhUcGIig1DVFw4YuI5XkZ0QihiEsMQmxSB2CvhSEyKwtW0xLGjd3PTkJWnFElG9lWBBpWIxEvyHD23qEYKMpHF4kTOHQpEqxANDX1NSHCN7ivONUB4n3NxZzlcW3xGoFFegDLun051JOUVReLl4X29rpUFrzVktMrQYNAA+f8a9bP6vfp63DP/nIhJjz2Lyf96DhMffgoTxj+BR+59EPfdcw/G3TMO999zD+6/517cO24cXn1pCnJzmZZWJum+6RlZkvJ79Wo6rqZl4GpGBlIysnA1Iwup2TmSyfXzL9tx+OgJ5BaXIreYQfRi5BTl47jLaVyODJfsrLxiFYBnwL3EUARDZamoEWeYaKA4g4SqQxvXnY3rdY1VYoRKY0M1GhxW5wBMbWOFAKfCUISFn81DgLeffIPq6uxTAfq2TvT09IkRKgRMb88Aenv70Mvmdb296OsZs+5OpVwIEA0SPeo1usU0WPRcX2s1wlHDhqPzcx3tvKfv83wIB1Q6BuTYWdYwMCZAc4YKN3gCgCM731KBmBwpsGzNnnw1Hc9NnISkK5kwmXtQ38jAfBsYrGf68KnjF6VAlDChCmFQnzEXBRXlZmOW0hhUeOjR7apDKw9nYBAkGiZUDdr0OkcNEw0UBSYqFBV/4DN0d/Gz+SU1uByegF37jsE3MALZ+QZRIVQsVEIaajoV2BkofI+1s1+URNLVTPz++2688/b7eO211/H5wqXIK6yAydaLguIKvDj5ZezdfxiffbYEr7wyFbM+mIfd+w/halou6k3tsHUOwWLvlWJHAoQQpwpokgO1VNaZpC8zg8wRkCfQtGLRo1YmdxsFLg731yhAHK4snQ3GdSoTtrNXz6vGjo0mq6QnU5XU1DZKexSmAVdW1aKWRzE01KOOxzGwD521FdZ2Ozp6utHVw/oSdU4JuwQTJgPDw9JjizUjDM4PDw+ht6cbllYLWkxmtLRaJd7S0NyCktISFBbmIykxFn/u2oqvl32IjV/MwprPp2Pd0vexdvE7WLFgOhbPnYHvvvkCO7Z+gz/++FlqRvYeO4j9x4/gqMtpnHA5hTPnz+AMK9fPq+wsUSLernD3uQAPfw94BnjAPdADXkHe8L3kjYBgLwQGe0vh4eUwurICBSIRUi8Shsi4cEQlRCImMQpxSTGIS4pSIEmKQmJqHFIyE5GRexXpuSnIzE2V2EZBsVPcw5HWS5cVq9yzCzKRX5iFwkLVtJHpvjpmohWKVhoaGhoghAChwuvb4iIaIIyROMVLyiqKUFbBL+QclREonJdwrFTqo7y8aFRtaAgQCnp+5+isSO4GmIrKklFVo+Ey7vlHnsGUR5/F5PFPYuJD/8LjD/1TIHLfPffivnH34Z577sU9BMy4cXjowQcRHBggqXx5BQVIzUhDLtN9C/KQnpOJjNwcqQ1JysyQ+pHQsCiERkQj7koS4pOTQIVSUFaCgtJiZObkSApwfomKnRSXl6LYUCxQKa8oRkWVUimiQCR2ohSIhgjH+qbqUdPrBEltfRVqG2iVaGysFnXS3FSDBsKk1qFcGqtRU2dAbS1PayyAm9sF2HksqL1L3F69Pf3o7qIaIUD6R+HS062uBShOUOknaLq70dvTJUaIaJDouR4JGoJEG8HBuR71ul7T6xy1amGgvqujE13iohuUymFWavM8c9ZFOIOF9RbK6A7jXLfM4FncAzh56py4bO4fNw57du2FtW0EjZJ+rFKIW1t74eMdjCtJ2TBbe9Fk1LETpYLGQDIGFaOlW0FF+lsp5aLdW0qlqFMUneHBOYHzf9eUotFQUp/vFJDQpcS+X+HRyXDzDIK3XygyckoFJHR/8V18vkkftCXHAXfL2e3q/PZOsHFjW/sgioqrcfrMOcyZ+zFem/omFi9ehqlTZ0hQmxli1XVGREQl4JtvNuGxRx6TVOCv1nyDiOgk1DTbYesakHdJo0hp366r6tsdZ6Ko30MDbRQqzPRyyvD6O5fX34KF8RU52Eqf465HVZQoJyby/SYbWsTlxv+uqnkjVYmCSY24uKhMGpubYWSXB3sb2jo70NbeAZvdDpu9XVrBd3WzKWOfdP4lYAYG2cRxAAMDdGvxJEUrTK1WGC0WNDQ2IDoqAju2/Yhvv16BpQtmY9Gcd7DowxlY/fm7+GbpLKxfOgvfr12A7T+twU9bVuK3bRtxYP92HD60E0eO7sHxM0dx+MxJHD3rguOuZ3Hy3Dm4XDyPcx4XcMHHA+6+HvD094CXvwd8qUIueSEg2Fsq1wNC/REQ4o/gsACERgQhNCoY4aOB9XAJsMckRApQImLDEMsAe0ocktOvIDUrBek5V5XicLiwuMnnF2ePFhsSBhJMd6oZ4bWqdM+SnlrFRWO9taRZY2E2CopyJMOryNG0UdxRdF9RlThAogFTTHhoF5Zj1OqE0CCAGHPWMNEj12TdMZZXqkwuDYI7AaKv/w4e/Bzv6c/rOUf9WY7jJj/6DF54+AlM/MejmDT+cTx938MSRxl//z/wj3sewD333IdxDqgQLL/+/DPq6utQXFaC5PQUZBfkIDMvC5n5WcjKz5GaEcZGcouLsXvfAaRmZQlMktJTUWQoQ35ZMQrKS1FiKJP0Xqb4aiurVC4v/kPoGAqholWKMzgIj4bmmlHTgGlsqUVjcy3qGmtQ11itFEpjNZqaatDSVIsmrjvcYByra8rF9xgfHyftsJmm28kzFxyxlK6ubvT09KK/n2DpFcD0sQNqX99tKoVQ6esZg0pfr5oTJBo0hImzERpUIc5rzqrEGS7Ocz4j1kE48bztQTH6/QkUgkXDhddasRAmdIdJrEW67XID6ENiUgaOnTiDf78/C9NefRX19dykmMGlalFajJ0oKDDg1Bl3mFnwx/iMuL4IC4KK8RulWrQSMjliOi3SL2vM1UU1oeHBzV7PnUGilQyD52w8qEHDgkRLGw+46kVpRb30wvLwDYZvUDhSMwvk2zgBYbEp9xY3b3H7MV4iMRiqAioGvmcAbR0jqKwyIjAoDKtWr8brU9/AlJdeQ9ClCFTUtyI9uwhPPjEB+/cewLfffY+XpryCl16eimXL1sDH57Kk1to6+gQmzAaT+hWnLsa8pitNlIrM9RHAuuiS0GFnYkf6sAMso+4tJ9Bot9fdwOK8RrjIs46+W5KSzNor/oxmttNploJEA6vbq+tQxThJfQPqm5rRbDLDaGmFpa0NljYbbB3tsLVp65A5zxfp6u5CT083+geYpdWH1rY2GK12mK3taDEaUVpWgozMVAT6e+HHzWsxc9pkfPTea5g7cyrmz3oVm7+cK/bVwtn4etl8/PLdeuzatR37D+7GoWMHcfz0MRVYdzmKU2ePwZWuLM9zOO91Hm4+7vDw84Knv6dAxCvQC36MhwT7IfCSHy4RIEzxDQ+SDK2w6MsIjwlFNNufJEQiNjEKMVf4RTcacYlRiE+KEYjEJ8ci8Wq8uK60e0qKC53Sd3lN9UCQUGnQSssLZI1uKRrX2NhR3FhFOaJSmG3FWAfjF4RHSbFqJy+AcdSV0CVV4oiREBgECaEibi2qDQdMNETuBImhqkQAokGiR+d1DQtCQQOCENCQ4FyrDc71887w0J/lc/q+87sEKq899ASmPPhPvDz+Ubw+/l9466En8eJDj+KfD/wD9xMo45RKIVBo77/3HgoL8yR1N68oDznM3MrLQo4jBTi3KBc5xYRKIdKzs1BYXoRCQ5HUhJSwVqSiFEUVJRKIJ5AycjJUGnBlKSprykeD8XR96TgJYULXloaIBghHQqTJWIuG5irUN1WhqZntshVsGKSn24uQaW6qRUszzyepFeXS1Mwq3xrU1JajqroUly9fhtXaLoF6rUb6mNrY0yMAGRjol5GqhVDp5zc0yn+BSa9j7BGA9Pf1gKZhQsAQHM6A4T1ea6BoFfN3UHFeV0BRQOpiHKe7Hz29QxJbaWd2Ukc/2vjtu6N/FC4EizaCRRthYLb1Ia+4Cjt27sNTjz6KkEsRMNsG0NiswNLY3AaLpRsnT11EZVUTjI60WmYpqTiKjqc4KxWVJKAbKWqYaHhoUIwBZEyl6DVuxvx8K1N323ulCSH7bLn5BEr2VnJ6rmQ0MbWX/bbEtSQ9t/j7qI2bUCFQmi1dAiTGN+jyioy6go0bf8Dzz78k/1/PmjkH+YUGVNW1oHf4P8jMLcUv23/DAw/cj0f++S8sXLwCrhd9UGqoA9u28PheM6vuRyEyVsOi/2aO/BskhiJdjgm0MRPFwuN7dUGhI17iDAnnOWHjfO08v91dRkXCeBj/+9hQV8+D26pRVl4lQKmqVrGSep77I7EOk7i4zFQY1tbRuYUtiBzFvISLvb0TXT094LklHd19cr47D7VqaDEjJycH7hdcse+3n/HjNyuwZvl8rFg0B599+CaWzHsTaxbPxJKP38K6FfPx5dJ52LxpNf74fTsO/rkPx44exrFTJ3DK5RRczp3FmfOuOHvxLM57XYCb90V4+LnBM8AN3kEe8A70gG+QOo89MMQHQWE+CI7wR2hkMMIjQxDGMeryKEToyqKxqy9TfJVbKwZJqQlIY5v4nFRRIgQJ4yAEB5WGNudYB+85w4NzAobPcE4IMFDPd2qVQYgoYOQLVIqL8wQqXL+zVQo9JiWOALuMjI1UFMkXbA0TAkfUh3ZxaTXiiJ3w3m0gqWKZhQM4DpXhDAMNBA0LjgSDNr3uDJlKxrsd79L3ea2fGTdj/FN47+Gn8N74JzHz4QmY8dATmHj/g7j3HgURBZV7Jb5CqDw8fjxCQoMkVbewpACZ+dnIyM1EXjFlYS4Ki3NRUFqgihQNJSgpL5R/4BJDMcoqS1DqMMZPLrifR3DIJXmX/segKtHKRMdICBUChtcEiTNcmox1aDLWiDUba9DSXI2WFl7Xor65RpRJU4sCitEBFYmvNFaLYqmuKUVtbTnCwsJQU90oJ8RJ7KS3X9QJFQpl/eDgoIwKKGo+wHt9/RjiMaYETF8vCBCtUggO52s916MGix6dIUPYCDy0KnHEYrS64b1upi53dEgmmiQYtPejo2MQHe0DAhW29tCqhUBxdolp9aLg0iVtN+oabZjz7/n46quv0WYfQFOLUh+EBxVKdEwywsPj0WrrAc/HUKmv/BZMmPA4Vo7c0O0yF1U02qF3LBivgaIBw1GDRN/TXX4rapoQHZeCix7+8PEPQWpmvtRhEDJ8RlSAY+MeVQb8HRwJAYRZW+ewACUlPRfbd+zGrNkfSWbWqlXrERIWgz37D2HWrDlITsnEmbMXsPbrDXhp8itY8OkinDjthvTccphsfbB3jcihWSbp6aVgQXBohXLnXF+P/o4M1DtBRc+VO2wsOK9h0djinAk2dp//vnxGZfVxZD2JelaDpKGZnZ+bpOcWuwAbqmpRVdsgx+82NrUoVcJGpw6QGFstoGmojALFTqVih7XdhvauLtjamQ3XicbGFuTmZCHA1w07t23GqkWz8M2yD/D96gXY9s1CfLv6U6z7Yh5WLPw3Vi2bizUrPsHWH9ZLptb+4wdw5NxxHDrFyvXDcDl/UqrV3bxd4eZ1Hh5+nvAO8oZPsA98LnnD97IffEL84H/ZD8Fh/rgc5oewSCqRIISE8zoAkdEhoBuLQXaqEgIkIYlHODM2EoMrV+PlvBHWiEhmVmGWAIFQEFXBGhAnaBAqOqbhDBbnWIh2QREgd1opmyw6u6pKVct4tlApKswRReAMHAKGaoZgMTht6vzZ+udoV5t+L0d9T68RPoSIBokqw1BQMdAD5ICGQKFqTLE4Q4LQGIWFQ9XINderSqHv65H3+Hlt495/dCJmPzIBs8Y/iXcefgqTH3gE4+9xQETAQqWigvZarWzfvlW+/ZdVlCCnkLGRfAEJoVLAlLjSApSWl0gWF/OjmTddUJwHPl9eUQJDdZkUIWZkMe0uG3kF2VJLIr9wTZmKdTAIX1+JOmZuNVVLlhbhoqEibi6qlJYaCExMtTCZ62E21cFEM9ej2VQLYwvnPIq3Di2ES0u9qBcG7+vqK1BXb5CfkZSUAENJqTqToXdw1OU1QEXigIoCyyAGB4fUGtcHBgUqg/0DGOyncqFquV2xaOVCmGhwECQ0wsMZKnquFYwzWLg2BhU7ulj3QhdaF981hJ7uIXR0EiwDsLMo8g6lcidUlHLphJntaazdEl85ffIcnp34HMrL68BWI1QyOgBfXduCkyfPw2zphNrwGIBmkF5BRT/HTY9A4fuNVtXinUqCR+vSnUWIaOWiR64xBkL3FtVCYkoWvPyC4e4dKPPaRvr4e2G2dcsZJCwU1Ju5buSooNIhALB1MeNrdnO1AAAgAElEQVSqB1m5JTh09DTmzPkYDzzwICZPfhkJSemobbDA2j6AnsG/cOiYSqke/+B4vPHGW/jhu18Qn5gmAGjrHEFrB7sBq7+DXYalLxhdc6PAHGttr0HCUc8JFeUGI+wUeKXQUeCn1uS+qAv+m+qMMFX4OHbNddWwcUyJKNcW3VvNRnZvbkFZZS2KeT5JRQ0qauqlG3AdD5UzmWA0myUby9Rqg8nSqkDS2ioxFJPVApON7i8rrOwG0dEj1mQ0IjM3Cz5+vjh+4gR++ulHbFqzFGu/mItl86fh1w2f4JevP8KOjQuwdtG7WL/8A6xeOg/frFmG7777Gnv378Dhkwdw+OxRnLh4CqfcT8HF4xRcPU/hvOcZnHU/hfM+rvAOcpeAuu9lf/iF+IPxkKDwQPiH+cP7kjcuhTG1NxSRsXRnOTr6JkSoTK2ESCSkxI26tFgrkpgSKzGRHEcX3/yiLAmuU5EQGhoo3JC5eTO4zlFv0Fpt8Dlu3jS9yevrO2EimzwD3w7loBUG3WRULBocWr1w1HPeY/ZWRUWJjPzmz71T2qqUF8jvK+93coXp9+uRv7sGC2PTUhDOTZ9wcIKIMxA0FAQcFSWoZNatWKn8LpxX0ZNEc4CFz3Iu1xUl8hyf4e8+btb4p/ChKJV/YfIDD2P8PffhHrq6CJRRtaJVixpnz3oP1TUGCYgXlrLinVYgRqjkEzLF+QoglF5VdHcxoMTMLgbgVdEiU34rqstQVV2OGhYmVpehulYpEsncqh8Lqtc3q6A8VQrVSbOxXo2EhbEWRqMDJg6omE1MgVSqhYBpMfEzfK5BucAamF5cgYamcjQaq5GUHIN9O39CfnYmhoaYV98v8KAKIUyGhoZGx+HhYdCGhocxODAkUJHnBCwOuDhcYAQJQcGRcHG+1gDR9znqNQ0fPd4Jl65O1rRYJBOss6sNPd0D6OsdRlf3gLjBCJY2+5hS0cF7PSqgKPXCeWtbL7b+/DsmPDkB995zD865uqOja8gBFZU5xkQAdw9/5OeVS/aYyvziJsk4jVIqEgfhnFBxgIRA0caNliDRxo291T4gbevZt8s7IBR+gWFISctDXWOr1HWwUp7QUd/smTnF38fxrV8OuSJIuqQokcfvFhRX4uhxF3zy2UK8/fb7WL7iK3j7XpKuwEu/WC4FjowjrVy9HnM+mo+XX3kdX6/fjIjIeNQ2mNDGgHtHP3iolsk2BgwFxk7H38K/Q801QORvczoeeBR6jhRiXos7zMz6HwUPFhnquIvKDFOZdEp50I3leM7R+bfFrILthIiJ8Sozs/TMqKhukIOuRJVU18n5JARJU4tZzlznWSVmsxVmi0X6cbEnV4uFmVkmtLSaRaEYW1vRaLagxWxFeXkl4uJjceL4QaxZvRiffPw+5n04Qw6tevf1iRJkX/nJ21j1+TtYOu8NrFr8Pr5Z8wlWfjkP27ZtxO4DO3Ho9GEcPXcCJy6cwBmPkzjjeQqHXf7EOa+z8PB3E1B4BXnBI+AivALd4MdTDiMCJKgeHB6EEMZD4sMQGsPaoiBEJ4QgOjEcETGX5aAqHlJ1JTVBgupJaYmjleo5hVnIKshAXHIksgvTUFxG9xSLCxVICAnCQSsUbsKcMx2YozNU9CatN229qWuY6HXn57jmvK7fxziEM0S0UtFxDF5zzg2bY7kjK4ufIaRG33OXOX+edotpr4+MTgqC++ttAHGKrQggCI0KBZCqCjXntYYMoVGlQeL4rPpcifpcVanAZ9zsh5/Aew89hin3PYjxTgF5rUqYSqznenz00X8iKTkRRlMjSsqLkC/BJlZyquBSHjMbinIlvY0Bd0oxPUqspNYgtSesdKdkIlCkdoT1I1Ihr+pIWFvCuhJxdzFOIlaNFiNBUgfGRQgUbVQoRmOtKBWzuR4mYzWam6th5LpFgaXFWI/m5jo0MtDfWIHGJgMamytRVJKFLz6djc9mvYcriXEYuT6Ewf5BDA8OCVAIFW0EysjIiAIL7w8OYpinzcl8CIMDdIWpuMqdo4aLM2AIEudrgkSbhgxVil4jYDo7bGJdnW3o6rZLunNf3zB6eng29yA6efiTvQ9tjqA93WAKHj0SzNdzlXrcKWtX0wuRl1eK6dPexoK582FjSiwD5Y74BDOtMrOK4OkZBCsr1h2BcI7K/eUoYnR8S3cGid54uWZt7xeVUNPQipT0fPhdioT/pShcuZqLqjoqkn4BDVutMKiuix51XYs+MZEuOcZIqMiKSislc+vj+Z/i0UcfwwsvTMHOP/Yjr6ACHT0jGLz2/2D1V+vl/+Wnn56I55+fgs8+Xwp3Lz+UVtSilS7DLqYBq95bd8JE/y3Oo/PfpNf1mgaKdn3dNjoKHvlvRtNQEeAQPA6lQnAoRUJ10iYQIUjMVnYysIp7S51NUo3yqlpU1jWgtoGFiSYYeZS1uVWZhWCxoIWHyZksaDab0WQxo9kBE4utA3XNJqRmZIobeOeOX7Dk8w+xeMGb+PSDKfj0g1fw5WdvY82SmVg853UseG8yvpg3DWu++BBfr/kU69cvxo/bN2P34V047HIEx86fxAn30zjpfhpnPF1w0e88PALcpdjwItN9/dwluB4YFojA0AD4sBljiC/C2IAxhr2zLkuNSMyVcMSmRCI+NQqJHJPDkZgahbgrEVJomJTKFF9Vnc6YCL/QagVRUJqL9NxkpGbHI6+QsRLCRSkODRU+qzd/zgkKbsTco/S1diNxQ+ea3rj5rAaJHnlPNnKH+0mva8joqnYNFw0RuXbUltBtJuqCQfNSBRbel7WqktHfV7+TP0ObXtO/A7/My1zHPxxAIAi0u0uUhgaEQ5FUV5UJHER5OKkT52e1UiGo9DpHXo+bPv5xvHC/Ayh3USeiWu4CllOnTsJobEKJKBQl0QiVUkOBpMQVka6OLC7t46usLpVsK0KEWVc0Z6BIim+dqh2he6qBRrAwIO8IwDNFuLm5RmDR3FIzChQNE5OpXrm/qFgYY6ELzFynwGKqQ4uJcGF7iWoBSzPTkhuqJK6zfvVSvP7CJEx7dQqqDKW4NnRNQDE8PCItugmTa9euY2RkDCqEizZRMISLuMX6MNDfO2qDA32gcU0DxHlO2GgjPLRq4ajVjXaJKcAwa8yOnu52BRUB0xB6ekbQ1cXUzkFxg7HanoF7ia3olGOnWhalXBxBfFsfSiqasWLl13hk/MNSvMfP0a0lKbnmTpgt3Th2zBUNTa1q3Tjm/mK6ckvr2Ld7brTcZNmQkcF0Wl2zRUDiHxQJWlJqDqrqWyRWoRWJiqsw5VgBRcVcVNyFz9i7hkSVGCrrceGCJ5YsXY5pb72DRYu/xNkL7njltanw9glAd+91pKTnITImEZs2/YDnX3gF8z/+BCdOnpV6lrbuYdh7hmFp70ML+33Z1AFbGhB61KDQ13p0XuecINFreq7H26Ci1Yd2czkF83mevGTnSTcEpUYIEUkFNrMS3ghDdZ2clkiQME7CvlsNzUYpLmzh8dXm1tsgQpAIZCxWWGxtsNraJGOrvrkJmZkZcD1zFqtWrsAH/56B+XOm4ZvV87Dt28XY+f1ifPfVXKxfPgcLP3oTn8+dhi8W/htrVy7EtxtX4I8/tuLg0f04dPoIjpw7hhNup3Da0wUuXq4473dRIEKXlv9lb/iH+ApAfIO8cSk0ACFM742+hLCYy5KdFR4TIn2zouPDEZMQhvjkSMSlRCAhNRpX0mORnBaLpLRYpOcmIacgXbKssnLTRVncGf8gNPKKspBTxJYoycgvzkJhSY58sXWGAeHBjZhrHJ0hoNf4ZZj7mN64OdefufMZ2cAdG7nzu/S7Jc7i5O6iAiEwaARWKetM9O/BNGHGVhwKxPl98qzDzcXntfHna9Nreu8lBEa7kzjcYBoMGgoEDUHiDBVRKU4xFn5GB+T5Of1Z/S6O456690H8Y9xYIP7/QORvXGBLFi9GhYFBboPKTjAUj/n+mGdtKIShSlGf/5j0x1VXlwlEmMpbV1ep5qx6r1VGlaLVCeGhA+rM3qJKaWYWV3ONBOKNBIZDpQhQnNxfZnMdLJZ6mMy1oypFx1qMlkY0mxVUmpurYGypRk1NubjT/vjjF0x54Rn8Y9w4/L5tG/536z8YGiRA2AjvhgMoYxC5du0a/o+NXMPI8BCGhwYwNNgvRpjoOUfCRANGg8VZrWi4OANFQ0YBhanJ9lGo9PS2o6e3C729LMwcQU/PMLq6mA02IGBh8F5lhLGTLqvue2FtYz0LCyVZ00L1wkymTtSws7CxHR/NnY8dv+1BZ8+InM8uqcEmtnXpx+XLMUhJzZGAvVYrKp7SMQoVgsTW2S+9smoaTEhKy0FAMEESjuTUPGmlb2tXdR0Sr2jV9SkcmUasU4l7wHNJ7N1DsHcOwFDVAG+fS1jx5Vd48bnJmDHjHTnkKiOzEH0DN9E1cEMaNr465WV8MHsOXnxhCt55dyZ27DyAlPQimNr6Ye+5gdaOQYm50EVHs7R1wSzuLo4qPVgDQkOEo17jqNed1/S6Vip6HFUhzE5jwaNzoaOscV3VsxAqJh7CZuXYDgbdGRsprXAokpoG1NQ3gVlXLUaqEXUCKZWJFBuyct1El5YNrbZ2mKh4jCawXiIyPBCuZ07htx1bsXjxx/ho5luY/dZkzP3365j3wXQs/Hg6Fsx+DcvnvoOF772Kr5Z8gC8Xz8bKZfOwefMK7Nj9C/YfO4ATZ0/g5PnTOO1+Hi6e7jjrexHng9zhFuSBC4Hu8Az2lljIpUh/BEX6IzAiAEFhgQi4zGaMQVKpHpUQjPiUCMQnq/PWE5JjEZsUjYSrMQKQ5PR4JKXHIzM/DcXledJYsYB9rspUryu6sAgUrSC4ydOUuihCSTmfVcDQMOCz3HB5zYQgjvpznPOzfEY/x2tu6HpNw0Vf603bedO/c64/w8JEbshUKLe5vhyA4M+nOX+eRYulFeyByJi0Ah/ddIz/6N9Rf0793WNg0X+Pvs+YCp8hKAkYAkCbAIJKhWqjqmwMLA71oQGilYke9Trfo9XPOKlB+RtwaHfX3cZJTz+N9JREcGNmSi5/UU1Hjvofm98G+ANrGYOpNowCpL6u0lGMqIDCa21UJ40O1xddXIyhNDQSJvWOgHsNTCZaLcyWBoiry1QnowDGXAuChe4w3rM4PdNirkMzYWOkq4yFkZUCK5O5ESERAZg08XFxkaz9ag1uXb8mLi52VnU2NsMjTKhQ/g9UHOsjw3SJDWB4qH8UMBo0WrXoUYNFKxhCxXmulYoelRtMKRWtVnolWM905xH09l5Dd88QunvoBhtCR8cQ2tsHpEcY27m0tfXBZmN9gbP1wsKjcO396Oq7jp9+2oYZ06ZLsJ6brVH898q9VV7RKP3AbDwRcbRNC5/pEvcRM7PYQj0hJVMg4n8pHFdSskC4MObBlFy60hjwljoU+YbfLZ1/qUro9mIFPLO27J3DMFTw/HZ/rFixFm9MnYa3Z7yPiROewfNPTURDYys6uoZxOTQaXj4B+OHHX/DPRx7Fa69OxZbvfkZIeAKaWjrEBca+W+Y2vlu1syc8CAaOd5oGhjNI9NqdEPm7aw0UjqpeRFXU090lLi9HIaLREaAnTCw2pnuzVxvdW40wVNWhvLJW1Ek1QdJkRIuRcY9WNDsg0sy0YJMRjSajxEjMbW1o7ehCTn4BIsJDEREWjEP7tuKHrz7CL2s/wIZl72Pd0plYufAdrF76Dr7ftBifzJ2Ot159ER/NmobFn3yEzWtWYMPqpfhtxw/Yu/c3HDq2D8dcDkl85ITbabj6nBc14h7oCa9gH/iG+sMvzB++YX7wC1dB9tAoqpAQRMSFSGwkIjESsclM641EcloMEq5G4EpaDJLTE8GYCOMjVzOSBB6ZOSkq7Tf7qnxB5cbIjZUxD26meqNkkaG+1nuOhoYeua73JO5TvObGTZiwmSPv8Vp/nu/TGzt/Duf6Wt/TIz+rTT/HkZ/TP1ffF+XhAAs3YMnyKlefL68aA4r+WaOfqyyWv5G/r/65HMsqCuRn6L9J/5vw53LOz+u/SY98lsZ92VDtAAz7Kkpsm53dnefKtTV6z0mZaIWiocJxFCqsltcV83eDx9+t3X/vvQgO8ofZ3IByxz86f1FtUrTIupOacqlar2Uwvrpc4EJlQonFUYNEQ0bcXYQK60toTdVobqkVMxqVa0sBQUFFx1GYRkyAKIhQqaj4il6TkZCxNKj4ClVOS638blRBTeYG5JXkYPKLk/DshKeQlJiAgb6+UXColt089lSZhoyGCq+1G0yNwwoqg0qx3A0ohIlWLYSIM1zuhIqzehmDSru4v3p7mEHGhADGcq6hr+86enqHBSpKsQyjvX0IbfyWbh+Q0Uqo2MegwoJBHjBFlbDqq6/xyMOP4uEHH0RCwlW0dQ5AihkdwXKrvU+ywMor6mGyqc69FmsXDJWNSLyaBe+AEKkjoTqpJkjodnPUknCDdd6ElVtInWtitPWhreuaFCWWVTTCzcMPi5csw0svTsanny7Cxk0/Ii4hDW3tA3B388H4+8bj67UbsfDzJbjv3gcx5eWp2Pzt9wgOi0NNcxvsPSOwdg3ARGg4wYMB+Dsh4nztDBr+rhoOnGvI6FH/LXf+Xfpz/PsadSsWDRMqE9atOGIqWpUwflLfZEF5ZT3KK+vkjHqe417X1CKqhBDRrq0mo0nUCDO6mkxGGK02mGxtKK+tRWxKMi5cdMPXKxZh9SfT8POa97F5+TQc//ULHPt1Gb758gNsWvUxvlm1AMuXzsFnC+fgzWnv4u2Z72HylJfw1JNPYtHS5TjgeganzpzBqXNncdZN9dG64MP4iAd8gn3hHxqAwLAABIT5ISgyCMHRwQiOuYzLsSEIiwkVtxYr1BlQT0xNQMzVGCRmJCA5IwFJ6bFITI1GWnYScgpZkpAjrd25cXIzTMu8guS0RKkh4SarNlH1jZ3qRG/cfF5/i+dGKpulUwxXb6C6VMF5U+U7CSX+PH6W9zjX7+aa3oy5ru/xczQ+R9Of1/edP8c512WjdyoupMtLAvEcnWpL+D6+m3+X8+/Bd+ifo38nQ9UYNPQ9/g28r6/5br0mv4Pjmv9Oo/8WDpA4A8JZiWioOK85P0vRwGve53zc30Hj/8/6zt9+RVubSWIj/EfgLyp/fFWJo6ljufzDUaXQV8dRQ4RzQoUQGQVKnYqhsOq9qVEVLNLdZTQRGAzA14pbi4DgXJmKl5ioRiwNcp9AoYmScYCG8GlpqRIFw8C9pB+3NsHoiK80mepQUVeBd96Zjtdeeh5FRfkYGlLBeEJCQ+ROqOh1jhowaqSbjFljY24wur5uhwuhomCiAeM8EizOcKELjEDRsZUeVjZL/IUxGKYr96GvdwT9/TfQ1z/iCNhTrQw71MqgAIUqxdZGVxhjLazC70MroeLoGeb9/5J2VtFVZdu6hhCnKNzdCnd3d3encAjBrbAq3AkJ7k4guFvcXdaKEXekoGTX3nX2uffpv+0fY/WsSar2ebjnYbQx55iyVtKgf/m7DbdTag+VerXqYs7sOSoLjPGNaGZaJaSq+Iyn50N4nDivChJZR+Lmfka7tiwFiSVBYjS6PBZ3kIZSFlLS81Q7eY/jZzF29EQ0bdIMzZu3QsVKlVVvLVbKp2W9B3d9vH7LC9NnzUUZG1tUrVIDk6fNxqWrdxEWlYSktHwwVqI7FLNVTDLiE1OLIUJjT4AwIM8hMJFjmWW9JDwEIlw3XjMeC4Tk51SqRMVPpJaELind3YDp0GFRCQgMte7jHijurWg2YWTarxkxCVQmCSoIHxUdpzK0Yk10o5kQHhmLM+cuYcmSZejZvRsa1qqGDk3rwHX6AGxd0Bc/LR+GZTP7oF/nJujfqxMG9OmNrn2GoHW/qWjQYwEqtFsAm6ptUbVKdXz7jVbqFSqUx5ZV61UjxoMe++F24gjcTx+Fx5ljOHHWQ7my2ISR1eqXrp+D2lPk1mXc8NK1IbfuXoPnvetKhdx94IlbXtdw/+ltNZ68uo+X3o/x6OldVddGI0rjJwaV6uH6rYvgcwIJZbwNxlfup73hNTGYfBfX5DlljywFhHyGLjNCSAyt2CyeizuMz4jBFRjx/fL9OKvvYzD08j34GXynvF8+3zfwjWo/T7WigMJMWA5RKiXarAi0+D7j0D+npZgxUP/c8tm8JoNr+l4NRvk+fBfX5efjzD/86fIygkIAQkgINOTYeM34DI//11Dp17c34uOjVKCbvwT5ov4hvggK80dgsK9SAuGhgdr9ZYGKKBQNFKqVAFWkyJgJ60pY+a5cXTxX2Vza3UV3Fd1edGcl0K1lCcATEAmJUdoVlhABszkCJpNWLVq5aNiYEugKC4PJFIEEcyTiTZFqjooKQFR0ICKiwzBy9HC0aNIAL148VftmExYCEs4lz2WtqIgtv61uMoKloIAZY3SB6aHjKgzYM6aSYRg6xiJxFlEtRuUiri8dU9HZYQIZBRYFmCxkZnAP8PfIySlCZpbEVjRUtBuMHY01XES1EDJmc6YCS2IyG1Pm4tnLYPTp1gf1a9dGSEgMYs0Z6q9rZUwZ84hJwpatu3H2/DVVC8L26YyhUJEIQHgvYzGsOhdjzNoOGmym7bLFiV9QBA4c9sCYMRNRt059lP+2Ipa6rMSt2w/BWhNW0FeoUAkTJ03HlCmz0KZ1OzRs0BhTp83F8ZOXEBwaj+T0fOUqUyBhkSdb0yRmalcX3V1MTLAA5D9BRSAi93Hm95d19XOXAAnfJQCRY4GlESgqVVhlfCUjJoGFoWwXk4igsFj4BkXCNygcQeHRCI/Wri3GSBgfKc7UiotHZGwsImNjVHpwbKwZPv6huHbDC4cOH8P3c+eiSYO6qFLeCUN6t8HssV2wZFovbFo6Cq7T+2H6yB7o1bM9GjVvj4bth6Fy2+mwa7UGts3XwqbeRNg0XQSbpt/DvsFg1G/cCnb2zihXqgwWNOmHo8eO4sy54zh3zh3nL53AxatnNUBunAeD6mx34ul1Q9WI0IVFVxYbL9576on7zzzxiG6suzdw4PAu+AfR4DMD6zn8g14r4/789WNLTEN33qV7i0rk6Yv7am92GnXaFRrJ12+fqVmMJdfESNL+CEgEMnyO9/IPXsKE98vgc7yfHhXex2MOuS6GlzOHgITvkns4y3Ueyzvlc3n+1b2WuAOhQleRCngrqGi1o+4t0ceLP5cARj6P7+e72ctLPku+r5zLvZx5r6zL9+XPKmucRWkYIVESHuLeMt5DiBjv47FSKv8/7i8qmVrVq6kdxCJjQlTwjF+YDRrDGHzn3iWcGStRjRytsROBCtVKaKgvwsP9ERkZaAnA65Rg7eLSxxIfIWC+dnNZ4ykMzBMWhAkHwSKKpXjNFIEkcyTMFqDEcjZHqgyxiIgAxMZFwHW1C1p8Vx8P73rh0yfuB1H4F6gY1YlARkGlMB9FbPut5nwUFuRBYisya6WSibxcK1iyMnW2lwTxRaEIVAgUAY3RDSZQUUH8TPYlI1RykZVdiOzsIu0GyyhAenq+UitWxcIYS16xK4xuMaVe6H5KykYc29HHZ8DrzgvUrFwVx0+eU4abtRXS3kXqXJg9xqJEMaLKuLJppaVvF908hAqNNHdAfJdRiMDgKBw7dgqjRo1Do8bN0KZNOxXHclm+BoGhsUhJz0VgSBTOX7qO/gMGK/dsjRq1MW7cNLh7XIB/UAySUnORks4Kd3YVJkC06qALj59lHNydUWW5sdHm3ygUWeNMiHCm0ioJFP5sJYcAVOAivwd1ziwvFS/RBYrsqsy4UkBoNPyDoxRUgsPjECnB9gRpxCipwCbEmhNUH674xCT4+Afh9LlLWDB/GVq3bItqlSqgbYsGGNK3I0YN6oJxQztjzOAOGNC1Jbp1bIrW7VuhXfueaNJhEKq2mwab71xh224PbJptgE2DWbBtvRo2TeajTJ/jsB18HbZDLqBS4wFo0LAZGpb+Fq6lu+GnYXNx6do5XLl2HpdvXsCNW1dx/TbTe6+pGAjbnbD5otfDW3jwzAuPXtzD45f38cL7Cd74PcdLn6d47fsMr7yfqhiAXyALCJ/ije9zvPZ7gaevHuLp64d45fNM+fhpvMXYP3zipdSD0QDKNXbXkGPONPZi1MXAykyjKYaV9/LYaGyNxpXXZPB5Oeb9/G408PK8vEPOOctnGa9xnQZZjLFSKwQS71egYQbYS/j563oUPivP8zMJWg55v3xf+flk5rp8vnwnvkdqcrgmg/fxd0Foc6YAUOdck/iKIQVZvju/798dyxrnUv+/MRVChUVyx9wOwZzEfRi81V8ehIoKtEcEF8dMolhrwsA7uwdb1IpWKQSOP2jQjVAhPLRC0YF2q9qI+Cr4bjJFgkOuCzwEKgSLqBa5lqjWqFCiFFCUwjFFqiyxqLhQXLh+Cq1bN8T506fw5fOXvyiTDx8+FLvCBC5arRSiqKhAQYQwkUGYyLAqlizk5zEjzAoWrV6sacd/5wbjmhEqApssFlWywSW3X83IVQolO0eDhUF7phmnpzPVuKDYDSaqhRCRIYqF9R+mxBwkpX/C+DFTMWrYWLUZGH3/DCYLUDirViyW5pQ0uOovdUvmFoPtiam5qi4lKCQGJ06ex4Sx49GwfiM0bvwd5i90wanzN1WBZd9+gzB8xBjs2XMAPbr1RO1addGwYWMMHjISh4+ehm9AFFjdbn5XoLoTs9U91QiLKHnMJpOEAGGgIMLZ0sqF5yrbrQRsjAAxgkWOBSoyU60YoWIEiRwX/w5M2r3F3xczvdjh2D8oEoEh0apYMSrODFXImJCE6IRENWISEsFeWvFJKTAl87l4PHn2Env2HcC0GbPQtl0HVK1aFZUqlEWzxrXQs1tb9O7eDv16d0WXTm3Qs1sbdOvYCj1790WzNu1QqUZX2DeeBpu2W1C600HYNdsEu2arYNNsEexbrYN9/xtwGHwftsPvwW7Ebb4TtIUAACAASURBVNiPfgjbocdR47tOaF29CVbb9MNOu2E4vnYnbj28BU+vqyp4fvcBQeKJe4/v4MFTbkh1Hy/fPMYb32d46/ccfkF0y7DdOtUIe2JRmbxBUKgPQsJpxKggmMrLa3q89n5iuYfqgeqEWVgExd+rCxWztXQvF0NpNK7ithL4iBHlzPvkXjGqokRohOU6Z3k3Z94j5zwWwy9rMhvX5R1SZyLnfJ7H2hgzTfcV/AO4ZjX88j5RKjznM8afgeeyxnW5ZryXn2WMO8n3E6jI70DBxQgawsYQnCdQjFDhNTkXtfK/hgrBMnHCaJjMUaqhI38Q9tEKD6c7S0OEwXYdI9F9uAQ4XI9gt+AIphH7IyoqSBcq/kegaAXC2Iq4sMzmKCQmRqtB9SEA4ZyYGKmGrBmhkmiKgjkxWn3vOFME1IgPR6wpHDe9zqNHt1a4c/OGUioCDlEkJV1h1uuFeG+BCt1YVB1GsAhQ9GyFihUsVC/WFGRjZpgRMARJTnZWcV8y1ZuM7WGymU6crdOKs3KRk1sEgiUzkwWRTDO2KhYCRaAiLrBisNBAJ2YiIDgO/foMQFk7JzSsWQ++/iG6lsTQmNIKlXdq3xAaVBrglLRcpLzLU1sRHzt2EpMmTUe9Oo2UGqlZrQauX7+D8JhkZBb8ovpped19gvp1G6rr5ctXwpBhY3H46Cn4B0UrKCVmFKpdFeOSMlXQXUGE39MydEYZYaK7Myda6nFUbY6xY7NFgQg0jLOAg2tyTIjIeUn3F88FJJzF7SXQ4Tn3MQkKjYFfYATY4obnqs1KAosZzSpeEh3PeEmiAglnH79Q3Lx1D9t/3KXqb2pWr4aK5cqiasXyqF65Apo2aYzvmjREpw6tVfyvWYvW6Ny9Czp17YD6TZrgmwrV8U2NDrBptAg2Xdxh0/ME7Fqugk2HnbBpOAN2nXbDdug9lBn+CPZDn8J++APYjX4B24lPYDvpGRwm+8Km+y40aNgaM77pgUM2Y7C74nDccDsNr6d34EU18uwuXrxmsaFWHH6BrxEcxk4ZdMfQMFJtcLtvGjmqglfqODiMwOBfx74IjSA46JphLJbpvd4IDvNBWGQAQiNYHM1zX5WdxRRaGjzaF84ECocYRWWcDcaQRlLuEYPJDh1cEyMsBlSMMA0t1QAVD42wrPN+fi6HGGO5z7jOa/JumeUdch9nrnHIu7gWFMz2VQz8Mx1ag4PfQcAj93L+u8/h58l75TPlexvPje/hu+V38J9m/u5KqhYBi8BEoCMz1/8X7i/dvbj5d00QFPwa0XFB6h9UaKi3Uh2sZGetSXiYDsQzThIXG4HYmPBiyCj1EhFgAQpTewNVzEQH5a3pwDolmLEQroVaXFx0dREkVrAkJfFYw4THycnR4EywCGiSEiORZIpEojkKJkuqMd1grLhnAP/Zszvo17MDrl48j58/f/6LUjFCxRpPYdylsNjtRXDQJUVI8JiAoFrR7jDGV76GSl5uBvJytUopCRbVODIttbgAklBhxT77kUmzSwIlOztXDaqVjMxs5OQWKrAwYE93mEAlLU27wlJSWBxpgEsStyVmvIUxlWy1EdeYURNx1OMsmjdrgZ0/7kYat8xVUNF9vUSx0JirGMm7bOW2cnM7iVEjx6FVyzZo174jVqzZjIdP3mLRouWYNnk6fHxDcOHybbiuXI+OHbui6XctMXT4WOw7cAyvfEKRlF6IlIxCpXBU+q9Zx0eoRrQbi+nPzF5j5T37hWmloiDCGhzW4qRkqVEMFtbl8HmLejECRcBBmBiPjXAxQkWO2cuMx7xP1ggY7gtPF1dIeIxKDVbtVBKSlAohOKKYDpxAqCSqGpS3Pv44cvQYZs6chaaNGqNKpYoo52SPqpW+Re26NVCvfm3UrlMTVatWQd16ddVeLx0790Dzth1Qu3EDVK1RG05la8G2aj/YtNwIm57nYNPLA/YdNsC+3Q+waTofdv0uw3bUY9iOeIwyo17CbsxLlBnnizLjfWE76TXKTHgL24m+sJ/6BnWXRqPeyG3o3WE09rf6Hjd7bcPjNcfx4ulD+LJ/VSD9/M9UjIRxkqBQQuGtAovETQgMgkEGAUN1wnYpvgEvLXChC4bDG+FRjGlyS3AGzDWMODO+wiGGj4aO6oOAEEPKc+kLSIiJKtKKR7t5eI8AhgZX3iez0fgKBOQ+zmKQ5ZoYdwbgJe5hfAefkXM+w3MZPBdgcI0/vx+VXYBOMuAar4tLz/iZ8rnyLvkMzn93LPdxlu8h98osvwPOCiSWpr5q3ZLVJXAxKhIBicwCmlIOTmXVX4gq20vVq1gaSP5NFb26p8S6nZ0drl46DXNiOAKDXyEo6A0iIwIVKKg+qFro2tLurHALVIKL4yiED+/jddVSxdJmhcWNzN4ShcG4igxZozohRIqBkRSlIMLrXBOoCFgSEwmYKJgZoGew3xJ/YdBeQSU2DE8f38aMKeMQGxmt9tdWMZWiInx4/wHvi6wpxR+YWlxYpAeD9IY4Co9FmTAWwkA6Z4EMr0mMRRQJ61kEKJy5Lu6udLZtYXYXty/OzChucEmwWAebXOYpsCjFklWAnJz3yM4pQFYWFUuhiq2oFOO0PKS8y0Uqa1je5SMlNU91JWZnYhkM2Cek5OH+4zeoWrk6BvQegNRUqhg2n3ynDPe7rCKkpBeqVOLDh90xbvQE1K5RS/17Gjp4NF55hyDGnIHsol+Rlv0e+w95oKy9A8o5OqFm9dro328Iduw+hNc+oUqRaJDkKpcWXVtsLknDzSaSDL6roVxYOoZCABASolAIEEKHmWLmVA0QXjfT/SWKhfdYAvf/CSwCCZkJDFbbq2aS6ljcYIRJuuoRxgJOBt/DouIREZMA1bDRxFhKolIiMaYkxJiTkJDMos5kPHj4DFs2b8OoEaPQ4rumqFW9Mip+64AGdaqjYf2a6NCuBTq0b4UWzRuhdYcOaNepI1q3aY+G9RujSq06qFCpCr6pVBXOlZuhdL2RsOlyEPb9L6NMdw/Ydd4Hm++WwKbNRtgPe4AyY17DdvRLlBn/AmXG+6DMBF/YTvSD7SR/VJsfisZLo9Bvuxkjj+RglWcRttz5Dcuvf8DOc0Fw3+uJ0KMv4bfiCnzOPdIB5hBu963rJHxoDINeI0C5t2i49LrAhJAJjfBFSLivUjACoZBwusK4zr/aWbT4VEFKA4qGlqpHG38aRBo7qg3OokIIkjCWHcSEKtDIdTGSVEQ0nPKMrHONx0bQ8J28T65xpgHnLAaZ5zT2nIsHFYUlBZhrci9nDnkfP0/O2e9Qu/W0m9Do8rI+b1VHhJZ8ngBGZr5fvqN8pvVz9DXjdT7Hc/lZeczvxnPjLL9jI0zYAUWgIusCFM5yrVTPYbNQo34H2Np9q4xB6VI2KM0dH2UfldKlVKD0fwrmL5w7CylJUYiIZJ7yawUSAkKrFQ0YOY9j3y7uZRLJXRkDVaA+LMzvqyA903+Z5UVVooERgcjIAAQHe6uUYbPZGoz/O6gIZHhNwMI1UTYKKAkRMDFQHxOMIH5nBupjQvD27WOcP3dcdR/mX/1svUJ4fCh6jyLVoqVABe4/EjKyXqCD8oQF1QihIjMBwWMBioaFVZUIfDgboWIES16ubr3P3SY5pA2/zFawaMgwYJ+RyUaY75Gb+1EF7CW2QsWSlp6PVFWhnqeC3clMw03NtcQ/WOXOhoq5SEjJRUhUCjZv24cqFavi+XNv5OT9rIDk7R2MgwfcMHDAYNX5t0njZtiyZadKM27RojV8/cJVdf21a55YsWKNKlhsUL8xhgwdhb0HjuGNTwjMhFl6nsoYUwbeEvQvCQ8ad1EQphJKg+cKJBZ1osBicHOp65b4ijrmtb+JrRg/Q2Ais7i0CBV9nKoz2pSLKwER0fG6GDGO3X6TEKPiJGa1T0qMSmlOQkR0FB7cv4vdu3ZgwphxqFWtBso5OqB+rcpo/V0tdGxdDy0a10SjBvXQoH5t9OzVDd27d0b3Hj3RvkMX1G7YBN+U+xbO5cqhYpU6cKzUCnZN58Cmz0nYD/OCfd9jsOtxDDYNZ8Ou1xGUGeUL++FvYTPSG2XG+KjzilODUX9RGOosCkPPnRmYejofmx5+woEX/8Su+79g3a2fsenmz1h3owib733Ged9f8MN+L9z3eII4d39EH3yOwDvP8ZbGNozGiS6UN/AJfKniJ+LeovuKsROZ6Rqje4vKg4okMia42MWl3V7stcW+Xdyn6bW6ly41GkcxbqJGCBIeq3W2e+KwAIHrcp8YS7kmYJH3yTkNKQ0tz2UIAIxGmse8T2bCRQGGLVbYbiXgjWqdz/b5YrjleaMR57t5zvvp7uIgYPR7rWqGaotQlc8zfjaP5Vy+K9/JezmXHMZ1OeZzJYf8/DKr35UFJAIUgQlnabUlCkXAUmrCUjcMnb4VbbqPQ4WqDVHKxtYCFzaSZMt7G6uSKaFSRLm0bd4csZFBiIsNVNX1oWH+ujeXBSyqpUqMpbkj9z6JCip2kUnmlzEwr42+rjUhDDhiYrS6YZaXZHXp2IpWJbyHikRUCc8JFZ4TLBo+2l0mUEk0RyI63A9vXj9Srq/42DAEBL7E8ROH1Lao3CqVSoVAUarEUovCYP3Hog/F68z4ovIgCMTNRZAYhxEePKYKETUiaoWzES56nbEWusx0u326vMTtVRIqck3DhyDSUGGKcWaWdoEJVFLYPyu9AASKggobM1qGgkpKjq58Ty1CbFIuOrTriFnTZmHvnsPo33cwqlWqgtrVauH7uYtw1O2UisNk531BUkqmcmnVr9cE9Rs0RvXq9dGz10Bs3roLr94Eqa7DbPBINSEuIxYjEhp6O2SZM9W5qp1h7zClMLTiIBx4f/FMFZKUUezuIpR4TUChgGXI+pJz43Ue/91QKsVQ9EiVwf1LWB8SE2dWKb5s1KjayHM/9jhucpWMhKQUBAf6487NK/hpyypMGdMPA7q3QO+OjdGtdQM0qFEeHVo2xrB+3TB2RF907EBV0hTdunZG8xZt0Kx1e9Rp0Ajlvi0Pe1s7ONjZwsm5IuyqdYF96+WwGXAeDsOvoEy/C7DpsBm2TWbCdthNOIx9Bdvxvigz9g3KT/FBnQWRqOMSi5YbY7Hixges8/yCk95/wv3Fnzj89A8cef4bdjz6Ba6XP2PLnS9YefUTdjz6A2fe/jd+vF+I7dcSsNPtPu4feoSE476IOf0cgY+YnvtagYXeCf/gV/AOfAWfQK1YCA4ZEdHBCjB0axE0ej2oGCxck3XGU+ScMRelRCKDlEIRkAg05JyGT445c4hioeE1XuexGEyZaYBpXHnOY6oCMbw8l2MCRAw5Z1EOTA+mUvG33EtXHd1WYrBLGniuc00/r1UdP0OGfIYGCiEm6cN/daHxXrlfvqd8rvFcjv/uu8j9MiuQGH9Plkyw/wkqAppiqExecQwTlrlhxOxd6DV8Oeo16wt756ooXcrW0gL/650fBSTGuZyzMx7dvYFkcxiCg3xAqAgsmAKsoRKkig8jIhjI90NkpL9SI6w90fUnX7dVkfRggYOkFfNc3FtGqBAcKSkxCiCiTowzoUKlQqAoFxizvxLCYE4IB+HC4kmmMfN7nTtzDFkZGZYWLUao6DoVBZX3H/ChsAhFBYUosigVo0KRYwGLKJWS0BEY/R1gBDbsJZZrgYqARMBClSJrSrFkW7Y6zmLcpRC5uZ+QnfcRWdlFxQH7jMwC1bZEgMLUXAFK8rs8HRxXSiVHdQjef/A4nJycUaF8ebXB1YlTF1U6cO9eA5Cd/Qm3PB/i4sUbcFm6Em1btketmvUxdNh47Nh9EM/eBKm4x7vMQhXAJxw0KBiL0IF97b5im37dql/FQ4zHJeIjBAZHggUuBBTViigWI1QEHAIMQoLHAjTj8VfXlNuNe6foXmRs7a9hwmB7oiqqZKZWXEIS4hPMiDeZYUpMRmBQKK5cvo4VriuwdO5YzJ3UH33a10b/DrUwbURnuMwajlljemNw7/bo3b0tundsgZF9OmN412YY1qkOOjetgqrfape0rZ0DbG0dYFu2Juyqd4d95+0oM9wLjqO8YD/4EmwaLYZN201wHH8fjhNfw36SH5wm+6GuSxSarE/A+JNF2Pvkn5h/ukApj/2PfsOeO59xOeRPbL79Eatv/Ywf7nzBhtufMe98EQ48/BU/3v8NI9wysPPxL9h86xesvf4Rmy9Hw+3YQ7w5+hTJ7j6IvvIW/q9e4lXIS3gH6Wyvt0Gv4RPMv7jfICTMF+H0RMTQNaVVCVWLgEYUjATlCRJutMfdWzm4rq/pzfkELuxWzmMZhAePNUyoWLRrLIjbaFiUB69xDybeK4CRa38HGTHUJQ0wDXPJoe5lHYihRoXGmVAxwolrhAjfyWPru/lO7UpTe58YPkOrF2uKshEe8j24xvcaz7nG93NNPkeuy+cLQIwzfydybgSLUiPBuvmvwKPkLDDhzFFq8vLDmLDsMMYuPoyR3+9F/3Hr0bz9eJSv1AylS9tbVEppDRilVAQyX8dedu/YirTUeAWM0DBf5a4ShcJKdh6zYDEmMhARYX6IiPBX6oNxE15T1y21JgQIgUEQGIcqWlTFi9r9pdWHrkfhsSiV5OQopKREF7u+kpNjwHgK3Wp0wzFjLCkpRsVsYqIDEU/1Y4pAWIgPnj+5gwtnTyA9LR1FhYyjFKlYCmMo4gIT5SJzEXuAsYMxK+8tqoWw4CBcBDACFDkX4HBdlAxBInUq3EkyO5uZZMzm0rtNSvt9AYnMCigM3rPtfnY2sjLYDTkfuQU/Iyfvo4qv5GR/KHaFpWcWqmaRqRl0hRWooSBjVCtp+XjrG4HvmnfEtJkL8MInGEkZRXj/87+wbv1W5SJt9V1LVCxfCTVq1MGw4WOxd5+bSp01cRfKrEIkvcu1xDwykGiIbVCVKDAwBsLtedWmYkwS+GuQnZCRDcd4XYZKHTbESkSBcBaIGGcBiXEudm0VN4hkKxZdjxLFtvTcFEsVLBIeyTCZ2Xo+BQlJqSrtl3uQvH7zFtev38TGdavRq3tXtG/9HVo0rYc+PdqgSd0qqFPJEaP6tMbYgW0wbEAnDOjUGkM7t8TIHk0wrG0FTO3ojAXdymBJbzvM7eqIDs1qo3rdpqhZvx3sa/WGTZddsB9zD7ZjH8GuzymUqTcdtv1Pw3HkXThM9YH99GA4zA2H87wolF+XhPb7UjHmdBG6H07FOs+P+On+e6y9mY+9T37DkZe/Ye+Dz9hy6wsWXfyg1Mmq65+w8PJ7bPb8gkPP/gXXK1+w/OonLL34Afue/IFtXh+w+sBz3Dj1DLFnghBz7CXC77xWqiIoOhD+od4ICPeBX8hbFV9hCjED8IQIYSGQ4EyAaGD4F7vHeJ9c43WrG43BdZ1iHBrBYDzdXswc01uLCzC4jbiAKiScykW7xAQaYsjFWBpnGlO5T2YxzGJkZRYjbTTaTBXm/ezdxXW+j0ZcwMJUXqocrsl7lcGnAQ7xUV3duZska0mM1wkLOZdZ3qGet4BD7jOu8fvKuvE7q2OVGPF1QF6AIjOfV78jQzd5USolZwJGYCJzqYkuR6CG6xFMcDmCsQv2ovfIlWjUagQqVf0OpW3sS2zW9fdQmTh+DN6lxCMyioWPPiqTiwqEGV3WSnga73DExHLzLClslMp3NoHUMRTJ8hJoGIFBlcL7CB1RMTLzPg4qFIJFz6JgCBFW6ofoNOSkGBWfYezGTCAlx+DpMy88fXIHXreuIDYiBB8+vEehgooOyBMiMiSewnOqFeUeK6SbTAftBSAER0mIGM95nwwBizWekqUC8axBUaDI0ucEiREuPBe4KBcY78/IVHUrefkfkZ//Gbl5H5Gd+x6Z2UVqZGQVIS2zwDKKVFEiFUtKWr4abL5o4kjO1jtAxr/Ds5c+2LXrIEaPnIAqlaqiQZ0GmDhuKtzdz8LbL1y1SElhixTLnvJsUKkAYHFNGTOylKpI0gBJStXQIDgEIOxILPf/p1ngwlkByhArEQUiUBGQECIqBZg1N5YYiU4NtuzUyF0aCZK4RO3eohIxpajkhBQG/03JCAgKxqMnT3HyxHGsW+OCBXMnY9H3EzF5bD/V6XdA306oU6sK6larhGYN66FNsyYY2KMdhvdojfFdGmJ0+28xpaMtlncphY19bPDDADvM7WKHbo2c0bBWddRs2BHOzcbDvo87HCc+hePEJ7DptgM2362A/aDrcBx1B/azCZIwOCw1w9ElEk4u4XBeFYU6PySgwy4ThrilYuzxJBx6+gEXfT7j+MsPOPL0M/Y/+QX7H33Bvkd/4OibP7D38T+w6HIhdj/7DT/e/RU/Pf4dP939jH0PfsWOx//GEcZbHvyGDddzsHLfPVze54XoY76IOfYKAbdfwjfCD75hbxAQ6oPAcPrpdSqwNv7+xbCg0RfDz2sCG64JdOQe431GCBmVjlG9RMVSiWh1I8AicGgYZaahFIDIOq8Zr8s9NL48lsHnOMRAyzrPacxlGJ8jCDho3CXQzvtkncf8XTFbjUCh24ypyryf7+F98l7OJT/LeI3Hxvv5/Xi/xGR4LvcYvyPX5WczzlxXUKEbzLJFCeGhVIvhnBAR1SJA4Vxq2hp3TF3tgalrjmPKKndMWHYUw2btQNu+36Npm5GoU787ypZvBDuHarAp48xqSR1rkUC+Jc7SqkVzRIUHqI2x2PaEMOGIiSFUWKMSgISEEJjMWhVIwaLEN6hCqFC020u7uDRUrDETwkPcX6JkBCgyU61Y3WAxxcdaxUSranqqlsSkaCSZo5DEjLCkSMTEh6pK4dDIQNzkFqb7NiM/P1NnfFncXH8HFK4V5hdY4ytULSVAQogISIywEZjwfh4LVGTOy8tVLjgCJCcnB+npkgFGBcOdKbV64TU1uGbZfVL1AstIV7tY5ufTBfYBWblFyGT7lpz3yKA7LJtgKURapoYKq93fKdWSp5VBajboDouOTkS/voPh5PANGtRtgqlTZuPCpRsICI5Sfba4J4lKrzVzm2DtWtLxEauqEDAQAHLMmfAgTDizvsU4y7rxfjk2AkVBpURGl8BE4PJ3UGHLmGh2EFYgYWdgvVVvcet5FjCy11liGiIi43Dt2k0MGzoU7du1Rp8enTFuRB+MH94bowd1Rp/OTdC6aU00qlMVjRtWR6tWTdCndwcM6t8eAzvWw9g2VfB9e2es7GaDbX3KYFd/W2wdaI8ZHR3Rvm5Z1KhSE2WrNofNd1NRZuB52E/wht3YR7Bpt1VVvNuNvAX7ac/gNDcCDgui4LAoFs6Lo1F2aSScXGNRZWMCBh9KwrKLSdh8JR6bL4dh1+VI/HDWG2eevMP513l4HvsHfryTj9N+f2Lr7c/Y9eAzZp3Jx7zz73Hk2T9wIuB37L33B069+T848/pPbPH8hANP/8DRV7/jx/u/Y//tDJy45YN7B5/DfCYcyWdCEPLsBfwifBAQ5oMAVW+iYydGWIjBJyC4TqjImoBE1IpAgTMD+7xOlxif5T08pxKhO4vusLBIq8qRd+nZGl8Rd5nMBIm4zWg8xaCKIRWDzXUxsDzWhtoKHLnOdYEF7+eQd8jx1zEZgojKhmnXnDUUqGrEbWaEhLyL8RU9jCAjnL6GGz/TCBUBiXx/AQzvk59dfhb5HcgcRMBY3F//E1QELpxLzVp3HDPXn8CM9ScxbfVxTFrujtELD2Dg1B/Quf8CdO4xF206zET9xsNQtWYH2DlVQenSDOaLYtE7Qzo7OeLOrctINkUqgBAs2u3FLsMMsvsiKTECAT4v8fTRPeWGkhgHwWIyRRVXx9NFRVWh3V2Eik4bJjgk8M5jGVwjKOjSSkrSbi+rWuG6rlfRYOE5VUwUuOWwr+9zJCXzs6OQYIrGS9+X8LxxGpePbEFyfAyY5aXjJtbYCiFiVCoFedYMMV4jQFgIyVkgIscEhri9jLOAhLPEX/Lzcos7HzMLzQgRqhdmeRE0CjbpacjMyFCxIMaDsrLYbDIZ2VnZyCv4iJz8jxaoFH4FlnSlWDRUtBssTxl3GnQOqhe/wChMY6+t4xcRHBKL1Mx8pDDY/o5px1mITniHkEhuT0sVYAm6G9xUJUHC4kQBRkpazldgEagIYHjOwfsFKGo2vp/7wkggXmZD4F0BRdxblhgJN8Nil2Dusqj3NkkqbjuvlEliGiJjzfD29sb+vT9h2MC+aP1dEwwb1Be9urVH325tMXJwd7Rr0RBNG9RGw7rV0bRxfdSvVwctWjZGi1ZN0KBuTVQtZ4c+je2xto8t9g8tg33D7bBnhC2W9CmLNvWr4NtylVCheis4tpoD+xEX4TjdB7aj76BMt8NwGHkTdkPOwXlmEJwXRsJ5USQcl3BEw3GpCQ5LYuG0PBb1fozFzLNJ2HA+FDPWHUf3EXPRqnNftOs0EK17jcHQ6Wux69RTPArNxd3QX+H2+hfsvPcZ2x99VnBxe/sntt77Da6XfsWex39g54Pf4fb8Xzj88k8cfv5PbLn3CzZc/4gdXr/h4NVo7D1yH68uBCLu8Fv47L6OYG9vBEfwr1saKf6FzAA53VQ6jiLGXoAhcBCwEBpULkaw8FjOJdbC9+hnWNNCoASBri95b1gkr9O9pu8TiKidY6NDLLEXDRteE8NpnGlcec5ZjDGNrxhqORYjLOu8l8baaLh5LtfFHWWFhQ8CVet5vXmW3FfyeQJH3q0LIzWE9GexGFSrHcZmjJ+v36NjNnyHvF9m43cz/szG34X6PQhU+HuxqBSZjSAxHpeave4EZhVDxQNTVnood9i4xXsxYsZW9B28FD37LkHnnovRvO1UVKnVBbb2FVCqVJm/ZIXt2LwOqYlRYJyC2Vo6VhKMuPgQVbiYkhyNm1cuYvvmTQgIeKWgoRULYyQ6iM5zuqikqFFmAkagQihIrYq4vDhroDBYLwF7DQ8NESts9L18RwRCQ310LCYxBkmJMYgxRSM07C08T+5Abmqyrk+x7hB3yQAAIABJREFUpA5bA/Pi7rKkGhfQPUa3F1WKViWECIeAQwEin0DRRZCyLmpFZkJFH+dAdphkl2S1q2R+vpq1u0sXP7J+Je1dKt6lJiM1JQmpKdxmOBlZGanIyEhFdiYTDt4jt+AjsvPeF4MlK/eDQakwvlKIVJVqTPcXN8TSG3txIy0G8RloT8tgW/ps1SLflJyu60FYfJjIbse5MCfnwJTCQkSdpcWGkapmxBAzUe99l6ur7pUyyUVSKsHBNQ00QiQ1nedcJ9w0WIrhot6rs8NUbMYSpFdgUW3ude0IYaIUi2UjMhZrMuDOFvMJ8Skwmd7BlPhOu7cS9Ta9cQlm+PkH4PLF87h4zgMrl8zE9LH9Max3O4we1BM9OrZGg5qV0blNMzSoUwN169ZG8xbN0blrJzRq3ADffFsOpW3kDy7OZWBbujRql7PBkBa2mN3FGf1a1kXdOk1QuX5PlGnnCtuxXrCf6Q/bkTdhP+QS7Aefgt2oq3BcGgGHxQmwXxwDB8JkIdVJHJyXRMFxcSwcXWPR7MdYzD5jxhoPH/QcOhd1m7ZFg5btUa9FZzRo2wdteoxG534T0KX3aExcthU3XyfjQcSvWHMtD8MO5aP99iysvPUJ+1/8C6fe/onTPv+FAy/+hd33f8PeR7/D/fWfWHf7N6y8/gVzzn7CFq9P2H82AF7XAhF7KQhJbn4IvvwYQf5vEBTyBoGh7FDuj3BWxkcySP61khCQCHB4ncF8HajXICFEouNC1eCxwERmqhMNE76b1/k5EuDXILOCRmePhXJ3V0slvlGpiPtLIMJ7ZE0MPIEgEJE1Mc7Gc6mLYR2KXJeZRpxqhUpEqZYAC4DY6oQt40ukAvN+DRGdIixA0anGdJHpYYQKd93VCkjeyc8QN5t+D7+PfCd+pvFYfj8CGfW7IEjo+uLWJSFf79hLuBAm4gYT2JSatvoYpq52V66vSSvcMHmlOyavOIqJyw9j8tL9mDxzI/r1X4CufZaga5+laNVuCr6t3AKlSluywyzur8rlv8XqRXNhjgtBVLSoFMZNQhAfFwxTQqgy+mFh/qqFi3ZtERQECpWKpSDRkp3Fc2sLligV/5BnJPuLM9dkJCVJCnEsEhMFLAITusUIGQbt9TMCG1UUyT5iSdGINUUiIioIl49tQ7D3a3x8/1G5tqQuReInMuuYCqGilYkRJASHKBWmBetjBu91urFc0xDRsZXitGTGWrhtsWXTL0LFGkdhxlc28vLoAtM7STK4z2p7vX99MlKTzUhJSUR6aqJyjQlUCJbMnEIFlPSsQsjQUCmwwKVAub1ozAkRUQkyK0POQDv3Y7FUtKvq9pRsSzwlS8HFrNQFYyOEAkFFaOiYDWduwKVn4zqPrXCRz1eKJVXHWdTnW+IoJvU9dK2KZIAx+4sNJgkZpiszZhIXnwyTio0kw5SUjAQzt9TVPbZi2VY+NgY+/r44fvwAJo/rhwnDe2FYv/bo3rEJmjWogbo1qqBpg7qo/I0T6tWqiq7dOqJV2zbo2qs3uvXqi0aNm8Le3vErBV/apgxKly4FG4LF9hs4lKuEeo1aoHz9gXDqtgYO42/DcVYAHMffgeMkL9j33AXnSV5wcolH2WUESCwcFscrRUJVwiEqxWlJNMqtT8T4Y4nYeCUG3UYsQpsOA9CsfU+07jYYw77fgplbLmH+Lk/M23IJPYbOQZteI7H32DU89s/GBe8ibH/wG+ac/gSXq1+w8dYv2Pv4D2y+/QU/3fsdP9z+Fbsf/oH1Nz5jxpkizL/8EUsvfcDmx/+A6+VMjJm1F+e2XkfiMX/EH36JqJfBCIryRXC4N0KoUEoE5QkHAQwNvvGYUNFqhHDhpnyhYJNa3meMqQhU+Kw8L2qEcDG+l89pl5moGUJFqxDjMyHhOntMDKkAhbOAhAaexxxiiI3GWJoxSiaXBoIFGiUMNwHFID4HVYu8zwgV7eLiNWtcRa5ruFCVsJWMuM+0euE563s4+Kx+RkNEYCI/U8lz3strRrDwnHtgce8r9mxUxxaQyJbwolCMYCk12fUoJiw/osZEVzcFl6mrj2HKyqOYvfIgli7fhqkTFmHwgLno02s+2rWfhkpVWqIUtyC2AKV+nToYPWQgVi+chZCAVyqQHh/PYLxuVa9jJTTkEu+wtk5hbISBdyoUGQQK3V/aBaZTgbV7S7uuCAUCwQgHnstITo4tdnlJWnFiIgP7oUhM1C40eZbnCips25IYrfaz5z/qq6f34+junSgqKFIuMMJDXF6cJY5C2Ki4ChVKUT4+vC/8aghkxO1VkK/hIuuc5VhUisBIbUtsgAmhInDJYcU99723VN9L+rFU4Wdy7/q0FKQmJ6hKfEIlJ/+DUisZ2QXFMJFgvUBFMsFo7AUqdDeJcS92PansLULFUtHOKnaV+ssGkgzws7V9rgIKCytLQkU+pyRoBDZ8Rg+CrcTnsziTn6syx6wzv5tez0ScKR3c4pgpwabENCSy3X4y971PQFhMNKLjTHj56jkunTsJt0M7sXnjMowfMxAjh3bBhJGd0aZJbVT8xh5VKpdFzVrVUKVyRXxboRxqN6iLfgOHY8HC1Zg6cx5ate2Ist/owmH5/0CQ8NimlA3YsaJC5cqoUb8NnBsMhH2f3bCb/gTO83xhP+s5bEddgX2PfXBY4ANn1wQ4LjPBYZFJA2W5SZ8vS4DDsng4Lo2Dg0scnJYlwsElHtU3x2Px+VQs2umFNp2HolPv0Zi0bA+Wunlj5a1sTDuXgeWeOdj7qAg/XonBsGlrMHPFDpx7HIX4nP+Ls2/+wLa7v2DPo99x2u+/4P72Xzj45nesvvwrdj/+J06++T/4wfMPTDqeiylnfsY6z9+wzut3dNubh3bLXuCng164tuQcvGddRPhmL4Q+eIOg2ACEslI+wprlJWAQEIjxJyQ4CBStVEJV+i9TgOmyknRkPif38lneL+/QMNGpxbzHeK/xmfAoDSiqKIGKni2FlGHWdRpWo4GlASYoxBDLTEPMY22oCQAWRMp2xhoIco/MhIq4wiTOIu/gPTK0O0tnjfGztRvMOGvXF5WKHjyneuEzrPrXW5HId5WZ31VGybWSQOF1pVAsYDFCRVSJqBWZCZlSU1yPKXUyZZUHZqw7g9kbz2DGhhNgAH/ZJjfs3nUIq5csx9I5izF78kJ07zoSlao0RJkytrC3s0Pj+vUwc/xYrJg7A3PGDMSj2xfxLo1GPUJtNSypwoyLiNGnQRe1IVDR8RPdyp4xFiNgqFj4fEllYnSH8Z0CkJSUOBVf0WuEDRURYzRUS4QKAafdaQIXutkUVGKDVND+9hV3fD9xNLIysvDBUOhIgBgBw2MFFu6lYomlfHhfoMDy/n0B3hdpVxlBwetGcPBcBtWKqBTOKq6Sn4d8i+tLVIqCSj4D98wI000oBSjGdOTcrDQdV+Fe9unpCiiiVhisl0C9UalosLCeRNSEdjspkFhqRYzHNOAsOuTQBp5gscDEUqEvQJFZYCKz9bP4mcw+00qFQNNpxlopCdT0TNAQWLq/F+8j0HSDS7q42En5HZJSM5Gcxv5gGcrlxX3dA0NDcO/xQ3i4u2P21LGYM2UYZkwagG7tG6NWlW9QtfI3qFmzEurUqoqKlcujZv3aaNu1E8ZOmoTla37Alh1HscBlFdp07ABHB6fiP6xKK4iUUqn3pUuXQcVKVVUrlZoNOsGpxSTYDT0Ox3n+cFoaAadFvrDvfxR2wy7DeWEwnJm95WpC2cUJcCA4lsXCYVkCyi5OVLPjcjPUcEmAo4sJZVdxPQ61Npuw6mYWJq08ia59x6H9gKnYed4HW66nYcaZDLTdlYUWO99h2qkc7Lifiw1HHqLTwAnYvO8SYlN/xvOoX3D45S/48e4/ceDF7zjy7J846/3fuBrwb5zw/ifcXv0Btxf/VhX3VDEHX/0X1t3+jCU3f8Gae79g43Uzju70xDPXq/Ab7oZXC08hxFvHMwQkNP407pyNQ6sIq7tLbfMdF6ZarrBgUqsVrWCM8RYChbAhPPRgwD4UfEarHa2IBC7ymQIY+V4EigCJqsQ4aFxpUAUsNPQCFQ2Qv3MhiZtJB9EldiKQ4Pt4TKDwXXwP7yFYOOS6/ix+HrPHdFoxlYd2e4n6EFcWocbP1UDRQX8NG6nS10DS8ONnyDCCpeQxf35RbKJSOBMqdIGp4L0hvkKQGCFTasoKd0xbcwIz15/BnE3nMeeHs5ix/jimrz2OdTtO4aTHSWxfvwqrFszEJteFWLlkIaZPm4GRQ0dg3IhRmD9tItbMm4lFE0dgUPuG2LN1JdLTY5WrKTpKx1boAhMgSJovgcA1SQ+WLDDChAqF3Yt5LC4wUSoSnJfnCQUjrDS86OLSacWESGIiXWzsIxaK5GTCh89wXcAigfooRIS+QVxcEJ54nceO1QsQFhyMjx8+4SOVisr00kF5qhW6wAQyH1Udi+5UTLWiYFJEuLBvGJ8lYHRmmKgWAQrPFUQsm3kRMFzLz+cmX5aRW/JYu8CUYjFU50uNS05WGnKyGbznXvZpKpai1Yq4v3QGmBEqxkwwMe7FcQyqFYNioXEXY053lFIJNPICE0sRJeMxolKMqoRQMQJFn2uo8DMlgK9jKlZ48HOTU/lOus/ylDJh+/14UxriTelIStEB/eQ09ilLgo+fLx49fohrVy/g4L6fsGHtMgwa1AM9erRH107N0K51I9SqUQnVa1ZB+YoV4FTWDnXr1kTnrt0wfuoMLN+4BXuPnsCOI2cxccsJNJizB/ZdJ6N01aYoZauhQqAwccWmTBl8W6UWvmvdHbXbDIZT+9mwG3kRzsvDVLqv/axnsO+5G07TX8B5fhicXePhSDeXiwnOy0xwco1TysRpaTwclprgtIyASYCDi0lBxYnzEhPKrUtG2RUmVNtkxoLLqZi19gJadBqK6Yu3wu1OLFZcysJaz48YciQHw08UYcH5XFzyf4+TD5Ox7fBlLF69DwcvvIDnqyQ8jP0Te5/+hrXXvmDLvX/gyKv/xoEXv2HJ5Z8x/+IX/Hj/H1h163cMcS/CrIsf0Nv9I7odK0DL3blYxOC9+z2smn8AZ2a44enUs3i5/aoymGx7FMbygmKoWFUE1wgGDRIdO9FKRRc/ijtMgGCESElwUHmw95cOxuv4jUBMQCIz30eocDAOI1AhYAQqNKhyTmPLdRpiMc5GSAgI/NgS/iuVoc/lOQGSnPNeHnMIWAQ2XON1+TzChRub+QW9tLi0+G5f+AeKquG5FSo6xqI/X+Ir8lnG2fgduC5gkZ+ZvwdutKhAYlEqBItkgkl8RYAiM91ipaat8sC0NccxayNVyjlMW3MKk1YcBWMt63ecxtmz53Fs/y6sXToHPyz/Hns2rcDebRtwYPtP+HHNamxaMg2u00dj2uDO6NOqJiYN64HEhECkp8XCzJ0Z1W6N1saQGgIEii5w1G1XrDEVtmthoJ59wQQqdIcZwcF3EB4SxNdZX8z8ilFr+l4NDoEKlQoHgZKSosGi30O46PcxvTghIViBzvupF26e3IaEqBC8//AZnwrfo+j9e+Tn5inX11+hot1gAhmtYN6jWLVYoEKQFEPDsCsk1yR4r+/JUQWVzCzjZ7JNi5p5zDqVv3F7CVAYW+HGX9yqmMcZ79JUL7Ds/A/FLjBjarGAha4wOX5nKYrUgXUdyxC1QIBolxR7hHFoo68D6nRb6ap8BRRLGxgNFB0rEaCw2FLAYlQuOmifq/qTsUeZzgRj4F6DJDklF4nM+FKZXClISExVqoTfjw0vo2NNePzkKfbt3YbVrtOxaO5oTBnbCwN7NUP7VvVQtWp5VKlUFjWqfYNKlRxRpWp51KlbB11698LU2Qvww7Y9OOpxBgdPXsDaA6cwZN0J1JrnDvuZh2A/2wOOs0+h7Fx3OEz+Cc4dhsHRzhH2dvZo3LwT6rabiHL9NsF+1iM4r0mEs6sJtuMvw37weTjPeQvnhaFwXpGEsq4mdc2RLq/lxpFoUSUmBRMCRQ0LXByWmeG8PBmOqxJRYWM8RnokYdVxX7TuNgbdhkzGhKX7sN0zEy6XczHKIx3zLxZg+4MC3A39hK0eT+F+5TXcLr7ATncv7D79HM/Ci3At+HesufULVlz9glmnP2LHwz+w7cG/sPDiR+x5+gdcbn3B8JPv0XxfPupuy8SoE/mYdjwF/fcmo83yu+g8cgVGDluMWUNXY+W4jXjx6CVCVBW7H8Ij+VevH0IjdRoxDTzBwAauAhUeG6HC61YlYgWFrBMOvM5nRMWo5IAoVvDrNGOCQYoiBU58Rh9bwcH7BCLyF7r8lU4DK4ZYDL0Ye56LYWYMxOqe8kGASv3VnY3lPrmX7yu5xnOBi7xfZrmmYyRahejOzlqlSLYdYUI1o6HCXmb8ThJrsULM+PPI9ygGCV1jBAzdXpLtZVEoCijq2KJYVPDeFyEhfpD4CjdlpGIpNWvDCczadArTN57G5FXHMX6ZB8YtPYKJyw5h9VZ3XDx/EVfOnca+bRuwYcks7FqzFEe2r8ehrWuweclsLJk4FHNH98GYXi3Qu2U19GpRE36v7iArI0Ft90uVkpBAqGj3Ew271dBz0y1es0JFXF96J0cNDg0QHmsAEBpULkwDJliMUNHHXNNuL6MyEXXCa9pVpt1gVsUSCW45HBcfhuCA5zh/cA0iAl7j06fPeJ9P9VGEvJxcNQgVYyoxzzkkxkKo6Gp8a2oxYUFwiAvMOPPYGkthkJ6QyVcAI0SUcrEoGqO7y3hMqEhMRTb9kvPMjGzk5r1X6cWsWeHIzOHQisUIFIJFx1qKlGGX9F6lEizpvfo4V1XMC2xkViBKy1eqxQoODQe+iyqIEGHvsZJQ0RlousKfQCHc6JbjM0xFplvLZEpFYtI7JKelIzkzC+b0DETExeHpyxe4cPk8Vq9ajLEjB2Bg307o2bUFmjeuiab1KqNJ3UqoXuVb1KpZE9WqVkaHDm0wZvwouKxbhe0HD8L9zAWcu3AVHuevYaPbJfReewoV57rDfrY7HOeeRdl55+C8+BycFl+E/cyjKD9wGWq2H4xaLXuhXIthcBy4Bc5zX8N5ZTLKLvWDwzAP2E97COdZL+C0NFStO60wo3i4Jii3F11fhI+zqxnOrhaoLDdrlWJQKkqxuCbDaXmCegeh1XiHGYsvp2Dm2hNo3Lo/WnYegWlrPLD9RgQOP8vGTf8PcL8Xh9W7r2Liwm346dhdrNl7GTtOvcDec764HViEuxF/4uDT37Dr6W/Y9OAf2OD5GT95/YH5537G9BM/o+/hAnx/+RP2P36PGWeyMHxvNCq5vEDjHYno5VGI/ituoF//uejRdyYGDfse6zcewK079xERE4yQMG+EqjiGjrHQsDOzizCgAjEOXpNzUSScBQqiWHjOdXmPFRY600sUCGMzvGZ8B59lfIX3ECZyrygVAQqNr/pr3RKDEGP8n2dRC3Rtfa02jM/QgBuBQcPO61wTV5gYe3lOZ3DxPkJOw0Q389QuN3GNCVAELgSLqmExqCh5p3EuhkoY3VveCA5+q7rN8zgkxKfE4O6+HFz3Rgg7HhhcYQoqczaeUnUqk1n46OKG8cvcVErxlBVH4brFA+fPXcSta5dw7sQR7Nu6Fltc5mHn6kXYsGAS5o/tgykDO2JUj+bo36YWun9XGc2rOeDEwa3IyUxAYlKUKoA0sajRohQIFbqjaOBp8KWWRdxZNPhGFxfhodVNycB8tMoYE6hY3WQ620uekXYtMnNdhgYPVYuGkHpHAneBDEdYpA9O7nLB64fX8POnz/hYyFjKB7wvKCyGibF+RUHEknosYNFtW3TNiqgQqV+RcyNIBByiZNj6pSi/EHk5VveYxFuMs4CFMZZMtd+KDuCLmiFsGFfJzStEfuHPqmaFqoVAYWqxgIVxFitQdCaYVixGIBAKehAeEsxXQHmnixhVphavGVxffMaqOujeyituZinKRakV7veSzvRlfr4GCVvts3bEnJSG5FTWuLB/mBnhkaF4+Oge1q52wdgR/TBuZE9MHdcbIwZ1Rp3qFVG1UllUKu+E6pW/RYPaldCpQzP0798Ls+fOxpYdO3Ds9Ckcv3geJ65dwbnrN+Bx5SZWH72OLmvOoMJ8dzjMPwPHRZfgvIQurGtwdrkOhzknUH7kGlRq0x8NOg9BtT6L4DjpBJyXhaPsqlSlTsouC4Vtj20o02UNnBe8hPPMN3BaGgbnlSlwXpOkZqflaXBcmVgMFYLFyVW7uorViagUi/tLQ4XPUNmY4bgiCc7rzOh0MAnrb7zD1HWn0LbnOHTpPx79xi7HyBk/YOiczVi2xQPn7npjy8G7+On0Sxy5HQ+vgFw8jP4VFwL+hR0Pf8UGr39g2/3fMe/yz2o+8vLfOB34f3Hs9R9YfDkPB17+jGHbg9BoYyx6HsrDoFOFGHMqGeN/eIJJc7biiMcNrFxzAFOnrcOAAbMwa+4qvPLmPikBCFMpv9q4EwzcFE+AwHMafaNSERAIODhzTQbP+ZxVqRAyOrhPSFChaKBY302YaLcXVYqOGZSECiEiQ+AiYKERpvGVIedW40yXEwPlhIt2bflbakzk/K/PfK1aCBVW1zMz7Ot7NRyYvaZBQVWis7x0PEWC9X+dGVsR1xrVUElgyedoqPojJOQtgoPfIDj4tZo1WN6qdV7T54SNZYT6FisVgUupeRvOYNpqD0x2JUwOY6rrUcxY7YbZG05h2dYzOOp+Gtcvn8WFsx446bYX+7etxQ8us7By1hhMHtgeAzrURI/mldGihh0aV7JBNdtSmD66P1ITI5CcGoNYtkFJ0ApDKwIWM3IQLtZ95AUk2tBrJSFgIFhYJW+8xpoUQkCgwpmDKcO8V541PiOBfF0MKYWS+plkus64iySleEwowmODcMXtBxzbvUG1wX9fwIyvIhTm5Re3ZTGmFYs7jLMApmQhJJWKQMXo7jIeC2y4VsB+YvnsgJynNuYiJAQ8MgtQmAVGqKgYi3KNWXeRJFTS0lKRk52PgoLPqhdYlqpZ0UARqIjrS2ZdaU/VQGWhVYMVKAziW6EiKb9awUhdCWGknxWgfDWn56viSsKkOPssLR+p3IJY1Y8kI8GUiKTkZKRnZCIjI0f13nr75jU8ju7B+uUzMWlwF3RpWQ9tGlXCmP6tMK5/c4wZ0hHVqjijapVyqFO7KgYO7oclqxZj5+HdcL94BqeuX8Hpm9dwwfMWrty/j9M3b2DD1u3o5boP5RaeguOSy3Badh1Oy2+h3CpPNQiYcsNXY8Cs9Zi2fDN6Dp2Myq1GwHnMITgueQUHl2g4rUqG89p3cF5lVpBxXhQKp8UBsBt+DvaT78N5+gPYDjgG59mv4bQ0EmWXhiqo0JXltCpJqQ8HZny5WALzEqBfblEwXCdgXHk9Gc4rk9B0XwomnojH5ltpOPggFZsO3ka/UXPRY+xidO4zHrvdb+Do1VfYfe4lbrxKxqW3BbgZ/BkXQ/6FOWdy0W1/PmpuycC4E/m4EvBv9DuQifo7CjDrXAFcLpjRdlMoaru8ROdDGeh9OB/Lbn/EjmuxGLf4ONZsvoiT1x8iMNyMuJQsPHkbjSFjlqJH/2noP3QWvl/gqpRApKVRZLhlVjCI+zplWIBBg08ACGwEHgIWAQ2zrKQyX1xqun7la2VivIfHNMK8X2IqrF8RF5i4wZSBDbMG7wmSkrDhGg2yMtKWPl6iOqwpxjporw23FUo8l1H8jEGtECysZ5H3izrhdydU+HPw83WmF7O8WEcjrjErWIIYxLds+esf8BYBlpYyhAw3F6M60t9N/3whjKFYYFGsREKoSujm8imeuVUJ10JDfBDMfWlC/YvBomIq8zecxuy1xzFtlRtmrHbH7HUnMXfDKTUWrPfAjr0nceHsaVw4446zxw/hxOFdOLJjE3auX4aNS6Zj9uhe6N+hLnq0qIq+beqgX5sGGNe3I6IjvJGawjYokYhPYDGjhoioFCoVwoXGX4L4RhBIQF8DwmL4LTs56ms6GK/jLfpYQ8WqVPg+eQ/nr8FEdcJKew4CJtayG2QYomNCEBcfAfcjOzB+UHe8evIYXz7/qoLvdHkpQ5+Xr9xgChyqUzG7FVsD9+IOU/dbMr+MUCE8xB0mIOH5X9ZYq2JxmRmhIkpFWuhzn3pJMVazZUtjUSu5yjWWi/yCT8jJ/4Qs5QJjlb1VqaRn5X+VFZaW+d7SwkXvvyJwIVh0MJ3QYJxDn1vdXwKVHCRbYiLqWYvC0e+hW6tAKZK09EKkpuXDxJoStpWPTkCcOQ6JKWZkZWfgXVoK3rx+hUvnPLDedQZmj+8F11mD4DK9N9YsGIwlcwdh6tjOmDKyC6aP6oqeHRujT+8u+H7hQuw95IazV67g0q3ruOh5HRduXcOVO564/eQhzl+/ApdVK9GyTWvYlLFFqW9roEyH0bCfugvlXG+iytq7KP/9MVQbvlzBZMOe89h/+h52Hb+Be28icObGa6zbfg5D525D09E/ofzIw7CfeAX2c94oyDivMcN5/Ts4r02H08pkOC+PgvPstyg7PwB2E+/Dvt9xOM/xht0YL9iPewCnpVFwXBqLb5YnqPRip5UpOkDvaoaTaxIcXRLh5JICxxWJcFxhRr3tqZhxIRXrL5uw8ugLTFxyEN2HfI8ew2ej//jFWLTJDVdfxOKWbx7OvMzDed9fcfDZr3B79S+s8vyM6Sc/Yvezf2Dhtc9oszMHA44Uof/BPNT+MQnVx3mh3KQ7qP5DJhrtyUO7PZlotuAhBsw9hnnL9+DyjdcICE1ElDkDIdHJCI5JRlhcJs5de47Bo+ehS79xaNd5GPYfdkcMOxDHBiEyLgSRUcEIZYpwlI61aHfU1ypEAMOZ140qRuBC1cHrci73yrMEB42vqBO6htjo8rX3Y7WVsQaQ7l5sVCyEjf6rncF7Vt3T4GpXmMCH141Q+SsgLIrAElshFKhgdI2JNuRizOU9MhvfJcq0D2tyAAAgAElEQVRC30sQ6T1pNBz5Hg0SHTux7rSp1ZI3gkJ0by7ud6KGiv1Q9TBu4qfiJvK5nBlHEXgQGty/iq4wgkZBxAIXQsUKFl3DEkqwhPipepZS8zacxpz1JzF342nM23gG8zbpMYepxauOYdmGIzhy+DjOnT6K0x4HcPLYARw/uAtue7fjyM4fsH3NEqycMwWuM8dj6dQRWDRxCKYM7AqvayeRlRGP1CS2bfEF61YIFA6Jq+h4B406A+SMudAtpl1RAoPUVGvNCSFhBYUGCYP5olIICCM8qH7knDPfLeDS79fBfWtMRiufuDjuChmNSxdPoFfHFnA/chg/f/qiAuUFeXnK/SWxFeUCYzV9QaGlS3Gh2oJY7V3Pehbux/KBGWDGzDCdCSYQEfUis7jEqEa0YrEWRopCyTPEV1jwSLcXYcKZioUKRsDD45ysDNXxODe/CLkWsLAlvmqLXwyWguKiSMZUVBV9pu4PpmMbBIEe2p0lgXbtHtNuLw0UrVhylRIheHSshPfptvt0bb3LoNJhfy0TYmITEBefiMSUZLzL5D737xAfH4kLpw9j9ZKpGNm/PcYPao2lU3ti4aTumDm8LVym9obrzP5YMr03Fkzvh5+2uWD/we04ceYErty6jet37+Kq1y1cu3cT1+55wvPRXdx98hBnL17A3DlzUKtWzeKU4DJlysDW0REO9s5wqlAN9i17oVb3iRgxdTUOn7yKJ76h8I1MxsuAWNx7Hgj/iET4R6UiODod/mEmvPJJwCXP19h++BrGuxxGhwnbUX3ETjiM9YDDjEdwWBoKx5VmOK9LVWqGqqacawLKLouH/ew3cJjgibILfWE3+CTsRl+C4/xAOEx+CsfliXBekQxH1yQ4LE/SLjNCZaUZzfakYeX1DIxbeQpt+0xGmx5jMWTyMnQeOR8jFu3Hyccp8PR7j5uBv2L/05+x+e7vGOfxHp0O5KPNnhzMuPYZM85/wbJrX9DT7T0quQTjm/FnUXtNEPq65WDChZ8x41wBFh8OxNDZ+zFvtRtuPfBDVAL7u7FGKUft0pmaUYgYczrCYt/hzOVH2LjzJNp0Ho52XQZjULcx8L7xEBHxgQiLDkJQTJCCSoTq36WzwwgCUSaEBAcNpygQUStGiAiM5H45N0JFwMM1vu/ew5u6Nb9hAzFCRGDBd/AzpZaF8NBAIVQIF8tf9JZmlSXBoIFgDZDrcz5LZcF0Yr0ni9GQ8/jvBpURnzeqCeN9Wr1QobBokZ+pYSGfybgOM7KkKJHH7KhMtSJrVBnyXQIt34MxEg0UwoRQ8kFwsMRVrIDhNUInJMQCFUtxZGiwH0p9v56q5DTmbz6HBVvOY96ms5i36RRmbzit6ldmrz6GLbtO4MQJN5w6tg/uR/bC4+CPOLZ3K47u2IQ9m1Zii8sCrFs4DStmj8H88f0wZVBnHNiyEtnpcUhJjoCZjSRNLDzUQOExlYq1Aj66eOMto9GnstBKRRSFBg7jIwSIuL8kniLtWfiMQIQgkXOZrWsaTPI84UJAxcezTiYK9+97omvHVnj25DEK8gqRl2tNJxZ3F3eDZFbY+w8f1I6QhAhrSQiVr/ez11AhOAQwApW/mwUmAhGey7FSH9zoKyereKtiHhMm4gL7Cih0i/FaFt1j+cgv/IScgp+LgUK1ohWLrrQvGVuhO4yqQoAiswTcNTCsMRMBCrPAkixV8xosfEeByhzj/uzB4REIiY5CdEIszKY4REeFISjIB8+fPsCFMx5Yu3wGxg5qhnnjO2PJlJ5wmd4XS6b2UiCZN6knls0bjq1bvsdRt59w7qI7rtw6j2t3r+Laveu4dv8Grj+8hVuPPPHgxQM8fv0Ux8+ewsQpk1GhYiUFk9I2trBzdMa3lauhUu3acPq2IqrUaoC6jVujz+Cx2LzzCN4ExyI02qz2nQ+KNCE4yozQmCQER5gQEhmPoOhEBESaERRuVqBhD7TQSDNeBsTjxoO32HXcEzNWeqDr5B2oPewnOI45Brupt2E/L0ABoixdZmuyUJZKZkUanFcm4Jvl4Sg79xXK9DqkMsWUYlmRDKfikQ6nte9QeWsqJp1Nx/rTAejQfyY6DJqJMUsPYfWpUKy/lYbvr+ZhxKk8zL7yER1356D69kw4rU2D84YMlN2Yg0Z7MtF8VwYWHQpHl42+qLw+GU1/TMasSx+w914upm2+jgUrTmLDrtN48iYMkaY0hMWnIjQuDdEJqYhJYH+0VFVoGh3P7ZTf4eGLQHg+9MekuWvRofNgjOw0Ho8n70b0G28ExgUiNFpvLx5iUSFGoAgQCJGSUBF4WOMoWsXwGV4rCRWe8y97AQsN74PHnnj87K56N69riAhUNFD+H1/vFR7Vka7/igwCbO9xHo/H2YMNxjYGA8ZggzFgm5xzzqBITiZnRA4m5yChnLNaanXuVs6ZYHtmz+z9/1+ci3P3nuetWp96ofGci3pqrVq1VjeNun79fqkIFfoh6N/QJi8NBT5HL+DPmrHE56LMYGph11DRqoL3aKAInOQZch8hoF/Hn3ApCz17ea4ZKHLsN4cZYFKOfD8oCKTWZzETnmY3wxxGyDAs2FKowaWDC7TjvVA57HmdYMpR9xAsNIlps5hAhgpGqxOGHjPrnk0pFUJFKZQN5zA3/Czmhp9UJrFZoacwO+wkVm45jqNHj+PK2RO4cOYQTh7dg4iDO3B0zxYc2rkOB7YEY0fwImxYOgNr5kzAookjsHr2WDjs6SivtKOqnFFe+c8oFXHYi/KQBV9MYXLOXjvrtZ9FlAzvE4UiUGBpFgGG3K8ViV/BCGxEqTD7nvdrtaJ3iKRq8vocSExNQEjIKjTU16OFi/GjJ3hCiJiAoRSJ6ZwbeEkzQ0XPM9TKU3OUmD9psq3py6xYzEAhYESVqHIt9KGYGq9Jpn2r+at1n5YGDRU67Fv+rmAiJjCpYixQ0WqixYgEk9pg4l9hr/di0RFcusowgaKTFqlCmlFBv0mNzidx+yphd3qRm2dFRhZj8fOQTP/IiSPYsGY+tgbNRNCCHzB55GcY83UvLJn2LZZOHYZZowdg+ujPsWT2CKxePgk7doXh5NlDuHzzPG5FXsXd6Ft4EHsH9+PuIDLuNh7E38f9+GhEJccqoBw4sh8jR43E8y+8gPbtO6FLlx54/k+v4pU/v42XXv8r/vTKm3j+5T/ji4EjMGX+apy/FYfIFBuybSWwu0uR7yyH1V2FQk+FMvVY3TyvhNVVgUJ3CWzuCticFbDay5BvL0G+owQFzjIUOspR6KqE3VGBPGsxHiTnIeJiPJZvPocRCw/gg8n78MIPR9B13FXQ/9IjpBw9givRPagWXealousSKwLXVqMrzWBBlSBculGthNQhMKQS3cLr0GtvNdbee4yF+5Kw5ngWIhKeIOxuE/oerMIL2+vw8s/1+PJIM74/8yte3FCPHpsa8PzOX9EzrAKDQnPxfogVf13nQeCGarywux4fbPfg3SlHMWzCOuw4cBWJOUVwFTXCWVQLh7tSQcTJ/0dfNRzeGrh8tXB6jfGiKjiLa+AuacDV20kYMnIGpg6YhKQhm5C99iyir19UpVzs3gIUGsmKhASd9gIU6bm4c9EnMAgZgUdbRSNw4HVRNhoW2rzGSCgu5CnpMYhLvI/UzFikZcaruaJQeJ+5cYFlHS0qC8KBQCBU2LiDJZ+nlYL5WPwk/LvWDntuFsZ7xWwlPe8X1SOAMPcEDWFCKLApH4hRf0wA5FckGihyjzyn7bl5nNeUqaswtxVaAjntH8lTPhICgmqGDniOaxOX37+iTWIaJpIcaSNU5oadxuzQk6qp4pJhpzEn7JQ6nxFyAjOCIrAgLAKbdh/HlUsXEHv3HKLun8GdG8dx8cx+RBzYjsM/b8CejWuwM2w5Nq2ch+C5U7Bi9iTEPbyJygqXgkpJq1/FjlJVMoV5IzSHUX3Q30FFQfOTNlnpMQ9o/qICEVgIFPS4zrTXoNHmLR4LSAgW830yLj1BoqHC96AbYcXy/G6vDZaCHGzfsgGlviI0NbWojbJYj4tqRIBhBozARHrztdb5xt4rdOaLQ1+bzvzZ9QITs1oxH9OcRR8KTWBq/DETI7nHCnd71OVbFFgMM5gyfzXK5l/1aHn0Gx7/+i+0ULGosvh+34rZaa/DimXPFX9PpSJ+ERXFxY29aprVvvbl1Y2oqm1Uvpay8ib4iirhcBShoMCOpKRkXLp0Cft2b8GKRVMxY9wYfPbRh3jr5ecxetAHCJr1LVbP/BoTR/wNE4b3wvwJg7B46jAsmj0Ke3ZvwMmzR3H11gXciL6FG7E3cSf2Ph7GRiE2MQoxCXfxMP4eYpMeID45GkmpV3Dp4hoMGvAZunYLRLfAF9C9+/N49bXX8eobb+PFl1/DCy++hhdffRufDRiO0K2HsDPiKo6duwOrqxI2LyFSiUJ3JWwe3Qo9eozXbJ4q2D2VcHi4/3w5nO4K2HmfqwqFrgrYCBwnxypQ4ChVoCFsOGZxlSHbXoKHaXb8ci0Ni4KPo8uXG9AtpFoplp7BJeg0aB8Cl1jRNagaXddWoVtQNboF1aDb2ip0Da5RfpquwbV4IawK/Q43YszZJow82Ywhxxox+/rf8afNjeixqQ49wxrQM7wOgRsa0HNTPV4O86DrhCvosboAnZdY8PymUnx0+DGeX5WCV8YdxJj5+3D0/H1k2yvgKWlEoQJIBRzeajh91XASHEUaKk6fhopL9dUaLj6WxqlDgbMSoZuPYXS/CYgZuh05A/ciZ9sl5VuxFzNZMR82Q2UoFaKKROrcEzM4uABzwSc0ZFxAwvsEQlywuQWxnAtkWLE4IzsBKenRyMpNUo1wYLSYOaxY36fhQn8Lr3Eh1qYwP3QEMOw1HHTNLM7VCzOB499ThvNkLp3p+YU65FjgwPsEEASJ+VzAQKhQOWnnPYGk9znxv6ZWRKJMBBDyLPaq0aRmy0WeAS3Ok83EeN1q5JlIFBfzTggSpUAK82BT59mw2TJhI2hVuLER/WVk2/OeAAKFDnr2hMrcdWdUPzvslIZLyEksXH8Wq7aewdZ9p3DqzDncvH4esQ9/QWzkGdy5egwXTu7DwV0bsGdzCHaEr8LW4GXYErwM1y6eUFChCayslBtw2VXuSkZGHIqKC4xkRA0TMYdxwReVwZ7w0H4VvehzTK5zrvhhBBTsBSQCGDmXOXJ/ZaUfWJxDoLDpjcTs8PgcmDt7Gg7t2YcnT35FYzOLQWqgiEIRcAhIzL1ck7kEi8CEYccSKabgYkqOFKiwNzeqFSqP+toa5TN5pIpO0vneghaVfc/NuhoVcJTj3gSV5iZdeLK+vg4tj3/Dk9/+hV9//SeaH9EMpvdbMQPFHwHmT4hUfhbDp9LqeGd5/Opm1NU/QV3DbyivbEZWlhUxD5MQExWDqNs3cf2Xs9iwZimWz52Iqd9/gRUzhmPZ9G8wd9IQTBk1EOO+/QwTvuuLsd9+jBk/foEZPw1A0PKp2L0rHOfOHcH1W+dxI/IqbtGcRSWScBfRCQ8RnfQA0SkPkJAWhcSsVCRlxiMt5SCy40cjP/FFpNzuiCPb2mH8yO54/bUX0KX7C/ivl15Dzxf+C6+8/g4GDhmJPQfPIC61AIXeWqTlevEwMVcBxe6rgo2NAPFV657HRuN1u7dK/3I3egdB465UjTCisrG5y1HoLIPNVQYbFY+jDBZbCXJsxciyFcHirsWWg5fR6bu9CFxXjx6h1ei+tgw9Z0ercixd19YYMKlBYHAtuoXUouvaagSG1KHHugZ0W1uLwLA6PLe1Dt031aFrUK02o4U0oCfDlzc06GCBuWkInJuAHosz0H2pBT23V+GVXbX4ZHMuxiw9j+/n7MLJS0mw2MvhLK2Dy1ur/h0KHEWERw3cRWzVqnHc7auFu6hWXXP5aP6qUte4BYKrqBr5zmoEr9mF8L7zkTZoPzIH7Ub+5RjYSgtQ4LOgwJWr/CsFxm6Poky4wAs4BCpmtcLrCkSG/4Vz4pOiVO0rURQEEY8JFYbfxibcVz0XdYYcs7SLCj92FsDu5JbHfE15XaoebR6T9yFKhs/k67EXYOhFnKpEXzNf57FuhJBEZmWrbHWBCe9n47mAQJz7WhHp+6ieCBbO0a/5772Ayfw8BZRWR7wGkkSCEVYEi5j72kZyESg2a16raUs76LU/RftUjKgwiRCz5WioECbzGPG14ZzqtWI5pQAzb91pLFh3CvNCT6gCkwuDDmDT5kM4ffIobl4+gnvXInDj4mFcPL0fZ43IsN2bgvDzhtU4um8rvJ48lDHyS/lUnMjJSUHkgxsoKdERYcxur66heYqZ7i5UVWl1IQDgIk+oEARc+M2A+E/nvLctfAQ2cs3c8zlUSOx12LNTKRVvsRP79/2MHZs2aZ9Ky+NWJzzVihkaokQUOAz/inlMjgkQyWMRv4xAxQyQtsc0jdEvUldbrZ3wTQ0gVFjK5REjxB49xiMVkdaktyM2wosJGbN/hXuuNNE39Ps/8etv/8STJ//Eoyf/bey34o8EowmMkBG4sCdUCBPJOanlRl/NvytzlyXfhXNnr2DuzHkY+Fk/jBo2BPOnjsHK2WMw64dBmPfTQATPGYkDG6dhV/AULJ30NZZNHYaVs7/H3MnDMG/GdwhaMxt792zEhV9O4Pa9q7j/8Dbux9xTiuRO3C3cjb+NyKRIxKZGIiX9IdKzIpGRHYv07IfIytiG/OT+cCR1gSs1AN6UAJQkt0Nxejt4czrg5tVAjBz9Pl7981sYNGQU1oTtRFq2G86ieth9tXB4qlVzFtXAUVQNh+prlJmHpp7/1Bz8lc5f8d5q1SuweKvU/EJvBayeMhS6SmGjL8ZRBqu9VLUCZSorgsVVgdEzQtB5Vgx6hFWjZ3g9uo6/i84zotEjhFFjtehGmFClBNUgMLRO92ur0S20FoHhtegaXI2uIYQLWw0C17HVoUdIDQIXpOK5JRnoNPE2Alda0XN7I3psqUDnOXfw19GhmLl6Dy7cTESeu1LBwalMXNxrRvtMCA6XMnMJWDQ8tDohZAQq+thTzPNqeHyVcJfUocBbjUVT1+LsZyHI7X8ImaMPqI29HKU22IussHnzYfPkw2qUdNGKQS/uPDZHfhEscs5jAQ0X9+S0WGTnMb9DKxsu+hoEOvueCzvNUpxLYMi+9Roo5qRJRqKJf4XP0GYvM1SeBQpNY/SHaOXC19GvoaH2LHgMsxmz0ZVpTJufBCStiz/VhMpxSVOhwjpcmLXAdG6Khopf4ZjvF3Wj52hYqWg1BhkwOouKgq9tgEmAJs8QUxf9LQSKiugqzINWLVQuOpxYA4UVjOlX0U3nsWQgQGBCnwqhwkaoUL2I+Wv6miOYsvIgJi8/gEnL9mPa8v1YuGoLNm7aojYwOnt8Ny6eOoxr507gyunDOHNkF45SuWxcg8zUKFQSGIZj3u3Ohc2WZWTH6wTIyiqarKSsir8ki17kdViwHJthwTHCwdwIITMw2h7LXN5rvl9yZ+jrKS11o6jYpUpJ3Lp9CYtmzUZ9FbfnZZVgOuIJlF/xKzfw4nbCJp+KwOM/9k91HosoFoKFYcltIUKHPscIE1WtuEWXZ2mkf6fZSIZUUGHI8WMVkSYlXZgsqSLAWBaf/hWjcb/7xroG1NU14Nff/oHf//4/ePr0X6qJKUzMYWbVIgqltu4x6hueouXRP5Q6SU7NQfj6LRgx/Dt8PWgg+vf5GN8N6I054wYhaP4YLJs2DEunfo2lU77BiukjMH/8IEz6rjfmjR+MWWOHYvncCdi0fiUOH96GqzfO4F7UTTyIvY+ouEhExt5DZBwVyT3EpUYhIS0aSRkPkZoTh5T8FKTnpyA35y4s6atgTf4IzsQAeBMDUJTeDq6MABRltUdpVkfYUtvj9oWO2L65N1auXYZT528jNjkXebZSOHx1Ch7KX0DfgAEUdW5AReDiLK5Vc5Uvoc01B81CyjxEIGkQ5dOnosxl9MOUa8XiKoPVVa78LfS58Dgh3YZ3RqwFy7UwebLHukZ0HHcbgQvy0D24Dt3ovDegQoWizGDBtegaVKPMYN1CCZpadCdwCJHwWvRc60P3lTZ0nnofXcdfQ8/QYryw9RG6byhBp6nn8drwNZi7dh9uRqWjwFsHR0k9bN4K2H00c3HTMioOQ5ko05YGBsdEjRAmXt7npOmPAKpTrRUyRVVw+2rgKa3HvdgMLB26EFGfbkJWn5+ROecYCu0WFBYVqIgw5q9QEcjCTZjwmD3BIapEoCJA4TiPeS+r8mbmJCLHkooCG01MOsPdrDS4wPNcQoJ1oqQoFCnrIipFg02HGPvBIu+zLVjoa6HZS/wmfP+co+DGigJc1LnXDM1GhVQlfpWhQGDsHc9jrUL087S5LAvMOSGwxLRGCNDcxbBjMY9RpfB+Nl43gyXfiFxrO6YhqM18ShUx58aShXxLloKKmMKYw0KwWGkmI1iUKSzPgI5EjOkM/IBFKtrrPBZuYtTXBcxbdxazQk9iRvBx5U+ZyrL4Kw+rxEgeM0lywqpjGLvwZ0yYF4bZS4MRHBqOHdu24cj+3Th1dBfOHt2Nc0d3IuLncNy8dEyXnDcy6svK6UdhDS6zIqFS0OYxiQiTRZ+9JEaKaqFyEd+LGTIEhoCC4wIUORag/FFPhaJLyTC02QEfNwvzFSI1LRojhw5GzP0oNNQ1o5m+laYWPH5Mh/2vyiwmYDGbuf5/QWOUcxETGDPvn4HKI+7DQtOXrgdGvwlBwgx71v9qUlsJN2qlQthwfssj1VR9sKZmNDX6fSvKz9Jcr3I+GurrUFdbj0ePf1VQoVp5+vSfePz0v/Ho8T/Q/OjvyoHf2Pw7GpqeoLbxCeqaflU+mEct/43MtHxsWb8V3wwego8/eBsfvvUyBn76LiaM6o/ZE7/C2rnfYfHkAVgyZSBWzxmBeT8OwLyxgzB33GBMHNEXc6Z8h83rV+LY8f24fOsi7lCNxBr+kMRI5RNJSL6P+OQHiEuJQnJaNNKzYpCek4DsgmRY7Emw5l2GPW0GCtNehycjAL50rUx8qe1RltURFdntkf0gAGcOdcbMCW9h144w7D54Gqcv30W6xde68BMAhAVDZB1FteqYKoVQcZXUPdMEKmbIcKy1mUBD8Nho/nKVK9+L+GeUKYyRY65yaOjU4NSlSAQO34PA9Q0IDKlXWwN3mxqF7soZTx+KNncpoNCXQrBQmQTT/1KHnjR3hdag+7oa9AguRo9VDnT5/iy6zohB93VVeG5LEwJDveg6/iTeHx6CFcGHEB2XC7u3TpnyCtzlyjdko2+IUPFVwMnPQJm7tHmrFTAETTFBUQersxx3o1IQceYqzv1yB94SQkWDiPe7uAso53ur4SttxtHDN7Du41nIGrQb2f12IHf3dVidFli9rA+Wp/JWuBDTzyILt4BFekKESkVAQ+hwjD1zUDJzktSWxhk5iYiJv4vouDsKMvI89vqYocI0jfG16C+REjI6G/9ZXwuTI8XXolWPnAs0pJdFnz3ncJzHVkZT2bJgpYqh70ct8Hrh1wDRJikmTTIqS9fe0r6YAkZnFWQgPTsRPNYQ0NcIAQELzWJtTV8CKFEjKtLLqDPG+5RaUhFmOqmSwMrOSVPRXqqmF8GnosSYv0KFopMcFVAIFVsebAwNl2RIwwQWsHjjeSzaJFBhIuRpVUxy2pojmLr6MKatOaradBaZDIpQsJm08gjGL92H8Yt+xk+zwzFu5nLMmr8Sa1atwaYNQdi5JQR7twVj/6a1OL53C5yOLBQzjFhVBZYyLTR3aQe9lKLX/hEqFe3bEECYYWEGgpjF2oKFc9pekznyTPZyLM/nOd8DG/NfPJ5C9YcweexIjPl2BKora1RGfUvLYzx+TKD4o8EEKG37torlqSqR71crVCrcNfI3qp2njARjzguVh79GGKFCf8pjbi/c8gjNjVQg3KSrWflSlAlMqhm3MPu++ZnwYvpX6EtpbKxDc3OD2g2yqbEFv//jf/Hbb//Ck6f/wqNf2f9DRYbp3JXf0fL0n3jy+/9VZe2vXL6BKeMmou+H7+HL3m9j1Fd/w/wpgzBv8peYN2kIxn7TG98PfBezfvgCSyYNwcppQ7Fw/ADM+WkA1i4ch53b1uL4ib24eeci7kXdRlT8QzxMiEJ0YiRikh4ggQBJjUZKRjTSCJHsWKRlxSEjJwF51jRY3XnKLr5921pcPvM3uGjeyg5AKVtmAEoyAlCSFYD0O13wc0g3zBjbB9u27MDtyGTYi2qQYy3C/ZiM1kVewcQAh4CBIHEWs2moeEob4ClrgLu0/hnA6Hl+oJjPBTrKB+Hj4qoVjjKpKR+NDgLId5TD7q3G8vCD6DT5BgLXNymwdJ5yHx1Gnke3cMKDJi9t+qLDvltIDbrTzLW2QV0LDGlA9w216L6+Ap2nx6DjsMMIXFWIwHUleG5bLbqtLUDHkSfw/rchCN56HAkpBSok2FFco/w99Pkov4+P70mrFKe3HO7SWmW6ovoQPwr9JASH1VOBK7djcfT0FdyOSlZ+p3OX7iIz1wlfab2CDp9PqFD5sWcE3KnT97Fv+3lE9FkF28CDyP56D2znY+EoLkShMwdWZxYKjW2AZeHkwkwImJWKWaUIULh4c0Fkln1qZoIyg8XG30Vk9E3k5qe2qh4zXHiPfr5+DYJJJ0TqEi/ax0IFpSEn9wpQBBp+85aOECOsaA5rO67AoxZdw7FNB70yg7HP1MeqhpaRdGjU3CqgglGlX/xKRT4f7aPROSpULGyiVP7Iaa+KRRbmICuX0Wn0C1mUmlHKhpnxNoYPM1EyQ4ONY9YcMKJLQoaVz4WZ96oRKnTga5OY9AFLNp/D0q3nsWgzw4oJFaqUY5gRfBQzgo5i+tojCibizGc/edUhTFxxEBNXHMCEJXswYeFWjJ8bgnEzlmHKrMWYPW8hVixbjtDVK7A1bCVyM+LgVSHFrExsVX4L5qxokxcTHqRkxHsAACAASURBVGmyYmgvYWJHeYUek0Xf3MuxQEKAYIZNW6jwXOZLL89hz9dlz8ZwYr3Hi11l1jMDeNumUHzw1zcx8adx8Lk9yvxFpcLw4sfMpicMTE2iwzj2b1AxzTM76pVfRZXTZ0l9msRalC+EMKGKIVg4pkxcLY/APeobqViamnX1YvpTCJRmhhs3odHIW6FKIUwYFt3UQPXCnBWtVlh9+bff/hdPn/4PHj/9F578+j94+uv/4Le//x+0PP47cnLysXnDJnw/7Gt8+2U/TPjuK8wdPwzhi3/EhmWjsXByPyyf+RVWzBqGhZOGYM6PA7Fs2ggsnzUa4atmYN/OYJw5uw937l1CZMI9RKbQuf4QMYnRiE+KQUpqPJLTY5CSFYf07Hhk5iQgMzcBWXlsicizpsPqzMH9yFtYuGgu3n3zNbz+fCD+9upLmPxdJ5w90Bn2xI4KLKl3O2Ldsi6Y+H0vrFqxGHHJmbAVV8Lma4R2qmtVov0l1QochIUAQ0AigGDPa2aoyFzznGeB5AcNzUD8pe4yIKVhQ1+L9rcUuCqQay/FgDEh6LrCgsDwJvRcV4Nu87PRdaUHgSG16M6or2DChX6TGgWVHvSjhNSi5/p6BAaVoMv3l9Bl0n10W2FFj9BSPLexAV1X2dHxh5P48LtghG45ifgMO6zF1ShwV8PuroJTBRkQJOWqORihR3NVcQ0ychw4cvISrt+NUyY9gYqvpA651iLsPXIWUQlZKjJOPo+I01eRleuGp6QeDkO9qc+oiIBmkEM5IuNzcO5SJIInrcPlz9ej4Mv9yB15EIWx2SigT8WoYiy/7rlo64Vem8VkURd1QqCIYuE9dPZzLDcvFZaCNOTlpyIq+ibSM+PgZMKloRy42Cv1oJz4VC4CE3HMUy1pHwu3Q+brymuzFxhJr+FBPwqjz6hOJCOf5q1sFPJ1mGBJc58RSaV8GwzX5Y6KKnM9Qy3kGZnJyM1LA0GSrxILs1DIiDClKrJgaXX6+81ghKl25uswZAJCzGCiULQaYp4KTVd5SqEQKHxPklmv4KHChumEz1CKiqrKYslU71NBRXJRCnXIMQFTaMuFnYAuZFSY7gOWbjnfCpX5689gTugJzAqNwPwNp1WbE87SLaeUn4Whxsyyn7r6iALLlDUGcIIjMGPtQYxftBWjZ4Zj1NQgjJ2yFuOnLcXMWQtx/85NlfxYVU0lQDOXNjXpkOK2m2bpcynyKIs/YdAWDqJGBAp/BBPOEWCwF6hwLhvHuKcL31MZNxIrdaC0hDXJHGAZfp/Pjo0bVuGTXu8isEsnDB4wECUl5Xjy9Hdl+iJYJHeFENHq5VnQ/CewUJmYfStatTyFqjP2WG/opRSKqgNmgkpziwJKU2OTBkqzVid673oDKvSfSC0wAzDat1IP+mXqa+vw+Mlv+P0f/xePf/1f/P77/8W//vX/oKnxMeKio7Fi8UJ8/UVvDO33Aab98BUmjxqEgb3/gnkTvsbiyV9h7tgvMH/iYEwd/TmWzvoOKxeOxfaNS3H4wHpcvXES92Jv4X7CA0QmP0RUchRikiMRl8xIrRikpMeppkwWecnIsnC/iGRkWwiSFFUmnV+sq1fPY/KksXj9lZfQuX0AenbugJd6dMMLz/dAj6498FJgFwzs2w5rlv0ZsyYPxsEDEbgdnYBMqxcOb5My77h8jfDQnFXMX99c5Nn04s9FURZGgcgfncs86WUue3Mzg0n7GLTicZbQd1MLuwrPrUShEVEWGZOLl4ZuUI717qEN6LrCjk5f7UcPJkKGUpnUKgc8FQvNXXTE99zQiG7L7eg09jK6LclG99mp6LmuBD03VqPrijx0HbMLn41ei817ziIpz4lCbyWs3jIV8uzxlMNWJIqkEg4JFy6qQoGrDPej03Dh8n0cjPgFian5ymdCxzsjvjxFdXAX1+Ha3TjcikxChsWNuFQLzly6g5t341s/U4Gs+iyKG1TQA0OQHaW1Kuv+6oNkTP5sOm70X4/sT3YiZ/Z52HJZByxX7WlvXsAFIBwTwMgYzWBiChO/CqHi8tKBb0GOJRkZWfEqN4XjbYHABV/AwGvyGqoQJbcmZvQXwWYoFb4uG8HRtlm506XdX9q/NXKMpiGjcfG1MoHQMClJEmE+gwdYFZhl6vPSVKMTnOfsNVSoHCSKTPeEiSgWAaX4S5TyUOHQNPNpZ73qDX+IMsfRz6NUhnbGWyzpyMtNNTnd6R/JgCUvUzVChYrFxtDiZxqh8qwJLGDJFpZlYeTXWTDSSymVkOOYt/6ManM5xhZ+CrO4n/3aCGUOo1phmxkUgblhGjzTg45h0vKDGL9kL8Yt2IUf5m7BqKlh2LTtCGpqPGhsLG4ND9ZlWcwRV8y2143+DQGBGRgCgepqn3oOgSFjnM9jjsk4zwkR87PaQoWmLr4XNYeKRe3TQug5UOTTG4Zdv34Kn3/+IT7s9S46tm+PoKBgZf56zNDcJ2xUKhokdJpLZFhb9WI+bz1miLJRNl965q1o53yTMnvp6C0CxFAl9KuoysX6nCVjqFiegYpKdtR+lPr6GjTUc0+VKtQ11KC2rhFF3jLk5RXg6e//B//83/8XFZUNOHbkCGZMGY8fhvfHmGF9MPH7LzFv8giMHfE5hvYnXAZh3De9MeG7TzDlhwFYPm8s1gfNx+nju3Hj2jlEPbyLqKRIRKdEIjr5AeJTopCY9hBJGbFIzYpXduHMvGTkWlJVvkCmJVn5SbIKk2FxZMDlsSArPxWHj+zFt18PxvOBXdExIAA9unTGn3p2Q2DHdujeqR26t2+HjgHt8PLLL2LqrKVYvW4vDp+6gnxXiQGNCjhUVJf2j3hK6uAtqUVRWb0y4XBxFDAIRLgIyjF7KhRveaMa+yOYyJj0bZ/H1/SUEF41cBo9VVKhr0LlvbhKqrF7/yV0Gh2B7hub0GNdPQKXO9BtShQCw+vQLaRRO95DatAttA6BoVXosiAP3eZmouu0GHSbGoseG6rw/OZ6dFmWjS6j9+KLH0Ox//BlZOUXqc+BuTTMsbF7KpTfxEl/iZdJi/SZMN+kSikUq6sUh45fwP2HqSqPhmY/hkRHJ2TjblQy3MXaKU/HPP+9can5uH4vHvdj0xGflo+MXLeaz2t+qFAZ8nMmWKvVZ+Dx1qDQXY3QsINY+OU8JPXfCcsne5C9+Tpcznw4nbkocPGXfa7+dc9F3e33m8jCzl5USltzmMNboO5hbooOH/YDg+AQIPgXZfo/JL9FKxS1wZgBA4GKQEcAxF5BSflktP+EZjzCUb1/gpBgUk56mrx0HS3JStd5HplITY1DQb4uhaJVC+f5G3NBLPm6xhchopSJsVeKVin+4ACBCtXSHyoWVaY+wwgYyEKBypCnwmCCowaZzj2RjPkspVLouFfRYIwCM6LCBCx2Q6lotaIz7gMWbKQiOYm56xhCzMRHJkKeeKaXsRlBxzB9LX0sR7Tpa/l+dTw77Liar5z7wQTMaeXsJ4AmrDiEGcv3KrthY52GARUBN+/iYq6d8NrPopWLrg9GsBAoSkEY5ilCQkAhsOC5AEWuESoCDwGMGSz6NTW45JnyHF6T3SjVhmHeQsTF38GPY4fi/Q/fw5tvvIZeH7yPIo8Xv/72Kx4bSkUUCku0tIUKlUorREzmL7mHMCFI/E3vu0LnvA4J1nu4qHpjVCWGiYtgoWPePK6uNTaitr4GTQ3sa1FVU43S8ioU2J24fPU6QoJCMXzwcPTr2x9XrtzE5s278GX/gfjo/Xcw+psvsGjmSCyZOxLTxw7E90P+hol0wo//BvMmj8S86T8gePV8HD78M65eO4/o6PtISIhBIltiNBJTopGaHoP0rHiVdJaZlwSCJDMnGTncN9uSiVxrOvJpoqBUp2QuykdqRix2btuAz/t+gu6dOqFzu3bo3LEdurQPQKd2AXi+W2d0axeAru074PWXX8WsmYtw5vwdVW8qLjUPNx8kqgWNuSXK0V5crzK7vcUN8JVwz/o6+AiVMi6MGiAEhzSBg/QEihkqYgYzz5dj6XmvHGsFUwNXCRdXNp08aCsqU6HLBb5q/DRzEzovSELg+nrlVO867joCV/t0WDCjusKr0XNdNXosKUT3hXno8O0ZdJuXhee2MpGxEV0WxaLzsA0YPDYE+49eR0Z+qQKGAgnDmqmIVIImYcKQYZ1jov082plOn4fVWYqzv9zWVQDclbj3MBXb90TgZmSSCiqgWYtAYeO9/Ld5yuoRlZCNiLPXcO1OvLo/M9+jPjMNFlFxnM9/PxVPnYIdzX5hq3chpO9sZHz+M3L77YT1UpyCgdWdCZsjWznvbe5cODy6FhhBIiYvCSuWczNgOKaVCQtCalUhCkOAQBiIUmmrVggdVaqfYcdG6LGDgDCZwpjnwmdxrt6bRauaQnsWbHT6C5AIFZv8iueCK6G3/uRBVVeLZiW16ZWOntJjemGnYv+jRtDoQpIsVGkUk1T7pjDxUocMM8yZcJGseD5XqR/6fYwaX/n5Ga2mKzFfUbWwKcAwiswo6aLMXQZU/HDhv0+rFSoWgjFg/gbC5ATmhJ80clRo6mJG/QmlTHT14uOqijFhQqhMWXUQ45fuxYTl+9U55wqICKYFG89jzrozyuE/neay5Qdw6dpdNNZ7UV3hVKXwxeTk9ebD67WgtExv96shojPl/wgoZgjwusBAxgUm5nMCRQClFRL9OX5AmY85l8Dj+6Ppy+MpQH5uIrZuWoFvh/ZH34/fx3PduuDA3j34+3//XflUtNPeb/oStWKGyx+N8TrHCRMVVvzosdo/hWOEEwFBP0nruYr0YrkYv/9EQUVtNazNXjU1NagoLUdJaREqystUscaisgqkZeZhzE8T8Mqrr+P57s/hrdfexN/e/wDvv/8eXn35Nbz/9lsY/e1gjBr2Eab92A/zJn+DMcM/xtQJQ7B29RwcOLADl6+ex4Poe4hJjEFcMk0LsUhOiVON/pGMLAMeFpbtTlcORoZ20lmalZOs7MSMv89lzoA9B05HHvIiY7F94Sq8+8YbCGgXgE4BAejWpRM6dWiHTu0D0LFdANoHBCjIvP3mu5g9cymu3YmDu7gR7hKWD2FZEC5yDWrhUos5HcwlDRoqCigN8JVq5SGwkMVfztsCRK6zN8/5T8cyn9d5TMBosGjnP81fDD12FJWrfJCYbCfeHxKs9lfpHtyIHsGl6Nx/H7qvKUbP0CadZxJcii4T7qHjNxEIXONB900t6LmtCp3nPUTXoWH4elwQDp66jWxrCQo91ap0jMtNaFWA+TJOL2tzVbeGAdPZzggtZZor0mYtmrYEFA8Tc3D60l3ci07HnahUnL96XykMXldOe1NgA02Jx89eVWaz0upHyLMWYffBU8/4WkShESpULASLq7gKvrI62JxlmDdpGQ59uAiZ/XYhZ8QeWKPSYPVZYHVnwebOQSGh0ibR0WzyMh8TLGYlIwCRMZ7LsRkycqxgQlDQ3EV/jYvKKR8Oez7sdgtsbMZuknrrYr3DpFIjVFNOC5yFNJfpbZQJK/Ue6E8RR7aR41GoHOCSkU54cDdFhvLSFEawaLiIauCYNofRJKbNYoSBNAUdk7pR86luLOmmel2ZqlQ9wcGmoGRJV3mDfB3CgI3H2dnJyMpKaoUN3696z4b5ToAiva3QArvNoj4rm82CVqUyb/1p5ainGYzKhKYuAQqBQef9tLVHVJu8aj8mLN+nosOoXjiXc7Tv5RTmhOtS+tzoi7XDZgYdx+Zd51RJllLuAGk4w7nQk94OR5aqYsyQXg0SDQFeZzMrEQKA54RH22tm05dfBfkVD+9j433yHHm2PIs93wPvV34VTz7ctnTcu34Uy+aNw1cDe+O9t1/H8G++RX09o6+eormZ6oTRYBoshIGoEOnNUDGPcdzcGF5MaLDJuJwTMDwW2CjHPM1gqjWjuqoKJaUlKCoqgtvjQ3GRFy6XV5VGmTP9J6Uyhg7qi94ff4iBX36J/p/3Qf/+H+OLfn0w8Ms+mDbuG/w4vC8WzPgOu7euxqnT+3Hr3lVEJ0YjOikRcSlxSEyLQ0JqLJLTE5CcloD0zGTk5KYjO0c2A+IvKL2/A38NtuYMFGYiz54NizsbdkcGci/fQerEw4h6dSWOt/8J89p9jvfav4RuLPLYSQOlQ0AAuvfogQFffoWpU2fh8pW7SMlkYcM62JmgyMzt4mq4ZcFSix5/TXNB16Yab2kDikq16pAFX8AgIBBwmJWGjHnL/IqldcxQMW2fJ+fyHOkJFy6oKsnSVw1vaQ3OX45E4FfbEbiuRUV9dV/rRo9lhei5rg5dlzvRYdgRlQDZM8iL7uvr0SOsHp3nRSHw61CMGBuM4xfuqjpjtuIK2L2VcLtq4PLUwGFktusMd0lYFJgQKBoq/hBgfoZc9OuQVeBVJWr42cWnWXHs1GUdwUXfE1UKM+0NsNCUGBmThht3YvEgOg3nLt5RELI4StUc/tsJew0UhiETKtVwlVTBW1wFb2Ud7j1Mw8x+03G7Xzhy++5E5ozTsOXoMONChhq7tBIQ9cGedcIEIGL6EriY55kBYj5uhYcRWWa+xmOWb9GbfBnl+O0aLBou+bA78uFQO0oWwMFsfCPznlBx2S1wKPBYtC+Gr2GoFlEGsngLHMzg8B9TJYhqydRKRcGE0OE1tgwFiVawGDDSUNKKhP4azlP3FGSgsIAKSZe3z2Vts5wUrVwMoMh74zWBioBGXWOejxFsIOavQvpX6PRX4cWEbz6hcgbaBMby9xooBIQfFCcxd/1JzAhhjspBTFl9AOOX7caE5XtVdJiAR+bPDtWAmR1Ck5rem4X3L1sXgbz8PLVVLyPBPIb5i0pFVIss6ISLHHOBFxiIohAQ8FyUiYBAxuQeub/tuPlZMpdjPOZra1+LHR5vPjzOLFizH+DIniCMHTUEIwb3x/CBfbFt/UpE3b+Lx4+e4pFqLH/PMGMdatwWHjxXoFDJjgITwsMPEF6XeW1hoqO7aP5iY5ViVh6uRU1VJarLy1FaUoKKyko4PR6kpGbgyMG9mD1jNgZ/2Q9LZn2L8GWjEbLoe2xcNRGLpo/ExFGDMfmnwZg28VusWjkd+/ZvxsVfTuBhzG3EpzHhMAZJabEqWzklPR4pWYlIy0lCel4yMvJSkJGb0rqrHCNO2BhSyeqptNGqRC97NnIdGbAUsSJqFnKP3ET60J8R130Z4josREKHRYjtuATRHRfhYscZWBI4BC8HdEWnLl0wYsRorFqzHhevsbZXFryljMjir+ZqnS+h7PU0qXBcR2tRodAn4C5tgKu0HoSKr0yrh7YQEQi0HVfnpY3wGM1b1mQ8s16rFgM0rXAy1Ik8zwwTHgtUXEbyoKO8AUvWHELHCVcQuKEJPTc2out3+9FpzHG1oVfgYhsCF2aoasKB66vReeZDPDc4GKOmhuPkhRhVV4tRWXY3qwDQ4a59I+6iSp0bYpRS0SVVqEh008EDOkmRx/QzsRE06ri0Hnm2Ypy7ch+/XI9Cvo3FMctUYAH/bfx3KFjQzMdkx5J6nPnlNq7cjEFalgM37sUjfPNeRCfmqM9cm8zkdWrgKiW8quEjxMr4mk345Wo8Vnw4ERmf7ULmuzuRtfaccvxavdmwuXTyIBd5bvRF/4oZAgIRs/lLjjlP1Ir0BIo4t9mLepHnqHOnBQ6at9wWlTNjN9SKw14AOwFDkBAqTg0VLqg0+zgc+XrMwV/s2oSm/CkSFWXLUQCiatGA8UODMGk1TTFBkjssGtFfhISAQo2r3Re1c5/P4bVWhVPI751u+dy9kd/B1n1RaHrTSoTA4H0EEl9b/Dy613NyuQmaASGteHR01zNQsRkRbSoKTMOFn0cAzVV+pzwVit6si5CgYiFoFm46jzlhJzB17UFQpYxbulv5VAgUKhUzWHgfw47pV9F7tJzFwg2nMCc4Apdu3UWJz6q2FhYlIQs4txXmQi4wadsTDhwToAhMpJfrAg+OV1UVtZq5BCLm6wIT9rxfrrEXqHgphW2ZcFlTkfDwJGZN/gbjvhmMnSEzsH/DbGxaMx87t25Hc9NT5TxvbmKRR6qNx2hp0YrjWdVhJCoqJcLr2kdClcN5vIdKRIULGz4VAqRZqZRmPHn6FM0tj9DY1IKq6lpUVVWjsrICVVUVcHt9OHXuFyxYuhIjvh+JST98h+HDhqqiiqvmjMC2teOxdPpQLJg0DCvn/ISdm1fi+NEduHLtLKITopCQGoeUzCQkZ8YjNTsBqdmJSMtORAZ/ueSlG3HwjD7R5bJV4pVRSVU5BpnNq+zVmci1pSPfnY0C/uLMyEL+jsuI+yIciZ2WILHDYiR1WKyOEzouQnzHxbjVYR42dfgeo174FDPHzcbxC9eRkeMCQ2+v3YpBboHHqCulk+y4ELJwIRuT8fQvYw2UtpDQiz0hwesaFq1AMPlVeJ+AwXz8zFylfP7dnOY1PUcWXgEKF2MdUkxTVA0sznJ8NioIXZdZ0DO8GT1C69Fl/EV0GX8Z3ZcWqLL03beUodPUO+j5RQjGTAvFmcsPkevQ4chMrFSlU1g+xVulmwESrUSYhNhWnRjgMEAiQGHvU4DRPhN+3nn2EqRm27Hv0GmcPHcDv1yLRHKWDb6KJvU5mz9fHkcn5eD0hVt4GJeJzFwXLl2LRFqWTQVGUK3o/xutWmg285ZWw1NC/049LtyKxebwAzjUZxnye+9Geu+fYT0eBbsvHzYf/Rq5sLmt8LjyYWU1jjZmLK0u/IUlBToEBSHCJnNokqKKZtY9TbJU0fI89mKyEshQfXBRZi4GFUrbRsBwjoOvQZViL4BDmcp4j1Ypknmuf8kzFJcJjs+at7iw21r3LDFMUfSFMPrLAIEGj76PY7zGMRlX84xx8z28LudUKbxP7uW4Bonf16PHtPNeICP3q9eTbHoj+ZFh0qJa2NMMFkBwiNlKFIoGw3E1ztyVZdsuYe56JkUyu34fJizfoxz0CioES3CE8q34AaMd/YTVQkJpwxnMCDqB7QfOoLLUgZpqN4qKdD4IF28u6HoRt8HH7YcZ1muMESRmwAgIOEZwEAAcY0SYnEuvy9nrqDAZk573ybPNY3KsX9+hCmD6PHlw2zIRH3MOV46Fqkzxb/q9j5ljBiF8+XS89FwPhIduQF1tExoa6Ntg4uJjNDZQTbDYo4aM35zFml1UKr/h77/9C1WV9SgprkBLyxM0NDajjsmKzENhZnxTC+rr61FZWQ673Y6dP+/CyO++w+69u5Celo2szDxcv34da9YGY8LU6fis/5f44KOP8N6HH+DT3h9g1PDBKos9eP53WL9iPHZuWoZTJ/fj7v3riE95iOT0eCSlxyM5IwkpaUnKnKWc6pZk5DmyVcuxZSHXlqMc6zpEMRuWwnTk26hO/GUh8vIzkJ2TgAJ3NhyM5klKR9ryCCS8G4q4jksR32Ex4jotQ2LHRUjquADJHRfjQYc52N55NMa80A+Thk3GkYiryGEmOs0n3lqV2a2S6lTZECqUOriMEGGqEL2YGw5yAoMqwgQHAYK5F2CYAWIeM8+VYw9NXmWNKCprRHF5E4rLedyA4nLdaA4yL7ZtwcJIKOW/KG3Bg4eZeH7ASuWgV7tC0oeyoRk9WUolrBydJl3Bfw0OwfR523DuVopylltZNZll9D3lYOl57XTXdbb+CCAce0aFmGBCEJuhwlIqBC6VBYMaeH745CUkpOXjyMnLSMly4OSFm88AVz4v/jvpoGcFY27axc/hyo1IRMWmo6SyWT2LpjOtJBlWrF/bU1qjlM61B0m4FJmMRRPW4txna5H7yX6kDdwJS3QSbN48uN0WWH10vluUD46LP82q7NkEHDLGc0JBrpt7qhNRKpwvwCF0NHB0ZjnP6VMhMAgHgo1/zw6XVYFF+VeUqasATkLFmav9L44CZf7SkNHOa6oW1svSpU1Yf0tHcwkQnukJBULE8MGYF3MeCxAECgIM8ZOYnyXzZQ7PZUyO5T45F5Mb72FFYvpK9LHOP+GxOP11jopRudhIjiRQFFR0UqPf0U7ISBM/iUqKDGdSJKO+9mLiin1KoQh86Lyn054Z+HIPFRCBsmgjoXIWM0JOYuWGY/C4LKhh1eJyP0jMYOExIcEFn8ey8HOR5zFhII0AYOM1Kh0Zl57l8/ksnpsjwgQcck2eI/exl9fleyjy5cPrzoO1IA4J947hQkQYRn7dD73f+zM+7fUGBvTtjecCu+PLAYOQkJSGJ3//J1qe/o5HT37H06d/x9Mnv4NZ+Gz0vzx6/Bi///4P1NY04mTEGYz+7kcMGjAYYaHhsNtdKCuvhs9XDrvNgxvX72DGtOkY/OUgfNp3AAZ9ORQD+w/E+LHfY+a0EVgw+0f8NPp7vP/Wm3j7zTfQ62/v4uNe72DQ5x9g2vhvsWPLGhzctwG//HIUkdG3kJQai1QFkgQkpyciLTMFmdlpyi+Sq/baNspD2DJRoEI8c5HvzIXFkQfuDqdj4PnlFKiI2SsXuZZ0pKXHIjEmGtdW7MP9vy5FLBVJx2VI6EhT1wJkdFqGlI6rcKPDfOztMhbLPvwRa2auRcTJq0hKtyPHxpDbOjh9bLp8Cs1b4uyVZEIuZlzo9UJuhACXNf2hU52/sNkICOkFFuxlgTSPtZ3nUxBpC5V6tYhyIWUzP0ugIj4Ilanvq4C7vAlbd5xG5xF70HPzYwSuY4n6RgSGlqHzlNt46esw/DQnFL/cSEOep0ZVSLa7aObShS6d/IVP859SIjRdafOVKBQzLMzHZpDIMe/xKuVggooB6lMXbyO7sAjxqfk4dPwirtyOaf1szfBs/cxK6pCebcfFq/dw50GC8sUQNmk5Dl3CxfBxES5aWTICj0qzUfmbbjzIwOQvp+N8n3XI6b0babOPIC8nGzZ3AdweC7gHC81SXPAJBAGBgEHgwXFChb35GqFBoHBM5ooi4TnHpalnsBS/Iw8Oh95UjA54+lKcVCcOmsIIOQMq6JLE6gAAIABJREFUxhzl2GfEmDKH6UxzHjPclvUOGbprMxIFCQYu5lzY2esFWxejJFhkjONsMpfHNFvxXOaYj83zzcfm+2W+GSqcK7BS11WUF8Hi3zqY75/5NqqUDKPVVOkWrU7MakWVvqepStQKe4EKe6U+lDM+AtODDiufCv0qokrYT1qps+sZHcZ7+AylUjaewyJuT7z+NKaHHMPMlfuRk5uCmmrCwYni4kLVRJ1wAWcTgMg5F3iOSZMFX6DAns4ozhdgEAyiVDgmTnwBiHken2c+1/dqsJWW8n1aFbTsjnSkJ9/AjXM7sGDKNxjS/yP06fUehvTvj4/efw/vvPUX9P/iC2zYuBE7d+7EnNlzsHXTVmSk56ikwpYWOvUfo7S4EhFHTuCLTz9Dp3btENixE7p37oAe3Trj/fc+wKjvx2DokG8wcMBgfNTrA7z/zuvo/eF7GDb0OwwfPhozp01G6MoZCFs2AWsX/oS1S6Zg1uSRmDR2GEKDF+LAvvU4d24/7kdfV/uM0KmelJGM1MwkpGUlI4PRHbmpyFXlGHLAYnNs/OLpxC2aDpgFrOPv+UfOOkH0mVgM3wmzeBkXz8aSFjQNPIi6izkzp+H1P72AVwICMb5dL+zrNBr3Os5GbKcFiOqwCMfaT8SqdoMw6cOhWDhjGa5fi8fFOwlwFTeocutW+ge4gHpZmLEWLoahquguHcaqAaOjvfwwMCK0BCoVfsc84VBU0fwMUDjWFhr0m6hWbupbIdQEQkUrFKqUJuX8F5iw12a4Pw5R5vuno77Qq5XW9+OC0Xl2LJ7b0qJ2cOw44Sr+OnwdJq3YjutRGbB6a2H1VKuClExW5Gei1IlSaFqpESYEwh/BhGMCDvbSCBk59l+vRVEp33+D8j8RhlRkOVYfzl+PRFquCxZ7mfo/EGiaoSL/BwzjjoxjMEYp0nKcymR2436iUpoKXlQoRlSc+kFAX05pLRx8fyV1yHNUYs3mo5j8ySTcHrAdKZ/tQM6mi7DZdTIj80/0HihaoRAEXPylmdWJGSoCCuZ0iHnrP93D+5Tzn856I6SYC6xd1QnT4HE68uFUZq58ZfZx8VyZwDRM7PY8paiYc0Mg6ZDibNjtdJJnGYDRCzWTHVv9GmLKMkKI+bqy0MtiLwDiOe9jL9faAkTAYR6X+zlmBgrnCqj0uDaLyTz9LMMsZxSWJFB0qHGOUifPQEX2TzFDRR2v05WKGfFFmLBsy/SgI5i2hvXADitzlzlnhYmQhEqrL2b9Ga1S1jOh8himBh3BjDUHERMbj5pKB8rLdMmWoiJrq8mLUNC+Fpq8tJ9DzgU20hMkhAF7AQV3ghS1IZAQ8PBc1ArnyD0yX3qZz2frCDA7iktscNME5mKJh2Rkp93C7XM/4+C2VZj047f4asBnGDywH775dhCGDx+EPp98gBf/9BxeffklvPrSi3jlpRexaMFiRN6PxZZNO/HJx70R2LkLOndsjxee745XXvkTXnvtRbz44vN45dVX8Nabf8HHH32A3h+/i3GjBmDl3O+xafVU7AiZj11hS/Bz6EJsDZqGxdO+wdbQOYg4EIYzp3bg2rWTiIm7g8T0KKTlJiI1JwlJGfFISItHNjNmjV3w5MulSkfQVuwqMEpTSD0kfoHyYGXZb1Vdlf9ubu7DAnYZak+HxNQ4FFLuOwtx5cpFTBw3Fn967jm1TS9Dgdu3D0AAs+Dbd0a/gNcxo10fjO3cG2MGjMSB/RFIzLAgw1KEs1eikJjugMPbALu3FjbusOhmjgUjmRiGq/Mi3IbPQikAI1xYFjQ/JJ5VIzJeXKmhIr+qiyqbW6EiczjmLadDnmYuAyxlDFsmKPSYr4xAaUZR2b9DRYHlDwICZAFmxBqj0lJz3fh8yFI8F5SHTpMu4i8jgrE67DBikh2weXUJfhvLqXhq9X4tDEVWTfJdGJbbxnwljnaTiUuAZ4YIjwWArePlVFjP+pLkPYvKknP2RRVNKKlsMcyOvI/316vPk/831+7G4/rdBFXShVsu51m9Bsjq1b72NLHRvEaVQsh5jEABJovGZjqwPGQnBr/7rcphuTgkDJnno6FDeOkI12YwQkHUhRyL+mjby3X5mzfDSFQL5zjdBXBx4y57riqVImqDpiyHnU52iyquaC/Mg4t/96aoMFEohAhVCYGim1Y66hc+93FRioWLsDaNCRzMAGiFjAEVXuPiLnOkV/fyRyHBQpMav995ac8oH5lrfobARHpe47EZPmZfCo/1++d7yNLh0eJPsfMzYaa9zrJXWfeFeeJTOQkmMLLNZVmWdSfB8iyzw+gvYSkWNtYBY/Kjds4TIGw0ebFRsYg5TJTKfAWUE5gXegxzQo9jblgETl24hXLCoIylUTRYCApdJfhZpcIxrU5oCtPmMi72olj0feJzIWD85q62kBDISM/rAhAeyzjH+BrS+FrcCZLw86qy/WlwOdKQm34H9y7txolD6zBt6mgM+3YQvvi8Fz7t8w769++Nd99+A++/+yZ6ffgOPnz3bfz51Zfw+st/wueffIQ3Xn8ZL734HF588Tn814s98Je3Xsef33gZb//1L+j1QS98/Le/4asvPsK6ZeNw+1QobkesxsW983Fx/wJEbJuH47vX4tSRrbhwchce3D2P6MjLSE17iMxs5omkIjMvFdmWNFgYxluQgdSMBG0yMP260zWPzA5O/gLUUJFfd+xZfkJtoWrLRaY1E+n0m1izkJaTiuOnjmH48G/QvXuggkmHDh3Afd/btWuHdu3b6X3gAwLQsVMg+vYZiE0bdiHP4oWnqF4lKFpZGt5doyvmemrVsc3DrGvdWEmX5el1iLB2+KrIrjZQEVgIINgrcFQ2g0ChbV+ucS6PpZdxc68Vi1/tcDFVocWETWkjihRY/KYw/srXPhYxx/27YiFUiivqcP7Sfbz89mB88uM6bN5+BqnpdrD2lpVOd3eVgiiBavPoPVykQCWVjjQu9gwJFuUhoJBzgQfH6fMxn5thw2MCwVPuf7/yWZpBQljw8+FnmpJtx+3IpFZTmECFYOI87pZZ4CzHqfO3sGNXBK7fjsO1W9EmhaRNhSoR1QRBb3ENikvqkVVYjGnzV+Otv/bF5+8OwsShE/HwfhScPu4W6VcmBIFAQUAiADGDg8rDfM45Mk/ud7K0C7c3duYrn0F6RoLJ9EXlQQgw0omLZy6cDotSJwITP4BoKmOjStHg0NckQkyrGSqW/HwCgAs2F2ttChPImNWHAEHAQgDImFIryoqgEyQFEHJd7uF522Z+jvk+udcPHb5ejjKDscSMCjxorVBMn4uuYSb+FCqWgNlhhMdxzAo9phzx7M3HdM5rhUKIaKiIQtFVjDVcaPbSvhedPEnzF8E0JzQCc0OPY17YccwPP4XwHafgctlRXcnFmgmGjPrSgGFPk5jkq9D0pBb1VgWj/SoCFkKFEPA3fzn9PwKGwKPtNbnfDCK+RgUhxe2OqZrKHCjyFsDryIK9MB0edyZy028g/t5hnDgShgULJuHroV/ik74fYuCgz/B5vz747POP0OeT9/HhR+/i3ff+ivfeexu9P+6Fzz79RB3/+S+voE/fXgoy77zxEr4f9gWmjh2OeZOHY8uqCYjYPhun9y3Esd3LcOHYOtz4ZTtio84jMeE+MtLj1C8TxpQzUz0nP02VyGZpCka18JeZfIGYccsvkNiQtXnAXE+JETK0NfvtyuoL58hFgZ1mLjowc5DvyENadir2HdyDQYMGoHPHDhom7dtrkLRrh/btAtRYQEA7vPbaGxg/ZR6C1u1ETKIFOdYSOIsaYPNoBcKFs9CjoeLw1Su4ECQaJvXgmNrzRMBiZMm3JjYaykCUha+8WakMH7cxNhZBmr6KK5o1ZAyzl1zztVEsXDQVjGjeqvCDSANHP5uvRcXCRqc9G6FSxGa8H6WmjHBmFUzAEGcWmCxrxN3IVGzbewwZ2S7YyipRWFwDu4f/Zio1fhZ+heYHis5Idxr5OIyoIlRa1YZh4hK4CEzMQQTmMR6r87IG+AylwQx5rVioPtj0Z6j+7eVNyMp14ezFOyqD/uipy6qkC1WLGSoEUnFVC248SEBkbBZu3klEbGIOLl+PQlaeE8Vl9SitbEJJBT83Ay6moAGlXkobEJNgwZBvJ+HNdz/Fa+/0xphRE5Gbm6m2IiYk5O/aDAszWOQ6ezGF8Zh/07yfP7QYjCLzeC/nuTyFYD0sXqdCp6Ne5aFQWTA/hape+UtyDGhoVaLUjOFXcfE1mVVvy1bmL6oXlbtCJ7adx4RNNnJyktUvfwGLqAUzUAgFOWcvYBBVoZIejRpmjCozw0GAInMFIn5YaMe/mL3kXrku95tDiO2FGqxmsKhjoyYY1ZuGSqg45pngaCgTqhM2BRTtR5m86gCmrj6k/Cd0yrNCMaFCwLARKou3/KLrhEmtsNAI9QwqnoXrI5Q5bNm6Y0hNSUZtNRdqG9zuPAUWvTkWkx91Zj2rFZvhQbiIepCeMJBjrTz8UBHzligQAYqMC0Da9jKfz+XzK8uZ3c9ikw4Ue60ocufBWZgOtyMTHlcWnNZEZMRfwoXj67Fi2SRMmDAcY38Yih9GfYUxowZg+eKJGP715/hm0CcY2r8Xhvb/ED9+0x/DB/XG90P7YsrYr7Fy7g8IWvADdoXNwuZVk3Fw23KcPhSOaxf34+GDi0hKeoCMzDhkZycqExY35cnJTVVx6HT82Z0aCg4XvxzySyxXFdfjF4b2ZIJFvoT8AinbsfEF1V8q3qfDL3nOLyDBVMDemY/k1ERs3LwBn/Ttg/bt26FdADPd27XChOcBAQHo0KEjen38GQYO+R4rQ7bi+oMkpOe44C5tgpMFBoupPrSvhGYdm7damb00VBrg8LFRyTSo5ipuhG4NSrEIUFQvZVEkTLjVbMXFToNBqwptzlKwoc+E0VsGbErYqwVUA0XAouAiYFLwIVQYzWTKX5HjEvojNGC4sPJXPsGi8zR0rzLSi2rgLW6Cq4LO6SoUMsNegYQ9KypXt5r8nKrCb41RcqYO6tzwLzGaihFxvlJdz0zgQoiY4cHFm63tuMCGva+iAUW8T6LYCBQjeo5AYULkrfuJ2LLtIO5GJqOkqgUl1Y9UWZacfC+Kq6j8GlBMUJQ3orSyBXFJubh8Mwo2byXOX7mHiDPXVfkYgjcxxYKMHKeKFJP3zZ4qiyV0vMzrKapHbIoDo8fOwxvv9MU7b32MVStXKxMtKw4rUDCPhKrA2MRLAMJr0gQaAiL5++c4nfaEB//OdSQYAWSF3W1FoTNfVRumeZiRXoQJnfOsWM5IL4KFi68GBMEiyoU9waGvyTjBwmMFJOXg5/MsKktdwYIZ63/geOeCLzkoAgVZ7HWWO/doofNccl/0cwQk8kz2HONr8ZlyTHMZx/i+ZG7r8yWIQG3MxetGpJeYvoxxRomJStGVjHPF/KUd9crEFXRY+VCUHyXkKKatZZn7vSqUeMrq/UZIMc/3tzrrOXf6Wm0CY/SXOOsJE6oeBZWNp7B0ywUsDo/A2Yu3UVPrRmW5E16fhkpREWuB6S2GCRiqFt106HFxMR34frOULPp+2LgUBDRc/L4V8aNomDByjGHIhA+DBThPhyVzbxc/eEymMdMeK2UlDpQVF8Jtz4TbngWXIxseVx7czgzkpN3CvRsHcC5iI07sCcausBk4uXsJzh1cg0Mb5+PEz4twfv9ynNu3AvvXTcX+9dNxZNtCnNyzEtdOb8G1sz/j9uVDiLx1BskJd5GREat+zWhnHjNjKZUZ2pgHl4pu0QDhl8zts8KlAMFQSm7BSlOBMe61ttYn0k51Hf0iUNFfQJ1JzEgblfSlvhj5cDnsyHDewi+J8/Ht5L8ioIMGB81b7dt1QPt27Q1VQhNXZ/T59EsEr9+Fu9HZ2LbnFJat3oS7MSnKdMQsbTrdacJRPY+LtHmLvhSBiLknTHjOciwaIjzWNb2078O0wJcxh6IRbqoFk1+E6oWqgkDwlbf4G5VGRZMyjxWbFEyrijGNCWgIJeVfMTLqeaz9LXxNSbrUkWhKrTBHg+pKJQoy0qrK+PfXw829VXxVKCRYi+o1XNxUcPxcCNV6OIzPSJn/1HN00iGTQLkQEyDSyy9/cy9AMUOEx8/ARsHED5+S8gaUVklgQyMyLE5YbEW4H5WCyJh0Fc6dXVCEYycvq03I+Nkp0x+fowCmIRYVl4G70amqqCRzX+JTLLh87SHuPEiG1VH2jFlO4EIlw/dPKMenOxG2LQJDhv2E997vi/c+6I0jRyLg8thh9ebDxQREAzD8GxY4CFzawkYAw03AHMaPKUKFO0byRxe/N6qml8qQp8mMlYqN8iPKd1igIp/oV9C+Ew0WLvZclLXZS5u/XM9AhlDSUOGveJWZb7P4cztYvViVbRG/CRWJ9l/I4s8F37zwKwBYjWREo+wK3wfnm6EgoGBvvi5wYc8m8ziHjecc12sOtxA2thM2AYXlWBgJpgIRpIyNLQ/5+dmECqO9WOtLhwxPDzr0DFT8YcQaLAQMM+rNUCF4xi/freqB0c8ivhXVhx7DvHUnsXD9GSzedB5zQyKw/ufTat/6plofSkoL4C1iVj3rbWmwECY8pmlMm8Poa2GhR92LOmEv5jGBjKgX9gKJZ9UIS+HrEi8aKgITLyorWPVYVz42l96X1+FrcaMxr8cClzMHXk8ePK4cuFw5cFK12JJhzYxEZtQFxFzegwcXtuPBhR24fXoLrp8Mx41TG3Dz9FZcOrMdD25FIC7qIpLibyAzLRq5OYmwsGYWozqsGbCpPyyWsMkGJTVrkLF5WfKbMfvGLzSWrfAW21UZcH6x+GuMZSuk8Tq/UPySZOakqF9n8gVjz+dImQunm69VCIc3Fxn2SFxJn4PdMa9gc1QANt1vhwWH2mPQ2C7406sd0L5DRwWUbl0D0f/LodiyJwIx6TYU0CfirUNkXDYWLQ9Dnp0Vc7m46lpceoH0A0UgQnUiEPGrE6oUnbD4rELhr2mtPqQnSFwqi74BLiqHZ65TZbTAU0qloY+VGYvAMeAh4JBextv6Xsw+B/Ox+w/yVJSju9gAAUN3WVSRWxizZEtxlcowt/lqQMe8g0EKVG0+w9Rl7MOiKv2y7EwxFQ9zSegj4eKrocJFWEDBXs4FJAIQM2BkTObwnpIKwqZJ5b9ExWciMj4TPiqdykaUMpqutE4plYvXInHhWqQqfc/dK7nRGNWLr+1rVzariDGWx2d2Psvq21zlrfk98j7ZS9Pqqw5F5U04fy0a528kYsvuk+j16dd458NP0X/A17gfFan2R3ErOOi/X/4N82+Zf//sRalwXK7JOLcuJlTcXquaxwKo3PudhSF5n64wzGx6qpICOIyaVk4jR4Xw4AIviy8XYL8iIUCMUON/CzfWasbFZ7KeGKOoCrWJjM9TMFCKhWCQTHe9wPO1lP/ElAwpMOC1HH6v89JagSJg0VDQz+Brca40OWfPedJ4Xa6pucqfovdPUfvBGGBhdQEd2cYkT63oCGFGhamQYgKFCoMO+bZQITCY7MjGxEc2US4s20ITGMcImvFLdVIkYWJWLHPDT2J+GKPAdPXixaERyM7KRF0lHfEF8BXpopJUKoQJoUKgFBXR30LVolUKa3FRsehzvzmMAPkjmIhKkevsKysJFQ0Wnmvw+FBZUYzKCmbg+8FiBpU8v5T5M6V2OFy58Kmik/nKhOfkQu/kLyirUhOFqhJvCnJyE5CTm4isvHhk5yWA+zxY8pORZ0lCoS0Ddm5OxFIPyvmXZwAkHz4voaoj49jrysmFKPJZ4fVZ4SmyKRiwJ1QELPxiyBfJDBaO8cuj/Sv+cuAcV/WUvPko9KQj03YTl9LHYVfCy9icEIBtcQHYGhuAzXEB2JHQDjsT2mHp4efxTp/XMWDQt9i+9wQSM1ywcbEsqdWbNJXUqRLnm38+iguXbitTk1IPhrlIhQ/TFOZra+KiImkymgaKhoke4zO0IjCisVT4r1YmXHSVSilvMup+NcJjmLo85c3K/OYq4TWWs29S1/Tz6JA3QowrDCe+9CanvgBEYNPWkS0mL/GnsNehxFqtqBBg1r7iVr3c291XhxsPUjBt7goErftZKTCav7gVMasaSwFGqjlRKhoo2nej/DimBdm8SP8RXAQgAhTpOV5a3azqf7H0fcSpq0jKKFQVAHxlDaBykbml9DmVNSLb6sPJX27h6p1YnLt6X5W/L6l5pExoMpeqheX1E9PyYfdUq2AJvpZWVnXKt6LCmEv8cBS48DUsjnIkZRfh6v10LAzeiTc/7IcP3uuDtVOWoSCH4LAoH4vAgn/3PBYTF8/lxxLHzY1/8+qaO1+Zk2n+4nz1DNlbRYUVF6hcFJeT32k2mq20+YsLr8CFvhK7zSg+afQEhz+PRTvuxb+ilYuODNPP0FnpBI1e9LnQa1OVmKhEOZjNV3T2U9VkZSUiIyO+VXHwvUlrCwl5z/p1tLrhXEJFns1jjnGOhk22Ks+vthg2thTWRSTpa/KXZxG4BDBSS5QKHfICFcKEZi0xfwlUWKZFICKwYU/Q0OfCKDDltN/Ezb8uKj/Lgo3nMD/8DOaFn8ac9WcwN/gUzl28hzJl4uIiaYHbnavMXwIWUS1UKlxQdfQXw4z90V+y6IsSkYXfDwtt2uJ1jv1/hL33e5Vl1v4dK1JCFaT3ItLsOuqo89jGUURRQFAUBBUFpKmgg/Tee+819BYgIT27JLtnZ6fTQWee719xvse51r32vsk4z/vDdVx333cCWZ99rnapCyyCikQU5fEwEuVhVCQiqKiIClR0W6Fiaob32eDnWXIAiy35XjTwwWCRAEAW9aKaCOUjUJorcyiUh2AgD6FgvvyMoRClMH2uudKdORIpFIDEIvw5fYhGfA5A1O1nQOHnaoqzDzEWZHL5AAcmNhMOHPbHxNl9jDKf3+bkDzKo38zkDyzEb20+nPVsw+JzTTCbALnwAOZeuB+zzz6A2efSMPfcg5i47SG8N7EVhox5F6u27MOlolJ4qTCYdssiPKbNSnHbVXiDtTh+thiTJ8+CL1CJEJUDoUDDLh2GbyRdXimQpIBiBl9ndTslXU2OO4suLR2qWuj+MrVCwLDQUMBScRPB8lsIlt9EgCN+Q7ZDjJGwr5e4zJzUYQdEBg/O9wKFsEplSwlEHJVCtSIwSXYo1owtqhPGVFjrQmWy+/A5fPrlRPTu9yzad+6Jnn0GSGNGvgfdgwzQi5uQauX/gIqCRdWJQaU+PLhPQ88AuQXJqUg4CImyxA2cupCHnftP4sLlYhzOyMSJczmiFmKEinOvwaK8+o4szMWiRmbW0SXIdeov55cgXkVXmN5DlxiHfqYe5zvyM/m7OHU2B9t3Z8AXqJDPYDaYxHWYtszkBxabJq6jtOwaZi3dgYEvvI0uvfpgUv9hyJu6F75i7QfG/8/8P2xQ4OwGi4DCgYpts4+YQYXXyr0Wq6EScWI1jKGwLoXxFImrCFQ02J5SJ7pmCr+1azaYdjUmVAgjgoXqhX/vBJLGXGgDUhliqRoPhYoZfhp5JuLQsBsczOBr9bs2jPQxMUcaR5rLKqVODC4GCVM89hkKDX2+gcbOyT3sBmCQsbiK9Duja9AaZjpKRb4cF0GgklQqP7AL8VJpHGnwoBrhtqkTOz54/Dy8P26uDKqUTyYu00C/9ALTFi/SN+znzbrY1zRdPfKLmdzfihm/bUbAT5AUC1QIExsEisZV1MDS7USYlJWlYiqmVszgGzhohA02FnR3z5WVChFCpTweErBQuWhshUsas5qeINGZz9LPV2Vk7jabqZyiMXZe9sqI0h0V9iIU8ujKkVw90hm2PkswUIxAgOrMUSBRAoOjFFEZqsb4MxJcBhZCRY6VqTIhTCJlJUm4ULVwGEjqz1ZRzDgM/xA5c6U8xmPY7DEvlonFF9thbmYa5p27D3POUZ08gIlbG+CDyV3w8VdDsXjtHpzNLYWfyiCqwWK2Mmf2EA20P1qLnKIIjp/Ox7LVuzFm7CRkFwQRqbglULkXIHSRmApR11SIBr9Mlcg9YJFaER5nHMNgYnES7hMONxCWrC3GBJy6E2n+SKgQJDoCEnvh9YRKveA7VYvcm0o9NqhQ0XAkISRxFG1a6Y6pSHdeFipGWQXPAPR1cRPtPZSJT7/4Ab36PY+2nbqjfedu6NClOzp26oZ33vtY2tdTlZRENAOM2wYVxpJMqShMmHWmWVSMRYgxd4Lt6sqiQddYiYHhXqjcFLDEqDyKItKAM159B+cvFWPbrqMKjPhVlDvBft5bXnUT8apbOHrqEk6cvYL84ojEWRYu3YBLOT4kqFYY+KcrLXEDZYmbAhEDDTPWzl0qwtZdGcg4fUV+ToKD56OsdTEXmmTVMU2bIL6GU1l+fDtlPvo99RdMGfAZCvovRPHiY1qgG2QM0YNS+WKkri+3YrFtgoP/57lP95d8mQoy+M4Gks56KNKORRtKsnpfoOK4qwQODlS4ZAOhwr9hGmkG0xnrZIBeYEMQuaCiKcj31q6kgvmsg6E7zOIsKRcVjTsNOj/DoMJtxmAUEpwJBKqKPw/S8363q4zbHAYQg47t8zMNKjyWUk98L4uh0AXIXmeFyZgK9zkYuBf3F91Vui69Fjq6IcLqeYLFXF/m/iJkOEylMHNMXWiphbyYFWb1KwQXCy3H/rINX87cjtGTV+BS5kWpV+F6KgSJDe4TMFy0i0aVBpzQoEE1mPCYGXw3WNgryO7hcbeKofpQqBAeDNanRoWAhf3DCB3NIuPzbfBZtm3vwX0G/PkuZvA500VFENjg+3DIOULCKfi0e8riXGaZKoyzFl3aZ/Ca5HX8+eN+lDG9OV4qg1CxYVBxg4V/cNw39xj/mLjP41QsEugPF8NTkgNfIoRd3jGYe55K5X7Mu5iGYXMewpAv3se6nfuR668QVUIDF2C3YFlNkS6N67J0LxsRnjiXhwXLtmDS1DlYs3EjWH6HAAAgAElEQVQP2PxQjLET4yA0NIuKhYYMrqtLyuIdBMm98ZBU7ITXG2jsGqb+RituyRAYSPowffwKGrnOUSzmHrOZysmek/xcfkN2pRongeK8P6+3d+DMOACzvMT95sSNCIJSab9/HUXBamzdfwpDR32Nbr37o22nrmjXqQc6dH0CHw7/Cu9/NBIdOnZD2/bdMW/xRon5WFqxuAmjVDkOUCSeot/kpaqfWWxUE+Kmuo6yhA5TCaIuqBYSBIiphtQsx3iu8hbyfTHs3HcCew6chqckgaJAQtRChdT5uO+5JuqDa60QJucvFkkPr4tZHlEr0crriFVeR3nFTZQTKhUKlgJW6O88Igt78UvHuSwvLuaVSFBeA/zXJOXYgvWs8mdvNbrL6ArMzAtj9PifMO6Jj5H71FIU/mUJio6ch6eUWY5FKAl74Q+loCLqI7lgl6oR/T/Pbsfq6lIAqLFnBhVTdGUdFbaDobogUAwqrOwX1aFqw5SKGm0G73mcUClIKhS2dOF16vZSEFnQXo85oOFzbd2WejENGn2DAI09oaJASQXVbd8AQXVjWWN2v6kN7nObw0Bl1whEnHiRQcZmiQGxH5i8H5dG1kp6y/zi+1NxsThU6lQUKCuTdSp0eREehAuBwn3ChfscBhoe5+A1BAr7fREkVr+Sgspq6Vo8ZuZWfPXrNnz+8xZ8PGE51m7ap8v3RvPFFUSoMJZCVxjBYtlfChA13GbA1aCnDL3tmwHmPq91g4WAUdXCQH1KkVRU0CUWQzndYRWpeIs904DC53EY2NzH7XN5zkBgILF9u99mu1Zde3yuDosbGVhsls92QYUwIVxMrRhMbLY/IioWAwu/qZmCkW9rTlCfgCkOFeBK7CLmX2iOf1KtXLwP49amYeqcabhSHAbdO0z5jFoKaPyqBJnZTZhrY8xbsgGTps7Gph1HZHlZpp5Kui7rOpJGnkFfp1KdRYwuqJjB5py6XqFyz77EUvQaHjeoCCCc9GC7nnOk4qbGUBy4aKzFBR0XMAgRc31xm7ESAYuTVWZAkXeVmEadBLG1fcxV+Omuit+AJ1KL9TuO4INhY9Gl50C079gDbdp1RvsuvTBk+Bhs33cG3vA1nL3oRb+BL6JNm654ot8LOJNJI31N+p4RTmGqwZiOaFnK1WXurrL4dcRk3JC5TKr+6W5SpUC1wGNMnVaXl7rBkqoloW6wQl9M2t4znrJxx2HsOHhK1qIvDVWirCrlOjPVQTVWGqrGyTM5KPTGsGHzPmzfdxynL+ZLjCaeuIHyxC1RK/xcf5DrvlThbFYRVm3YgyOnsmS9ey64xnflc21YbEUTEpjtVytuVWaEvfvSMCx//Gv4+s1H3ocrUHL5CgoDuU5vMBYxOrERJ2BvfwMGGe5zyP99qhHJ1KKLy1npUepK1OXFYHTKaBYLLBQeGnSXe5yGkzT4mgHGJB5d4ItKxqCi5/U+O6bP4n0WvGdGlcYyaOh5jw0acwWRGnY17qZYUurGoEEQGUjsWs71B5/PY25Y8Rl2T/I9RKVorY3GkJgSrSqLQHGPtM+ms5bEqUv5YUWy8NEgYlDh7B6SRuxKP2YchQWP1rGYQKEC4nEOAoet8Ef/tAkjp6/Hh9+vwoSfVkuFZmUl1YhmfBEshApjD+YOs1kho0abBpZG3T0IDQbnTdXwGlMqBEQKKgoXhUIACaYVS/DeMsO0oaQZfzc8+BwqED7LznM2qHDbIGDHuO8+bvfZeZt5nW1ztnvsmJznNeUliJUHkmqFKsTAYcAwsHA2oPA6N0jsj0uPeWXFvZJEHBvyPsKvF9Iw58J9mHM2DR9P7IqMM1fgCSUQLq9DOFYnBiy3OIbDp3Lxy28r8P0Pv2LzrgxxabAAjplDscpbKKuopxrMTSWGnEHyWwIWA4lAgCBwIOTeJxzcgHDfQ7DIPdLnS+93PyPEtu0EgxssDkzu/YxU0V9SpQhcNCGALja65xQuzOzSpo6S6lx+E0WBKlk9cfDHX6Bb7wFo3a4L2nXsgR59BuGTUd9gx4HzyPdXwRe9Lj2+/NFrmD1/DR5t3RWPte2G0WMni5srEOEaKKzfMKhcQ0ygQpcX14jRKn66rwQahElcVQmViY1E5W1HqVAx3BJ3VLkLEvFyqgl1bXF9lGVrt6OoJIFI1S3pPrxh0x5xTYnqkQwxZoTdkIyvIm8Z1m/cK++4fddRUTtcsz5ecwsVVbchn+2CGde1YfdjX7gqCe6lq7bLcgCxBGMq6sYTd5grCUG7B9SBCRcbt2Xg68ETcbD/dBQPXAjP5B3wewrgpytL1jpRteJzsrn4f9tcXwYW+f/OBBW5Rw09AWBFijSQjIcIULzqlmIgvrTEI8aW8QwaXcKBRtlAozChIlFVovDQmhUDAo+5ocJ7+XkGLzPybuNv8LJjvKa+4ec593G7lte5r7Xj9Wf7XLverWZ4ju8ggXhpMVOAEp+jTJzOxHx/A4tC5QcG5Jdqj68pK6Xw0a1CCBOpW5GYiyoTnrdAPvuCUam43V8GFespJnDhMsXT2UJ/DT6ctAYff7sMx0+dRjCSKwChSqFCMagoROg20owwUy5mtGl060OFSoSGn9eY0uAxvU7BotsM3ls9irrJ9Hpeq8fN+NvzuM9tm90QsGMEjkGAs23bO9tsz+E+77Xj7pnHbdhx7kfpFnTcX5wJB1Mg5kM2mBAyPG+w4bb9cdnMP7JSPiNUhLySIpyN7se8zIfx28X7sejS/Rgz/yHMXb4MeZ6YFMZFymjQbiLfn8C0WUvx869LpGI8WkmY0KBrzUKcBq3yNmJ0T1FRSKxCVQMNPOMfMpw4hoEhCYNyVSHyTD7beb7FNkSZuFQN79dYikLFnidxkAon48ugUk952GeKUnFlfSWzvMRVpiorqbSY7kwVkbiFAn8CKzfuxduDR6Bjt77o0LkXHuvYA1169cenX36PXRmXkB+sgid6FYWBWhw8kY1j5/Ik/Trfl8D/vDMUj7bvhk7d+mPrjqOIld9CWNxeV8W9JHAhVMTlRrcQ3UV0fylUCBSDiwGlvOKWwoWGvVKhUl+t0E3FlGFCgz25Nu86IrESxkt27TuBRUvWgwuCSVDfuY7X8osD32nT1oM4lHEB6zftA2MyVKf5nihy80Mo9pUjUXVHXWB0SyZuYMOOQzh9sQBcIXLf0QvYsPWwfPGIV6aUiikWgUvcfmaFabjiFjLOFWH6C+Nw7onZyOv3G7wrDksCik9cYFQqToqxgYV9vRx1wv/z4v5yWtuzpoRAUcAomIIBrwCK9RkaOyBQihAMeCQ7kyrA4hw0tgy6BySVmNmfFsjX4wINcY1ZvYpBR2eet2/+8llOZ2Qx4o6yoFE3YJjRN1AYTOwaNyz0Hrq6UrUo7vu4zWvc99jz7HPsuYyfiHKTtWVsO6VQqFro/qKLMI2FiaxFITjM3cVtc2uZOuE1BhGDjKkVXe1xjfQCG/odn7NU3GCEDGEyYoquufLZVNbDbMCIyesxdPIqDP56FbbtOykFkKz1oDohWDSdWIP1bpWivcI0NmHGmEaWBpqDsDCo2HGDjl5DBUJgpNxfPE7V4b7Ove3+HD6T53gPtzkIDfts/Qx9F/t8i6dw3/0su9Z9zJ5p1/LZts3rOHhfJOYTl5eBhQBhEN7gwfnPoGLHOXMITAgUSbEshj/iQRY7Ecei2FD4FmZnpmFB5gOYeSgNo75/AxeyWMNSqR164zdQEr2KLXtOYMbMRQIPBqvpOqKrRb8VK1SoVgghwoUQEbVAxeLAhAbdAMD5/28kAeDEN7hvxwRermcQSMnPTKhaYRaYAcncWRIfEehpzy9mH/FnSULFGlpK8SUNPQFzDd5wDZav34c33x+Bjt37onmrtni0TQc83v8ZjBo3GXszMlEYqoYvdhXZ3jj2n8zFmO9+RZ8BL+Ot94YjxxOHN3wVuw6dQ6deg9C28+N45dX3UVAcF+VBwy1AEeNKtXId4gYj2F0g4TFCReInzsxtAQsVivybpFxfdH8xkG8zYcN/N672OGfuCmzcuEeC6lRM5y8ViZpwgyVadRNlVbelUp6Lc7GgkVApKolj5Zod+GnmEuQXx5Coui1uMIFX5U1piX/weCZ2HTyNE+cKJRaVletDXnFQEgEIEoGWue/ounNUmGSIxa9j08FzWLd8PxYM+hqF/RYg/9VFKM64gGJ/AYJOEkqyiNcVoC8NaQxRoaIqw4BiczDIOjAvWJfCeIq0ZxHlwiwudT0pSFKxEgETYyfsUMxmkoGUejFlYupEVQwh4W7joouAiWJhxb0E/VMpxzTs/Mw/A4AbEgSCG3gavCcAmXpsRZXq2vqzZ/F+KhQDic6qgCSDTeI+9RYrc1xfprQIljTp8+WCyp/FTdwqhW4xUzF23Nq58F7GYj52oKLpyiyq5GqSdIVx7fq1GEaVMmkNhny9CvOW70YkonUp9aGiwXpmgGlRpKUXm6G1mYaW25zNxeUGQwoEBIJCRcGigOB5N1jc9xIKVB/2fH6GGXf359pn2MzrbdsNDve9dr89m7Nt85ypHPd1rJOJJwLi/qILrCwRlGHuL3d8hWAxheKeFSKqXgwwgYgHJREvivw5yPdHcCy0B79lPoTfLqZhXlYaRs1Mx8ade1DgSyDKrByp97iOfF8cE6fOxfGzuSirviMppgQIQcJBpcJZVIo7dlHP9UQjb2CJUd04oz5g3ADhPYSBAYIzz9tzIg483C4v3WaX3XsD7kxHDksSQSqF2NxfTBO2haykaj9xCyVs1R+/BjbFfO2doWjRpjPad+6DDl37YvT4H3DwVBaKuB5K9BoKg1XYe+IyRn87HU888xradRuIjt0GoH3nx/Hr/JWSNsvU2TETf0SrDr3RoXN/TJu1BBEmJkRZ58K4zbV7YOIGioHEoGJKxWZVLLc0eC4wMehzJngc+Dgta7gYWL63TJTp3oNnsX1XBjZs2e8oFnYpviFKRb843EKi+o7AgmuubNt7TNry5BQEnZTi6yhn5pgoJXWzlVfz938VmdleFHhjUp3P9OJzjMfw2RJjcWJCDlD4swnoY1excdcx7Dx2GZM+/Qk7n5kC71MLUTR0C0ozc1BcmodAqACecIEE3YOSFcYOx04bIifDi64qd+U7jTbVSjBQhFDQi1DQB1EsLGIs0XiKBKLFwKsLi1ldrOxnpic7HDNjjEO6W1DBcJtpya7W+IQXoUGo0Gjzc2UwDlPCFOQUrHhffcXgvofbpjIUAJotZkF49znbdkPIfT/Pu8Fln8POypYOre/K96s3nJocgkWgYkAgKOrHUUyJuFWLAYVqxa7nzH0ChenFH367WEBClUK1YsWQzAAbPnk1PmYwf9IafDRhFSbP3ixVq2VlzJZS9xddYByECV1eCpVUBpUZXxro+kbaoML5z0ARjzMWwlgMM8A0JlP/Oj5fwVKazNqyz+Ts/kz3vl1jQODM59g19r7cd5+7BxrOuXCYCwHl3gMZ69pcRrAlguICI1jiFSHZN6DYXB8q7n3+xzfQGGSYlslWFZ5gEYprPFid+yzmEiqX78e03Wn4dtZnuJhbLoFTzZyqlUr5LbtOYvqsJYjX3BWjToiU0+3hAIUKxWBQfzYAcDaQ2GxAsXts32aDiZ03qNg+Z7rDDCqEAAsPpfiRNS2SrZWKlSRBwzoJV32KBOudNvhZhVH8Mnc1vvp2BoqDlRKn2bL7GNp06I62HXvh2ZfeRo63HL4YM79qsf94FkaNn4rHn3wFHXsORKeeg9D18WfQqftAdOo+AE889TJOZRZKT7TMvAAGPf8WOnQegF79X0TGqRxxc2lrGoL8z8Fi8HBDhSD5b4OxDjtn9yp46Aq7hUTN79h79DzOX/HhwNELuHDZg4yTl1Hsj4uaUBfaLZQ7MbOKmrvYd/gsdhw4Ke6veBUVKr9UMP7CbLGbcp/BpbzqFgq9UWzbeRgloSps3XkExSXlOHj0HBLV/BLCLyVOgoGjVBQq2lqHLsDiYBUOHLuC0X/9HIcGzYDn6aXwTd0Fbx4zGQtQGi6EN6IqnB2ItQuxY8AlqK5uLxpuNfQ6swUSQUBXF8FitSaS+WUFjVxDRTLBWBrgRTDkRSDo0c+wvnqBIlnFkQ0XRfVIBTqVDJ9PsKSAwnew9GWDgxl1GnIafDtuht+9b+f5HDtuELF9znaMYHGDx0DjfrYCRNURW/+rG8/5/Tkp1fw8UzD2+6HaSmM8RAdrVDSb67Ppa8BhUCEwqEIMHpwttZj1Kkwrtms0xXiJuL+YTpxSKapYhk1cKQt2jZS2MGswdtoaZF+6gEpW15f5BCYsFCRgqFQIFXWBqdvLXEJWBFnfONOIGyQMLJx5nWZ8KVQs+8tatbgNu26n3FhuCNh1+jy9pj5kFEiqggwkfG9THvWfZ8+y45x5LRUS75fjTt8zbhtUCBQbplgYjHcPc4PZMQMJ21SEWE8T5h8FCzi1dYUvWohi9g2rCuF4aAkWZd6HhZlpmH8pDR9ObYcDJy6hoCSOcDkrqOsQS9zCxdwwvpowU9xj8eq7AhNCpbzyjri8zMgTBu5tg4PNPGfbfwYWO8e5rOqOQIjbfwYTOy7xF8cFxjgOhxQ/OllnChgWRDqFkyzkpGpxMr/E/cUuw3LsLr767lc0eKQNmrfoiOXrdoE+/tKyG/hk5Hi0ad8Trdr3xq/z14MBeH/sGib+NA/N2/ZA1z5PKUx6PYnOfZ5G977PoUvvZ9C2S398NnaKdCdmEemKdfvRvlM/tO3SDx8NGyfFgVJgya7EZVdFrVCl0N1VX60YIGw2cPzZ7AZLEijiLrstLqvzlwulYn7XgZNSi0IjLxll0mWYaiUVp6FS8fjjuJDlQXn1bZQzlkb1w7oWKqOqW2DRJBVRgrCrvC1p6Nt2HBHX2qoNu0QJMgEhGOHCY3UoDVer685JOhBgUq1UsLMy61puIMeTwE8/rsC4fh/h0ivz4HtmAUrnZqDQw/qTfJS4eoOpaqDC0DRexj7Y7ogtkGgcLWjPmcfEHeaAJRjwSRCa38IJGbrHbEh9RkmRusxo1AmBEnY65oJ2XI+eDR8L1JVG95Es6qWfYYZboMIMMCm0dAw5FZVjvDlr12Mz7oTMf2aHERy81g0Q97bBg7Ntu8/b/fZeOlvcRAHCa/R9CUK2pFHAGlSoVtJGClQ0+8vcWV/8tB5jZm68p0sxISKure+XCFxMlWgfsEVJqOh1qZUhTalYvYpkgnGdlR83y7r3n09Zi/0Hj6Oywo8qunXKihENF8gSvtEY3V4pmNDAmmE2Q2wzja0Y3P9oh5/KEDPXF5WKQcUNAG1YqXEXKhpeY8/l5/BazjxW/3PrH7Pn8jhVh6UXGyTsvD3HPfMeu05mxlJifpRLN4EAyhy3F4HCuIobLNyvDxLuG1TcaiXIosyoX4o05Y+LhZARD9h0LxD1w1uVhxV53bHofBoWX07DNxvT8Mv82cgsKpf6jLL4DTEe/Pa/ZvN+zJ63CoQKlYkE6StuJ91RbiDUBwsBYhDgOQOKze57bdvOca7/PF7DYwYbzqZYAqx2lx5hNwQuVl1fWqawKZWCRm0USaCISmBDSPbwKr+J/ccvoXWHXmjQqCWeeu515BZHpDr/eGYhuvV5Gm079EG/gS/j7GUfvJEanLlcjP7PvobHOvdG516D0Ln308nRqddT6NDjSXTu+TTWbTkIfnaBvwqDPxmH9l36o3O3JzBnwWox5jS0TOdmASTfhd/WDSqEiFulGFQ4C1Ac5cBtg4nN9YFDhWGuKnYbPphxQZpdUsFwECaspI8RGDVUpITHDSSqbkrGlz2P8EhUEDC3wPTjQjaRrLiJiupbqKhgdtgdUSkHMs7jcn6puNN4ft/B05j241ycvVDgqCKrvfnPQD7fJ+NUHn74chZ+6jcK/ucWo/jlxQjuvYR8Nn4MsXaFRY9afU+QWGYWoUFVQgNJQykQCWp/Pda6yXleU+pJusEIFQ66xbhQF89JU8WSPPAegkugIp3Bc5BXcEVWTPXJapCWkuwY6RK2ZEqlHJvbi+9DY26G2wy8xVn0uMVbCBYdFjNxQ8LAQYXi3jbFwmvtetv+z/3C5EqXJVzx0mknxfdgAkB29rmkmiNQCJf/gArVClUKwcJ4C/epQljoaGqF4LDCR27z/D2usO+XicvLVAqBQrgw5ZhV9l9y3fqft+LLmVswesZmzF2xA9FIIeLRIsToBnMaTMakjUsKJDS2ZnBphM3Ic9vOcduUSn3DnYKJxVVSAXp9FgEUkgJEu5bH3c+2z+Ls3uY13LfPtJlQsGHP4b5da89xz7xOYOLM3Obqk2WiUoIorwjJcLvAuG1wMYCYG4yzbRtUJJYSYt81v8S05A+O/mSqFvqhA4UI18WxNzAFcy+lYeHlNPx29j4MnTQAxy6UwltaDdYisLVGuOI2zmUHMf77X5BTEBLXF8HClGIz8AYD2zd4cJ9g4GwQ4D6ViA27165z32Pn3LMBRWDixFmoPlSlaCyEMDGgcCZUBCyOUrEKeRYxsltwMM62/dcQKL+BUWMmokHjVmjcrDVmzJonLVUInEnT56FF665o3bYnxn47Q7oLEGDzlm5Ai8e6okOPfmjfoz869OiP9t37o2PPQejS62k82r4Pnnvl78guDEl9ysETWejV7wV06NIXg55+BZdzvNK6xIDCVGM3VAgUG/8BFHFFqjvKoEKguIeBgLO4nZz4BxUIB4/JOX5O4obGUGJ1OJNZIMCTYHzlzXuemajiF4sbApKjp7KwY/9JqWMpDVcJaKheKmpuobJGlW3mFT+27s3AoWOZOH4qG4FYrXwu053FjebOPJOaluuS/RavvItLZ30Y89ZX2Nzve4T7L4Ln3dUouVAMr4dgYYNVBQvjJUlYONtmvDmLWqdKFxeY1q4QHBZf4TaNpruuhG4rupLVbZaqd+ES3B7WdrDTsVSfK6ACJR6wqSQ/j8Dg+3CmMTeY2L773dznuG3D7uNs4DAwGDxstueyMp7X2LD7eJ7X8ri9n8RUZB0YZnbxnfmeqc4B/H3Y74WuL4HKCGlZn3J9EQ4ESf1sL8LD3F8GFM52TBWKXjN80grN+uL6LHSBTV4l69YTKGNnbcO4X7ZizMxt+GLWFoyevgljZ6xBXkE2wsEchCNFYsSpUMxQm1HmrMY/pRbM+Nq1Zsxtn4BJ3Z9ygWk1vbnF7Hla1c5uyISKKhc95/4ce7bN9k722ZwNbLzPnQHGe+xZdj2BwuPc5+y+JrnPVTAZS2HRJiv+K8Iorwgn4ykWVyFYDCL1Z8LGoGJuMLq/wnSBsSiylP3J+C2N/2nzEIgHkVORhcVX2mDB5TQsupKGUYsfwvwVq5FTHEG0UvtlFQVrcPBkHkaOnYqNWw+i6uq/BRJuCLiNvm3beZsJAztHxSNxmao7yWO8zq616zi776sPFIKFQDGomAtM+oA5YCFMSggVJ8YiTSxj2sixNM7WM3U4djYHud6YgOdslh89nngODzZshn8MGYHiQELaqeQWxzHoudfRpn0v9Or7rBT3UcXl+8vxxnvD0KZLb3Tq2d8ZA9C+az+06dhXuvB+M/kXXCkMwh+qAj9z6q9L0KZDb7Tr2AtfjJko7i52LuBiX8wGYzqxgeS/qRQDBw04FYjt20y1wOGGisZCNIBPKIgSIWQSNyU9mAkDp87nSauV9Zv3y2Jd1bV/3PPsUqZOl5QjFK+TGAuzxCqu/htZ+QFZsCtRzS8SVDfXUVV3F5dzSrB89XZ4ghWI033GNVuqrGDz3m4ABhh2DdAOAgTeHew6cg4je3+AC4P+Cf/ApQiO3YuivEIU+nLBrC+ChbBQ95YqBANM/WMSSHcC9zSYVCaiTky1MDPM2rCwmzELLhmbSTaULZJliWmkGZ8xo0uDGyz1iuGVbsWOItG/t3vBQuPO+1PGPeXasmM8z2EQMUjYPmFhwDBY2DkDjd1j5+2Zqc+296ALj5/nwE+6AKSSGPiz8XeiMZVJ2jTS4GCqgzPhYnEVUyyWHeaGCI8RMBy8jxX69d1eVCljZ23FhDm78f3cXRg7aztGzliHz39Yi4++XYKDGSckrlLGTsTiktGGjWaUtdo89Q3fjK3NZqA500jzPg63cddn0IArPHidXc/n6H3aY4ztUjh43J5txt8+k/s27Jr6M6/le9BtZ5/xZ/fY+3K257uv58qThEqM78SUaGfEnewvi6mYS8zSjd1gMagQLDaYtcKW+oRKmH90TLuUIGKe/DGW1VRir/dzzMumWrkfv517EMO+fA1nLgeQ7anA0XNFmPbLSoyfPFvSi7luihn+MkeB1Df67n1CweIjvM/UCYGScOIzbnCIAhI3jGaVWWYZn2nDFIrERuj6ctq7CFAcxZJUJkyNjl1DqbMYGNcxYXU8lYc3eh17jl3GqK8moXOPfpg8Y7b0D8strcXYSXMwe8Ea5BRHZWEtqX4vv4mV63ehRZuuaNu+D94ZPFyAw7TjLXuPoU3nPujY4wl07NEfbbv0Re+Bf8G473/BsfNF8ITrJJOssLQSO45exidjpqBjt/7o1m0g2nXogw2b9knbkyizwMr5LT1Vl/J/QoVFiIxnOMWI9YHCfULFjqubyymeFKgwfqKrW565WIA1m/dif8Z5lEZqJM1409YDqKy5g4QDraqaP3DydA5+nbtK1qo/kHEBR09fwYmzediy/aisy5Ko4b85lc1NVFbfhq+0XGpd6P5S1cNsMaY8KwwJGYnPsNVMcmjRJlu8lEmcrA5zZ6/BT4M+Q+HTS1A8YCGKfzuK/OIiSTUu4eJ6/OIkMZOUYqGBNrjQwNKY0sjTjUVIWAYYZ1UsPo2fOFlhkvFFN1ogBR+5R9xrTqxGsrrU6NL4mgGWeATbujC+Q9eZE0w3UNj72L4ZeoOKAcE98xobBIoF5PXZKXcZ3WbaM0yh4f4su5+fY+5CqhRRaHx/ZrQ5KddstmnQTCqV4RNTrVYIBPcgSO3hk8cAACAASURBVBQsqboVrqPCa4Z+l2qDz+C8Zn0pVEZOWS1KRXqKOcF6xlIIFq4O+c3sndLB+IuZm6R9y7DvVmHR2h2oTngQjwVErQRK2apFYyo6azNFGl0aZRpvM8S6rwF4DeBrDy2FgsVPNEZiNSopsFjshCm8DJATLlQ3Kfhoc0m7/964ihZK0o1mC4Cp+iEQCDQOe183TNzb/FkMJLZNCBmI5Fy5/hxxifMEUC4ZbAoXxlgIE7cLzKDC2cBi2wSKAYauLv7n4bc4/p7ZfZmDYPGX5CNcHkJ2xUEszknHwuw0LLrUDD0GpGPGz0sxa/EWjP5mpqR4shDy/JUSHDubiwJf/J64CKHwZyrDYGIgMaiU1/wuQCFUCBc3OJiazH0bjN1YujKhYsWPBhYDCbsjSzW89BtjZf1tGexkTDXBdUuoVELlt0SZ7D+RhVFfTUH33gPRvEVrNGrUDF17DsDiVbvxzuDP0evx53D0VA4CiVu4VFAKdu0ljIpKq/DmeyPRqk1ntO3QDUvXbJOFuFirMuqryWjSqiMeH/QSvvzuZxw6nQdPsBreSB3ySquw7fBFjBw/A48/9So69BiIdp36on2HJ/Diy3/H1h2HEWfatStYL8WPrloVN1zcoKioviuKxMBBdWLb9WcJsjNbi4F4GnAnXrJh415ZT8UXqkSshhlit6VIkqnGzNiSZzoAIxh2HTiNrPwQPMFKZBcGcOmKF/lFIXluefVNaeWi8ZibqKxhcgB7hTkxHwKK+46bjoqEYKmoYUYh1ZP1IlPXGGtbuCxyqPIaZk6Yg3W9voFvwDIUPbMMvh2XkFecC0+A3cKLECQoCJZgIYJcYM/lElNjyvhKAYqLsyUIbeufBEpVrShcvJL1VcrYChe2c/qESSaYqBoWSRJcVBFOcL+UX9xMpagbzYyxgc1gwffQGAqXNKYrKhULSl3jKAa60kQl0M2mvcfkb9d/bxyFz1T4WN0J3V+2rSD6c7WizzcYljJRodQja9Mnj7nAwnNpIyZyxcYVGDbZAKLKheBQqLCaXs99NGEJhnxNVcJ6FFUnBhTO5iKjUiFECBVme3HhLsZXLK4iYPltF76evQPsB/b5tI34YfYG+LxZCAcLwAB9OMTsL/12T/eRfYM3kJgRtn0zxmwfr2BJQUGD8goFDb6noGPnTJm4YcJtnieI2BNMt+8FgEJFiyndLjU3VPhubojYNq/htoGH2/ZzuK/Rn7VU1Yn0LHN+FsZ/CECXWrG4iikWAwpnQsVgwjlaFkAkVopQyOcMzbnnHx0Hv935wvkovVqBrb63sPBKGqZsfRQPNHgQj7XrjlFf/4j5K7YjzxvH9r3HsWLdTqxYuwvrthyQVh+mWAwoNhMyplDcQLHrqXBMqYhaYZCYKcqOK8xSlQ0sfBYhwroUpg8z48sAo0H5awiWMx5yHSEGjitu4tiZfIweNwObdmZIBhfdX8WhWuw+dB7Dv/gOXfsMQvNWHdC6bUe0btsBf/3bP7Bi/W78OHs5GqS3RMNG6Rj8wWgsWLEDz736Pt79cCwKSxOSCbbn6AW079oXj7Xrimdf/B+cy/bCG67FiYteTPxxITJO56KotBKFgWrkl1ZJK/wvvp2Ovk+/gvY9+qJt195o3bEHXnztH5i3dBNyPDF5f7ZRkQ7FrswvBustYG9QuQcojovr/wKJgcV9nx5TI09jTpcXM8EIFW8ogTOX8rB6/U7kFobUtUY3mgMVphgTsNtZ2MweYLV3kKi9I/ETvYaKVGMuiWoG72/LkM+suq2QqdbPrqr5HZmXPdi686gUZlbU3EZ5tUGFhZLOUsaVN6WuZu3mQ/ht7Bzs6TsNpU8tR8kbaxG4cAX5+Tlgd2GugySZYOzQLWsgqUogBOz/vSp1AodZWjSiVCw+hAJc/pwxlmKpZdF0Yg3W5xe4IaTf8FWB8BmMoWi8wUBi3+ppmAkeGn1TTJz5jnoPn6UtZOS4E4tRABI2TnqzxG24rgvbvhAg2ufLVIxBJXWfKrQUpBQ6PG/H9Fn3vre9PxtK2rbB5R73l8VPzNXFWdWIK434u6UY8vUiDB63QMDCdeqHfKNdik2lECp0hQ2bqIH6FFSYWqzFj6N/ZFxlqygWzl/+vEUywcbO2ICT584hEmRthraTd6fUEjDuFig0ugYWmwkYN4CoRgwSNPi2bwAxZcLj3LZrDSa2fy9U9HPN6BtUeA07H/NZBgdTKpztHQ0w3OfPZNfaz2OzXW/7nOX5BEkiKLGU8spwEigWU3GrFQOKKRSbFSzsIRZCrCyEcNCPcMgvQfoQU42dtv2U9qxbCdXGcDG+BytyG+GDSQ8jLe0+NG7cFCNHT8WJC4W4cMWPhcs2SBfajLM5WLVxD05dLESsWuMh9WFi+wYUm93HCRP3IGQEJq7CSLrCrIKeEBG4CFRS9Slsd88YRTBxB4H4LRw9k4vPx01Bl2598eDD6XjxlTfBFQyZeZWZ40ff/s+jecu2aNayDZo0fRSt2rTHYx26Ym/GOXjL6nDFE8fLrw3GG//4BOt3ZuBvfx+Bpq06okWLTli2dhdK49dlWYDPx09Bs5bt0b5TL0yc+it8XBGztAIl4ToUB68i21eNzQcuYOS4aejZ/3mBUIdufQUmz73yFuYs2YArRXEEyrgGDNeecXqASafiFEjqA0ViH5WqHCodhUKg2LYBhMds2LH/NosbquYuuIrj9n3HsGP/MRw9fQmF/jLpcFxR7cRmCBUHLhW1v0u1PdOQmU7M2hUChaOy9ncQPFQqkg3GmIu8j8JFV4i8Jq4wf6BSVGkgfBUbtxyUdGOqFR2EC2thmI12B2ez/dh59ByWrNyMn1/6GpnPzYX/2eXwjd2F0twi5BVni8GVAkV2lWD9irh4aLjNDWZAUBeZuIapbJx4ihUzCoSk8JHLXPhUuTiFi/osqn97pvM5rm/0AhNbVdKV8WVgMVjwczmYbmzvSsNPVZECgLPssXUKdp5L95e6ve4NvttxPs+e4X42t8V1VpwjPcnc0OB28nfhvFvyHZ04U5oE6plW7PT8IlCoUCxOQgUy5JtFApIPxi/E4HEEy2IFy9eaBWYBe0LFFIusrzKZbfBXY/gkripJ5cLmklxXZX0yE+wLrrcya7Mc27T7GOJsex9hVhKNm6oVwsK2rbrdvt3znBlgM9RmrAmFSIRus1SA3g0WAwnXMfkzsNh9BhXtYJxKUSYgDCqmaHRfYy08z/es3zqGgDC46DP+XMnce47XhCSeEjOoMAvMUSuESn0XGOHB4YaLqZVwrESUSiwWQDRaimiYqc9ML1bAhEM+BEN+SZ0siRUhdDWM7UV/x8DXGyAtrQHuv+8+9O//jHSppXtjwbINOHU+XwLZm3cfk+B0RABwr+vLwMGZMOEstS3Vd5PxlIRjdGh4NANJ3WDqmrmNqCtWY3EUAkXVyQ0km0cySJ+4Lc0b9x3LwsgvJqJTlz5IT38UTRo3Q7P0ZmjatDXmLV4n36hZDDnu2+lo3qKNQOOjT8ejUdPWaNK0FYaOGo9TWV78/NtKDB42Dle8ZSgpv4pt+06h9xPPYeToicg4ky9tW4rDNTh5mcH8p9C6XWf0HfA89h05D1+oFgUlldi09zQ+GDUBPQa8iMc69ULbTr3RtsvjeOH1f2Desi3IKo6gpOwGfJEbuFxUht0ZmVLsF4zUSj8wWcSqXlzFsr6oNuorDoOHgYX77m3CxK5xb/PYPaCpuSONQlkrknEmGyz63LbnBC5c9oKKwv69TI1U1t5NHmMA3v5dL13xIRCqQmXtHXFp3fM+1XexY88xATDhc+ZCAVav24vTZ4uxeNk2SVRgoD/ZFJOtZqpuIMrhVON7ggmsWbkf47sNQeZTv8HXZxFKZx1BcWERPAVsb881U7hEt9ZnmWFNGXSDTAFCVstSosvnMlBtySyShs/ge8AnX8oIHItVaK0Lq/QVTmK0nXiKGWUz1mbQ7fM5UxHJkEC/KhW+pw2NgdAFZjGRFFgY+2AMxFSKzbyX27b0sH2u/fy2z5nHBFyWkFAPiPwZDDDun4cuvrThbFvPLsVTVmqHYjaN/H4pPuJaKV8vwJDxhApdXVQqi/HBeAUMVQsH4WOuMkKFqoVgYasWZn0Nn7QKwyauwtDvOJaLG+zz6RtAxTLmp82iVBhb+WzGevy6dJcEjEv8OYhGuB57saTSUsrxH4kAMWDQUBtEFCqMtVBt0P1FBcBrDTgWuGfQna4jVTB8Ft1l3OcgWKxWhUAxJWMuMoVLKkZSWWmt9C01Wddn0etT8CFYCAgDoAHR4OLeV0VyL3Sk8t96llFxcTC24gxZj8VxgfGc1bEQIKyWZwyF26ZUQgQNoRKlItQ4UjSiMIkQLiHdDoT9spa3P1iIxLU4jhZuRvPH0vFA2gN4IO1+mX+cORflNXdw9EQmtu09hS17TmH7gbM4kemBJ1SLaEUKHgYUAsANFVMqkvFVfRdVV/+Fyto/UCGG6ndxhbmViiQASEt7bWDJNVVsFUh2EJZAO4sSE3ew7+hlfDxiHNp17oUWLdoivVFzNG3aEk8++yratO6MZtx+6iVkFUXhj11HZm5Aui3n+RO4XFCO/s++ikfSW0hKcN8nX0LzR7sgvVUnLF+/Q5YtLg5W42yWD8WhOvjCtfCEqlEcqoQvegOz5q9Bw+at0bx1B7w/bCy27r+A4WOmoGf/F9CqbWe0bd8Fj7Xvhpdefw9zl21BZn4YvshVeY8sTxxL1+/Bmx+MQqc+T2PVlv0IVd4Fj5+55EOMzTbjVyWtO84W8+U3kjAhVAwSZrAJERt2zg0WHjOgGEiSxwgdxjd4Tc1dnM0qwMZdR6Rgs4TLIh88h6ycElEgCQbtJRX5tgKjRsFCtZOZ5cHGrQcwf8lG7Nx7SlxeTCm29+JcVfc7Tp7Lxf6jmQglbuHsZS+WrNiGsxc9KC6pAONDEsx36mOkpoaZYrIg2TWZWUdzLjuAMaOmY2KfYSh4ZhG8Ty5Byc5M5OddQjFTarnsb2mhuLLcxlQh4KiVUCGCrN3iapLsi+V886ctCgYVGKzNSEGFxp+tUq5o2i0zyBivFDDoN3z7Vi9pxSUa3HfDxAy6AMvJttL4iqtok1B0srAsLuJngSVdYC7w2M+lAFKgMHAvi4o5bi77PAOLzfZOmkasHYgZT7GYShKIDmzs5xKojJi0FJ9OXiFxlZFTGQNZjqEsdPxmIT4cPx9Dvl6IjyZQuSwXsAhUBDKsqre4i2aJES7qAtPiRyoSur0+msB17JcrVCbr2iqjCZSZWzBGXGBsib8Z387cgOzcHISD+YhyVUSux84FpDzZQnwzymZ4CRMe4z5nXc9eocJta2ti1+m1TNnVzC66yggWnucz9HjKZUawqDtLYxgGFV5PSBAGNlKqInWtHeM19bftM+059jPVn3leoec8t1zjN/e8m+MSE9cXXX7MFCNkyoOaxRIsRowuPoIlVoIwa1NkpUkFCuFJwDC7hVCxEYqUKFRK8xBLcOngMHr26ov770vDfffdj7S0NLz01zdQ5I+LgcjxlMk6IRdzQ8gqiOLwqRwx9gYQUyYGF9t3Q4UtQqrq/jtU5FlOoN4ywQgV6QvlgIYuo10HLmDwR1/gsbZd0bhhOtIbpuPRlu3xyt/ex4rN+5Hvr8CHH49Fo4ZNRLVMnTlfqup9kVr4o1fhiVzDuZwo3vloNB5OfxTpLdujSXO6xToivXl7PPX8a7hSHJNYiT9WJzDwMN4QroY3XAVvqBbZ3gReePUdNGvVHh179EOvAS9K08jHuvTGo+2749mX38acpZvB1i+lkTpIzy1/JZZv2I+/f/SlrMveoedAPNqxN555+R3MWb4Nb344Gn95/QNkXSkRiEjlOmNOTuW5qRQDh81uw/3ftg0qdk8SLqZk6OaqvYtTF3JkCeLqun/J2jgbNx/E0pVbUH31X0llQtWSVCI1d7D/yGns3HcUvkA5qq/9LzZtP4zs3BLU1P1bVI69U1XtHZTX3MaRU1ewcVcG1m09gEJfGSrqfpfkAPv5ElV0qzGAr1X7klRAt1jFdVkWgAkXm3aewYi3v8DK3mPhHbQY3ldXoPRUHq7kZ6GQDRZ92WKcNX6h6oRGlgZdjDOD7U5fL2aD2Td+Glx6TjRFORXAZ0GkGHLe77jV6GKTxACXq8iC/ZwJJD5PP1dnfjbfgTEZeZ4DFwWNS0W44h+mKnT545Si4f3ysziw4XUc+tzUz2z79i62b/ez6FOA4mTBGUQIF/4cplocqCwHM8C4sBbb1X/4rROM/2axgGXoBMJDgUC4DPlmicCFkBn6nQbwNUOMKkQr8xlLkcr5GRswcspagRKfwaA9IfM516v/aYuMz2ZsxKhpG/E596evx/ptR6SKPs5K+ihbUCuhafwNKjTINhQm9WMpChu7hrMaYbqlUoZUF8NSyIgaoCEuS0FFlQuNegoUBgg+hwbf2upruxfrfqzX85hdY/CxWWGhikRXmuQ96k5TiBhMVEHJOzidAMRV59TSyHEnvZgQUfXCn1PvYw0KXYBxpkgLPBQgPC5KRZYy1t8JYWJgiUZKIUPcYl4p8Kq5eQ3TfpwlMLn/vgfxYNr9aNQ4HQuWrkVhSQWOnrqC7Lww4tV/oKyKPnUuB/ufFfJuiLiBwxgK1QlVilup8DiVimSBWSaZZYAl2Fr/DuI1fwjAdh88g/c/+Rxt23dG40caosGDj6BRwxZ4/W/vY4PApBLFsRvwxm7gwLEstGrdRdxgvfoMwPmsIskEK4ldxcKVOzDg6VfRrGVbpDdrjQaNWqEze3UN+AuatWiPxs0fw9RZC+ELX8P+jAtYuX6PpAR7QjXSx8sfqYO/7BrWbzuK5i27odVjHfBYp+5o2a4bXnjt75i7bBPO5wal6SQVnS9cI5lgBaXV+GDEBLTv8ZT0Cmvfc5BkgrVs3xud+zyHHn2fR8eu/THu6+kaY3LBJGlwDQKuuImoACo/1zFumzG3uf55A4t7ZsHr7r3HsWz5ZqlLOn0+X+pS2MVa4ybM1KJS4WDDSS4lXYtE3V0EorU4cvwiZs1eJmvUU2GxzsU+n+nJVbX6f4BfFKhw+Jy4LGXMNORbei0zxmpYza/pxlK/Iq4wVvJrrC1QeQc7957D0BeGYN7Az5D5zGz4vtgGT54HuTkX4OMKiEwjJgCcWhP7pq5NE2nkmT6bcmHZN3i6wAQqTvYV/27kmzxTi8O63AR76Wk7F42LuA0vYaKt9BnIT8VL3NsSV3HgZGAwIy/qQ5QJwcD6kNR6Jpr+mwq4K6S0yNL9/Prb3Oew34GBRe7nz+mAUaGoDTdt25QLYZP2yXdLMJQgkcA7Z4UG4TJ0wmJ8LFBRpWKK5ZPvV0hGFyEkwf1JVDra52vUNG0gqdX03F6Lod+tcKC1CiN/WIfPp2/G5zM2Y+TUDRg+eS2GT1qDEdILbCMmzlyHYk8BaquD0grf58u5J0BvEDFgGGzcqoPX6HFVIRY7USWibjHGUezbvhsef3bMDRW6zzRGogCorAw7cRPNEmPcg9erm+3e2IoBRVVRKvNLChkl0K9QsM8rd1rF6PMcYDkAsWuonmxY7UpCgMKfj7Dgz0uocptpygoVm91gIUTo+iJc3FCJhPwIhooRrSpDnt+LN0f0QPPHGuP+tAclaP/2ux9h34lsXM4N4PSFYoTit3A5L4zCksqUm8upkDeIMG3YYinm9iJQDCzm+iJcLGDPQL1BSmIodK1V/wuB+B3sOXwB7384Cq1ad0B603Q0eOQhNElvhpde/TtWbTqAvNIaeKM3JL5SHKxFUagOheFr+HDYN2jQoBEaN2qMCZNmaIZY4gZmL1iPhxs0QaNG6ejU+QnpPHzs7BXsPnwardt1Q4OGzfH8X/+O76b8hu69BqJblydw4NhFeEN12HHwNA6fuuyolmv4cPg3eKhhSzz5wt/wz0VrcDE/IJlmRaGrEjNZuXEfJv+4AHm+BErKrmJvxhV0efxFdOr9JLo88Ry69HkG7bsPQPvuA9Gl99N4Z/BIbN11VPpfscKdKoVA4TBQ1IeDGW07bvv1Zzv/X+fqO6JAWNyYcfwS/JFqnDiTg0XLNuHnX5chOy+EytrbqKhNgYWKhW6tYn85Nm49LD3i6KK6kleKnbuPiVJhTIbvUkU3Xc1dVNXqrO/HAP9NsLsxkwIKi6MoYH1QqFIUMsEirf0rbiRjQIRRqJzxlt+xav1ePNGtP4Y8/j+Y1m8Ujv5zG/KK8pGXewl+b5706pI+YaYuRCU4QXYpaKTaoKuK7h+tJ9G4Cl1bCoxg0Cf9vVi/EWDgPuxDqdNGn1liNLrWxoSGWL7pm0KRjslq0M3QuyHiNu62rXAhAJzhakEvmWUuhUIA6fWmfFShGET+bHZ/jpyn68t+VqcYlCDl4M9i2WyiVD5kbGT8QjAIz5iJQYWQYdowlYrEU75R4ChQVHEwRXjE5JVO3ETnEZNXC3CYRsx4iu5rXIVt7z+jKpmxBZ9N34RPJq6WIVD5YT2GT9mIUd+vRsapc7h5LYbyMj8CwTyJe7ghocpD3V5moO0Yr0ttM6bCTsNuw6rbBhKDiM1mrG3mdbZN460qIqUqCBgb/Cx9rikbg4uqDg3i6728lu8u8HFAYTESPkNAURlGwlFJjJUQPjYEIHJO4RZ3xYXsd2IAds8GFoONzoyt+FEWCwpMCBZCJeIE7WUOM7jqAd0Tx0t+wk/7H8b749LRuusDaN66Df65YDNCZTdR6K/C4WPZOHvJj+37zkoAnMrEAOLeJlhsiBqhv7zmrrhR1AVmwV9VKqnsLy7YdVuyorbuO4m3/vExWrRqh4ceboCHHnoAzZu2wv+88QHWbjmIvJIq+GK34YneQGZBDL8s2oDhX0xEVlEERdFrOHSyEO06dEWTRo3QsVMPHDuTLWuis+7mnfeHYfSY73H8XIEsD8xeXsWhKowcMxFjv52GkxcKpDVL4yatkN6wGT7+fAK++Ho6OnR7Aq+/86GslcIVHjPOFeC3RRuRmROAh+6xKGESx5INh/Dmh2PRs99zkkAwb+EqZBWXY8na/XjimTfQwWk+SaA81rkfXvv7MKzbdkBqP6KsI6m6jbLELXD1xvoqxVxZBg1CwrbFeDtG3H2M226Y/Nk+jX+V/Bv9Ib27uFb90ZNZ0iAyUnYDu/adQkmoApV1Ch8CRYbUmNBVdUtdWXV3JcbClSP5PB18NuHC9GN93yrJLNP4DAP/Hn8Cc+atxZz5a+ALVApEDKiscymvYDNLusEYY2LSxjWUBK7h2wmz0Lfvc+jZ81k83/0FrFy1Hnn5WSjyZMNbWgAva0qcFRvVrUVgFCLgNExkDITpxSXsOix1XQodtsknNHR4pCWLGF/nmG47GVyO4ZcFrZzniJvLgZmlNJtSMMCY0U+BgcpGCy6ppGTxLIFLqsBSYjaursX2THuGe/8/AGKwcys0+fn5c2qAnvAwOBKWBkxRKgTK4K/m4x9fzcf7X8134MIsLhY3LsbQbxU0FqCnWqEbi23s6cqiG4zHOAgcG9KN2IEKwUKgcIGuz6dvEpVCuHz8/SoZVCsjftiAEdPWY+iEtVi3ZT+u1QYR4xofpbkClWgkVQxoRrK+WkkpFIKD7jJ1ezHLgy4gDgLGQEGQcBg0FAgKEQWIu6OxKRHekwIa3VimQBi45z6fY0rI/Wzbdj87CRBHcSSvYV1MpbZiMZBUVEbAkVQ2TtJBIqGAIkzccSTdJ+hMpaQKSBUu1qzTizIHKrFoIBlToYtM3GQCGMZX/EhUxFFUdQVLc9pgWe59+OepZnhvQguM/HI8Vm3ej0XLt+P4mXxczgvh6Jl8qRuhOilndfyfDINKnMqFSqX2D4FK3Y3/5/LRK1SSiqXqjiQBvP/xl2jSvA0evP8hPHDfA2jStAXeencINu08Am/kKoIVd1Aav43MnDD+uWADnv/ru2jSog3Sm7bA3CVrpejQH72BryfOxCMNGuPhhxti1OhxCMa5Dkol8nxxMBDvi1TDE67CkVPZ+PLraXjyxbfBBpLeWB3OZgfx+tsf44cf5+NYZhHeePdjpDd/DC3bdMLsRRskG44gYoGjN3Id2Z4Ylm06iLc/Gie9v1q26YjW7bugU5e+GPLJeAz5fBo6P/4iuvZ5Rt1f3QfgtXc+xqpN+6WuhX3KQhW3URypw/rtGdi45Yi0KZFUYldlPOHgBotBxRSBgUUhoSqhPmD+G1Sq635HTc3v0jqGa70k6n6Xfyu2sV+1bpcYeyoTtmBJQkXgQvfmHYkdbd55DJt3HpEUYaZF8/1qr6biK6n3vIMqZp1Fr2LH7uPYufckruSHkZ0X1KalbIDpUmqEli1IJhliFew/dge5xeV4853h6NJ9IHr2fBr9Hn8O+w8cxJX8yyjw5cBTmiuFhmpsGS/R2IoG1DVuQKOv3/q1poSGnUbUjCtnc3GpEtFv9+Y2smtpgFnNbtBgIF5jKForQyPPcxKL4VIUnpzkvsDElUVmbierEeE+oSVFl04HZoOSzQYWg4n7uIHN/flynlCxNjXO59vPbe/A89xOGzJuHj74ah7eHzsP/xgzF4PHUbEQKos1g2uSBujl+DeMr6SgQnBQ2WjwfokAhurEBmFC9xfhwwywET+sE5cXgcI4CmHCBbuGESpTNmDE1PUYNnE9Zs7fImvWx8uKwboJZlqEw1rxHYloIaRmeREQ1rBRFYqpFHWHaazA7eqhEa8PEjPkBhXO9Y9xX9SDq5CRRptAMaWS2o4kwWXPcX8mj7k/Q1OVU5ljDLJr08hwMuDOPl8JutoIFYGNZoDZO1mMxq1SuG3H7fdiQLaZcNHfFX+PClkCMRLxS7NJSTV2XGJSJMmMvGs3sdXzCeZmp2F+bhp+O9UAg794GQtX7kRBSYVk7LB+5ejZfOT64gILN1AMJOLucquV2j8k86uqLgWWmmv/K3EWAwpnPotr27/17idIS3sQDRs2J1NkygAAIABJREFUwRMDn5OmhWw5zzb2TMnNKkzgl/lr8MyLr6Fps9Zo0qwVmrdsjfT0dDz97PO4kh9BYagCJy+XokfPQWjUqAkebd0a+4+cQ0lZLYpDcRSUJHD4VBa+mjAVffo9i+YtO+Dhhi0x/POvsfNoJj4Y9g2GDP8ahQHGUq5iX8YFtO7QE01btEWffs/jfLYPntg1ZHvLsWLTEbz+3qd4rEt/dOgyAG3adke7zr3x0t/ew6JVO5FdVInJs1agVcd+aN99EP727nAsW78Xef5yaYbJNv0FgTqs330a74+cgJ4DXkG/J1/H+YvFkhXFb+yEiwHEoGL7bmgYTBjPqKn7IxksTxnzellZolB+Rw0BUkdl8bvEQvhvFU1cx2n2A9t5BLmFYYmHeUsTyC2MKFTqbqFKxm1U1d3RRbyKYrKw15ZdR7Fl1zFs33UC2TklAhb3e3KbsOGyxUeOX0q6R5kUQOUimWD10qipWCRxgYqFMafKm+Bqk9v2ncPb736Kzh2fQI+uA/C3197BhQsXcTnnEgq92fCXpFZj1Fiudt0VQJSqy0qMuriWeE7Pp1xjjouIbiJXe3yqFTPAnHWou4uQkiB7veJHGndLeb4XMqksMjPmbqDY86XnmKM0DBoGKYOJe7Zz9i72mXavKDWnuaa5vAwy/Ew7xu20D7+eB4Jl8FiCZb4DFbq+lmIkq+CnrBH1QXBw0BVGsLizwQgcnqNKIUA4NJVYXWLc5jnOVCwClynrMWIKOyFvwMhpGzRYP4Pt8Lfhm583IycvDxUVXiTiJRIQC0eKHboXSiBf16u3Bbxs3RX9Jk4jyUEjSaDY4L5BxQBi13CmgebMYW4uu64+VMxYczalott0h0WSUDJgGEhSKsVcZKmYiACCwKnQtGFRJGwaWakFj1Y5L+d5jdNYUq5zikENKpz/DCpuuLi3CRf73fDnF1UX0dgKYyyWZsz/PPGaSlysPIIFOY0w/8p9WF54Hz6Y2Agjx0ySdUdKIrU4cPwysorKkO0pk27AAhW6QFj05qQKV1KZOLEVA41mf/0BGquaa/9G7fX/RfXVf7uyin6Xyvryun9j96EzaJLeEg88+DAGPv0SCgNVCMZvIlB2HYuWb8XAQa+iYcOWaNKkBdLTW6BRo6Zo1rQVWjZ7FOnpTfHr7CXSSdgTuY6ps5agwSNN0ODhBhjy4acoCdeKWmFBXb+n/ooWj7ZFi0fbSZV9995PYcrPC/HK34YivXFbtG7dHms2boc/WgNfrA6fffUDGjZqhcYNW+GLcdOwautRvPbOcDzW8XGkN2+Lxk3boH3Hx/HSq4OxdNVu5HnLtVVM2TVcKY7Lol4LV25Dga9Cih990VoJ/p/K9GHIiG/Rrf9f0KHXU+jS60l06jYQo0ZPlH5g8i2dLU4qtO7ErTTchtoNFEKFkDBQVFarC8quUcjoMSqU2mt/oObqHwoUByw5eQGpJ4lTQfkS2L3/FLjEMBMrNAtMFQtdp6pcfheVsWrtTpzL8kjdUWm4VvqbEYT6mXTFqTuuuu4PnL1YhIvZXgFWNH4LF7NKcDaTHYhrxK3H+2wISFzrsDDtmB0B+EVn6k+L8PRzf0P37gPQtXNffP7ZOGTn5eNiznlJGXZnT4nRdb6VmwH3O+uw676CgRX2TBuW+IY0mPSghPGUENcqYnaXfoPnPQIoQkeGZoaZQa+vDsywu8+HpKLfl1REonq8TCfWynd7T97jvs/gYM+Un81xu9k2r2fRo+3b++hzPNIMU7LVXOrMDRbbTvt4wkJ8xBYr3zIor24sdWUtx6gpq/H5tHVJqBg83DUrbpViysQgohlimvUlQBE3GBf/UrBIfOVHzQIb89M2jJ25HV/9sgtjft6FbbuOoby8GDVV9O1rPQl7UVGWsg7FVoR0L+Jl3751VtcXgZJyexEqKbDQeGpswzKsOFtmmYIlBQFVLwSIgYSzW6VYBpi1dEmBSCvt+S7as0uB4j4vn0OF4qo3EViwar6SPZPCSFRFFDjOSo9SWS+qJizvxPdxQ8W9b78bN0hsW4GS+r0YhOkKY2yFcyjoRyRUggiLIsM+BK/XYqPnHczLTcOC/IcwY99DGPTKQFzKKZVOu2s27MXCFTux63Amzl72I1ZJoDBdlCBJZXcRInSN6XG6v5j5o8MUC+HCwX3WQEi7lqq7Eld5e/AwSRZ48OEmmLtkvQRzIxW38M0Ps0XFUH00Tm+GRunN8EjjxmjcpCmaNGatSgs8MWAQLl0JSMFiZmEY/QY+j0cebohWLR7F1h0Z8MVqZfXGIZ98hUbNmqNJ81Z4/uW3cPqSD76y25i3bBOaNW2H/v2ewYbNexGI1cAbu4pTl3zo1ecpPDnoBcxZuBrPvvJ3CdSnN22NRumPYuCzr+K3JVtwsTCGkuhVqZZnppw/VIvS6DUJ1rMLQLj8DooDtZIVxuWGT10uRb9n/gdtuw5Au64D0L33s+jZ53mZWf9BAy5t6hm3cLm/uO1WKwaM6lpVG4SFQKX2LuSYxDXuhYu4vK7+jhoOXk8YUVlW/46a2n/JGi/7D53D/kPnxf1FwPHfiv9mChYnEF/LWpS78AcS2LL1EGpv/D9UXf8XwmV1WLFqm7TWJwD5jgYV1qZYwgZdbEuWb8dPs1Yg42SO9EQrCVQmf16CxRQb4WKJDHwWCzD5++WXn87d+6F3nyfRrdsT+PnXOcjJv4Lc3Ivwepg6zJRcuqCKZf2UJAyS2U8anDYwhLhSJF1jjGGwADLokcGAfSjsT0JFgOIYZGn5QgUjioRV+drJwir4dd2SewPqYuxLWFuTggrfzevNT0JG3pXt9Z24CJ9ff9SHBvcNOlROHLZvs8aOPGBR9D0/h7PssikVnkv7WDK8GJBnk0h3fEQr67W6fpkE8bVFC11j6vISoHxNVbMsGZQnWKhK+CyLr4h6IVBkUMVQzaRiLEwv/kxUymZ89ctOfP7TLsxcsAOlwTyE2TaEa9iHtWaFdStqIAkarh3Pb9iETCpAr+dTKoVQUYAwDVhdQgYP97d5NcLWmNLcXfcqCkLElInNBha93wmyO9lchIVBRt9BDb/de2+g3mpMAohXalt7wkS6EluMxWnNwup5q5ZngN+dbWYqxX7G/2vm7yrlUlSVxvfkIEwMLKJWmBVGoIQ8iNXU4GJiD5bmPYgFuWlYlvswXhrcFL/OW45o5R1cySkVtwYVC9NqufgU17CnYimv1pRRGht3lpelEruD9HRzcFCxGFQYzGecpqLuX9ibcQHpTR/FAw80wIAnn0eRtFy/iYsFCXTrOwgPPvAQGjVuIjAhUJgC3bhxOpo0boxGjzTCtB//CX+sBv6yOsxesBoPN2iERg0b4fU33keerxy+8HUcPJGNxzr2QOMmzdG56+PIOJUlxinPV4Gla3bjzGWvxF184QrkB8qweutJjPzyR2TmBBFIXMPiNbvQvE1XPJLeEp16DsTRs4XID9TAE72GYEzb2Zew62+4GsFYDUrL6lAQqMbWvefx6egZmD13E0ri11GauI3ZS7ZiwLNv4p+L12Pp2n3o1ud5dO3xFF586V0U+eJOTy1d28TAYirFwGJQ4UwVYFARxXKVqsVRJrUEiLrHBCYuqNTU/St1ru5f8PjLxfXF9vw79xzH+i0HsOfAaRR4YgIfe4dqx41GIB0+molDGZk4fiYH67cdwtnMIgFQJHbNgcq9yQWsi9l/5DyOnMzCucte7Dl0Ru45cPiCpCEzSJ8M2rtqd0y5MH05lriJQyey8dIbQ9CpWz907fk4nuv7InIOnMelnAsozMuCz69uLfvWb0bUZhpQunlsn4aXhrs07JFFwQQqVCchrqzq11oU97d7596ksTeXmABG1zRiAJ6ZZVqMqSnH/ELtKc4R0IXY7SLo1W7BbCjpxDz4TvLefiYHpOIy9lmEl4HC3ttmXmPn7Hpx7bnARKjY78XcXpzt98FZoDL020WiVOjyMvcW61ZYh8LmkcnsL2aHORliBIpbuVhgniAhZMxF5g7q8xz3h01cgxFMJWZMhYMusanr8em0DRg5YzOGT9uCkZPX4fj5S/D6CxCXFGGLpWgQ3r0ipIHFjKcbKqyYt4A9z9Pw06C7Da9t0+VlysRUhBl/znavQcR9jts8bm4z3m+Dz7TnqjtN04kJAu4nEprVRTiwOp6zpQeXJ8Kpfbq7KsMCE6ma5/V2j2uRsNTPoy4w2+fvRX8HptCcuhYnzmTQM6jw3RhfiUbpQixFWAoj2cqlBOFYFNFrcWwpehqLcu/D0sI0jF/eAC+/+RYOHL+EcPktZBcFJQWY6cUF3gqUhK6iTL4xMsuL6cNs06E9vggXq00hVAgQDlMopl4URKpsmEnG/mL/+GAEHn7oETR4qAF+nbcK4crfEay8iZ9nr5OMsEcaNlSYUKWkN0OTJs3QuHETNHzkYXTs0h2nLxbDE65Frrcczzz/qpxPb/YolqzcpBXu0RsYM24SHnzwETz4YGN88910KbAridYixNb5kRr4I1VSST/622lo0+EJdOk8QKrC84K1WLDhMNp2H4AG6Y/ikWbt8ePcNbjsSWD1tmNYtHwXAmFdYZILb4USus0lmp95YTA6dRqIAQNfxe6j2dh3sgCffvUjVm08hEiVxpVGj5+G3v1fxo+/LpPWJkzVZS8sGld+a/9vKkWAQqXigIJAMXDQxaVuLkeZXDW3V2p2X8ttQqLm6r+xY89x7Nx3UgP2JRXYxH5dkVpUU6HUsu8XM7sUWlQPuQUhnLvskeUDcvIjmLtwHZav3CYuLT6TMLKfgfuXrvilAzILXw9mZOKfC9fjUk5AOiVzOQD7ud2K5R7QVN6SONmmXRkY8Mxf0bXXALzQ5SWcGLwA/ksFyMo6h0JPLnzSxDHlUjKA0KC6Yx2WRSVFjmEPSsPF0sXC7f5iunEwqHGHpEGmG4tLToghdwDC7hfSOkYXBqM60GsUDty21SrFkNPFJssQa3xH+pJJjzAmEOg99UHBxBsDC2fbTkHE3kHfjQA1iHKmG9x+FzYbVOy6tKHfLhD3F4PzH0iAPlXcSAgkgeKkFLuh8v5XC5IxGF7rvp73Ua3Q7SXB+smr5Vk8RqCM+EHjKZ9N34gvf94s66swnjJsmkJl2JTNWLH1GDx+xlB8qKrkt2cNytMwavW8O0hPeGhWlp6nUjEFQyOqQCEYDA6caXDtWH0gUGEYONwKpaoqnHR7uY+7r5Vni6EnxOiecisWLjam6oKGuzzO1OEIEuWcncaXknKsYLL0Yz4/URFABeHlApXCiwDQBpVyXb2EAgNLag6IArqnyzHhYkPUCotKNeuOqceaWuxHOFKCULgUldV1yIysxNK8NCyhGyzzQTz3Tg9MmDIHRcEqlDFDqOIOsvKjWLZmD46fzkei9l+pNGIGWh21YkAhXAgVUyicCZf6UOF9VD2VV/+NvYcz0bR5a+lH1q//s9I1md2KrxRVok//Z3D//Q+gabMWApZHGjZGo8ZN8eDDjdCxc3eM/24qLueHwH5dgfjvWLp6G9KbtZT6lGdfeBW5sl5KHc5cKsJLr/8Dk6fPwflsLyTOEa2RxblKGfOI1iAYu4EpM+bhkUbN0LBhOj4YMQ7vjfgeLTv1R/N2PdG64+No1KITuvd7Ae9++AXad+yL7l37Y++hCyiK3ca2A5ex9/BljUvFruLbqfPQtl1fPPXcG5g0cyUGvvAeOvZ8Eu+8NwL5vjJEK66hwBeVVOVIxV1wsAiUqddmjOuDRWHyh3yzF2XyJzAxqLjB4j5m24RJ8hpxof2BjdsOSQ+3k+fzsXf/aaxYvQP+0gp1l139A7GKG+oO479dNVXRv2S1yy07M7B5+xHk5Ick8WD/wbNJl11SYTn3sNiScZuScLXEvmKJO7KmPVvX8Fr+zDYIFFMqPMbMMHZIZheGNZv2oVvfp/Bsjxdw4ZlfEBy/DZ7cPGRln4eHbU8YA3FlWqkBL5BsLLqMxMiLm0kLtGmYSzlCNlgE6RPFwtgKhyoQr7jYeD8r800paGxG4UP3mGSXOS1ZFDYsxFRXldtlxW2Dm/u4AcVmzVzTnmfJz3T6n/Ea+wxu2zCQcHYPA0nQ3Hku+KQNGTdHA/Xj5klKMRtGGhAUElQrGpyn+nBDhUqFYKE7jNfK+WTxpN5DZUK3F2e9bqXWqki34m34fs5uTJ6/DxPm7MMXP+/EiOlb8emPWzHypx34ecF2sKMo88Wj0QJwHWZKQMIjVsZ0WIOKZoERHAYJMdYOMMzIGkzM+OtxVSBm5BUkCgEG3PVarUXhtqkUm93HFE66rooVRfK5zNii+uA/FAGgkCAgtJ2+QiUqYOE24y7yszi1LPYz6fsqFA2EAi9RWHqcYGGSgqouhaaBhM80uJazF5kTv5H2LlyThSBxoMJtPis1vIhFSgQo4naTc0EEa6JYW9AVS66kYUXxA/hk5kN45c3BOJtTgnjdXRw7+//Rddb/UZxR26eF4u6e4BC80JbSUgot7u4uBYq0uFO80ALFCe4E1xB3191NsnHBC+3zvv/C9X6uc8/JDnn6/jCfe2Z2dncSwvnOdTQSdx5HSVEgA+ji/qK/nC09mMEjqsS0ZVGwECpUKAqU/4IKFQvjMPy8tKw3GDp6CsqVK4/Kn1XGlh2/w5H1GqnZJdi066i4wKpVZ0FkVXxWsQpatGyNxctW496TSMQks19XLqJSsnHlbrjUmtSoWw+1a9VBlSq1sHHrPqlbYesVzolJSssH59azHQtnsDApgf2vCJYkZz6CItMxdOxUrN58EH7PE9F/8FRUrlYHFavVRZ3G7dHIqzPqNmmDmrWboVq1BqhevRHGT1uKGT9tQuvO3+Lr70YgIDIFsc4XOHjuCRav2I2HgfEITSzAyAnz0LBRK3T26QO/u4FIyypGekaBTFdMzX6LRyHpOHTyJpLTC2QWCQ1sBufCW12AacRLFYoFk7JgUVDYwVH2XNnX+Bl5+W+QX/gOYvCvP5YOATfuPIff/SC4898iLtGNc5cf4FFADNjB2G3VzdD9FhSejKCIFCmYlGr63Df449A5JKXkiouN9y33bhVH8u+Bbiz+XHfuBmDjlgPwvXgXvhfvIykl53+pFYFJadpxMTJZJCldr19j1ert6N2iJx732IyobruRtu0mIiICERLyTPqD0WiWPpEnm/Tee/euiVvKAIETEcORxHgvDT7VhEKFnZAtqHAlVOi2kmatYrgJCFbm04gzVqKji42LyfTyMvENba9iYEAQmbRmu7tK9+0rP1uPCRwel1Uo+rq5D1VPxg3He1UFQpUiYEkxikXP8/dDyPCY++WY9SV1Ksz+kjoV1qd4srsIEbrFqDC4lSoXyxVGN5hez9UOIO4TNoTK5JWHMH7ZAUziaOG1JzB7/Rks2HwOi7eex/yNvpi13hfTVp/E9DWnMHO9L2ZtOI+lG08hIDREqJ6cEouwsGeIiws2QXqHyfhioJ7NI9VgijEuAxMDBtOni/94jMt4oGDcYeqeUkVBoBioUJUQLlQtHoXigQnPpSI7O730On6G5z2W60tjLHRtERoMtrMppkAmpVStuJweqOjPQihw/7+hQqXlUVuEDGHLPxTjWjPKJ8sq3BSXFsFhAUU7G/OY6kddcAoVAbgAhG1z6AJjqjFhE4/01Fi48gtwM2Ulfg8th93h5bD50SeY+FM/HD97F9cfhuLIqZuITsrF3SfROHrmthjgLCqPQkLlrRgcOzxoMHisdSrc19fp/qBR1DYedKGx5bkr7y18rzxC5Zp18Vn5TyVwzsyplKxXCI5xooPPl/ik3Kdo0tQLM+Ysw+2HofJky2mP4cm5uHI/GPN/Xo+2nXqiKl1jNWpKXKWlVxts3LrftK1PzhFVwsLFK3eDMYOzWM76SXFnoiNXZqrTHRbvyENkshuxaYWId73CsXOPUKuhl9TT1KzfHC3adkejlp1Qo04TNG3ZEYuWb8Ddp7EYNXmxAKdZ256Ys+I3LNt0GD5fDsOM2auQkF4kEyev3ArEnIXrcfNeCOJTc5CSkQ8WQQbGuLHtj6voP2w2Ovj0xWlfP+TkvZMndLYsoVE1T/saKzHZXoSFbnZQlKoPS4moa0yv4Zpf9E42vTZPYi/vRHk8CYqRoWV5Jf/I7+za7ec4ff42QiJTJSWY7i8WOHKOilTPW65QusbikrJw/NRVCfgzXZgV9ASKqhUFDP8WIqLScOT4JYnLXLr+BAGhabh6zV/caxzyxffzZ//I/WV1IOCES7b+CQtLweJZv+Avn58Q12s/Yj7fj9Qz/ggKf4awyBAkSTW6aR5ZWhQpA74IGxYD0mhbgW4r4E0FQkVBxZLEUd0sHCZULPcRDXUq4y2WSihdk2PFvUTj7FEp7ELMVvSmGzH/X5dVI/ZjBQRXhYSe02MFC1dz77x/AxvPtQZcCdJBwMSYBCJ05VmqS9OmRYHZ0qhLoaJBeAKEcDCAMAF5adliQUVfI2CMkrHHYYxa4WsKGIGKlWY8yaphYUsWTSWevPIIJi4/jMkr/8LUX49j1vrTmLvpHOZuvoAFG8/gyNm7CIkMMBPW4kOQkhwugXl9emedStkncXWT6TXqosrJSZPmlGz9wn11Y6nbiwZXDbEHImXhklz6Pn5uTk56KVAIFn0fV8JFYSUuKhp2tl6x4ibaqyvDlSLV7EalpMJltWfR+zGrx32ncNGfz65aqII0JsI/GiYp6D3oeY3bfAQWtnYh4GybAkVTtNnJmC4wZoexAp/KJT3Dgbj8YPwZ2hK/hZXD3shPMHVrFWz7/TDuPUvAqQsPwJnusan5ApanQfHisiJQWDTHp1YFiQKEKoWBeW6qWPgag8M0Jlz5HqoVVpWnu18g3f0ag4ePB3uSVa5cHVt3HIQj+w1Ss15h7x/nMG0WK+NDJQiemFGEBFcJbj+JxILl69C6Yw9Ur8GssOqo8FlFeLVqi8XL1uLBs2hEJ+dKN162rb/JWSyLf0XT1l1QuWo9fPVFf4THusTgJznyZLxuIl1izkJEJefj3O0QTJ6/FrWbtkXNBs1RsUY91GzYEnUae6NG3YYYOGQCQuNzEJ9ZhAu3g9Cqcz+0aN8dLTr2RosOveHVoSdatuqKM+fuSWyKyijJlS+zX+LZCicyC9v2XcB3g2egbee+aNflS7Tr3BvfDRiN6FiXcQWVziqxKtQFyq8k28sOlP+fGlGA6EqY2Pf1WD6rNA72Tv5drt8NwImzNyQVmPEzqhIWMjK1WNqwsBWLZnqx+3FANI77XkdweDJYn5TqKMaBQ2dx5NhFUSB8oBCoZL+Sv4Hg0CRcuvZIHkDOXXqA46f9cPrMbfmezOwXco3dHaZwUXeYpDxnvwVjOXP7TsPdTmuQ3HkfkgYeQsK9KDwLfozISH9pZ09lYKBigudMIebTuekLZkElKUpSck3sw/QTYxcKFg0TKkalWKMlCBvLzaQAYB2Ypu4zQK7uMX6vqgxey32tl9HPMIAwrjQFg77H/pr9eu4rkMx3mWw0vYZFlzGxzLj1JCYYsFguOsvlxXRmKhS+xq3caKoTDt6StiwfZ4BRpdDFZdSKp/8XgUFYMF6i6oWrCcKb2hS+zuvE/WWrXZH30R224rAUPk5ccQTTVp8QmMzZ6Iv5m89LBti8TWexYOsF/Lr7Gu76P0NCUgTS0qLgTI9GptXMkU/vNHxcaVi56jmNL/C8XakoYAgUAxXGLegm8owQtisNu2IxSsWoluxsQskARVWKXqsrP4dAMDEPjY8kmeaOTGfWYL4rBS6n2QxY6CIzG4FjPsMTdFeIKFx4TMAoUGj0FUj8w+CxBuH1NVElVq0L1YooFsv1VQoWaXHDqnoz1pkJD/q5bLzJz0pLTUJmfi4uJU7FdqqVsE+w8W45TFk5BHv/ZJptoYz4pdvD70GYpM8ya8vNWgdLhdjXskDhsYLFZBy9K62TYJxFA/2MrVy4+gDVqtdFhQrl0dGnJ0KjHEh2vZBW8vGuAiRkvkSC64UE5pf9ugVtO3RDjRq1paHkZ59VRDOvNpi7eCUe+EdK3QfvPTa9ENcehWH2kjVo074bqtWsI+nIVSpVR2vvTvB7EILkzBem3T6r3V2FEhO58yQWbbv1k/HBteo1R4UqtdCoRXvMmL8aHXt8hxp1m6NBiw7YdeQC7jxPwZI1e9G229do2Z6NJHtIgWS7zl9h4vRFuP84CklMPXbkI9H5CoFRmdj15wX0HzENTdt3h3fH7mjVzgfe7bqhY7evwTqaX9ftNE/4ogg8WVTSDiXPQEUViB0uBIZuCgxdFSb6etk1p+C1uKtYrBib7JYaFKf7hRh5jgzm9xEorHMhIDi4S4L2dIcxzTg1V+BJ92dASAJOnrmFP/+6IFlifJhQpUqwcJ+B/guXH8DvXqCkMd+6E4iE5BxxjRFMASGJYCYZwaJwUbCYtRhZOW/h9yAYR/88i53fr0Bgl62I7/I7UiZfQsrzSAQEPkE0M67iWL9hRgMbuGjcgYrAExcxBpmuIwbVeY0FFXF9GaNrMim5H4PYGFbWmzoXo2CMe0z2paOFBTHLbaUA4vfoPv+PKxz0HI8ZQ9G6E/v1uq/wMYAkFKiejIJijCYk5Ck40ZLw5D0zyaAUepa7i8c8T6hwn9eWk75fFlSY7UU4qNKga2v43N+kdQsBoecJBsKCUOFaCg+rgl6r6CWFeOXh0qp6U1nP7C+zTV5xCDPWnMCcTWcxf8t5LNhyHvM2nsXc9WdkzPCcrRexcMt5HDt7BwmJYcjIiEOmKw5ZbEuSaVxCChE7VHjOqBd7fMNTy0FjTKBQrXBfoWKM/8dqRQGhQOGxHSK6r4Dh64SJXl8WLGKwqVTsbfVdqQIVE1tJg3GBmXOyn0HFY2Imqk7sQDGvmZ+Dhr4UHBYoKZ+jo4PlPNvUMANEIEPlpPNZ6P4SV5yBIO/bgMqAm/DW36kAz5mCdMa2Ugg/F0Lz/bA3vAp2hZTDvphyGLPWhtWFAAAgAElEQVSuCk5fuoGs/L+R7CpAQHgiTp7zw7krD2Tsq4JCFIgNHDzOo2ulmEqFK1UL4ysmKKyGjIYwW1qBmKBzVj7TjN9i6IhJ+OSTcvi0fGWs2bAH6dmvkcxBXa5i3A9KwvK1O9C6nY9JMa5WHZUrVUWz5t6YNe9n3H8WKYqHmUVpWSV4HpaI+cvWoHWHrgKT6jVrg4H+lt7tMX/pWvg9DhdDmOQsQLyzAFfuh+FRUKyM/mXTylETF6BC5Zpo3tIHsxevxfUHwYhzvsbuPy+gbpO2qN+iEzp/MRBdvvwBDVt2Rst2PdCweUc0b9MN46YtxiW/QEQnMV5TJDAOisrB3kM3MWDYLHi1642WbbqguXd7eLfvhuHj52D/4Uvo1WcwWrfvji49vsHdB0GSkWWy7Mw4X7qdaNhp4BUqXPX3al8Jk//a7Nd49m2uNE1TLmQGn6k5IvzlISDvDUKj0nDy3C2ERaUhmy5NKpb8V/JvzOsuXLqHM6wTSswyCRq5r6UlzI1bTxEanlwKF4KF7q2QiCRJxaay5fufPI/Gkp83488jl+DIKDbqxnKhsTBUXGJs7+Jmh+RXOHvpNu7cC8aqJduxw2cuwn12I8HndySvvYPokGgEBfojNpaGO8yKpVBFECaeGIWBicYjGB+JAutXxEhzhEQaBw0aqIhhTjbxCe6bp38zopjGW574UyxXWArnSnlUi1EURhmp20yr4BUSdrAQDnpeYaLvk3u2qv0JA278btYF8hoCKTaOsSIDFblva9aS3vd/nZOK+rGLWPxo2qyoCmFKMTPChluxFrrA9DXN5lKoKGQUIlpV/9GqhY8EkXQ3Nh2LZ607jXmEyZbzoFJhvYppi++LuVvOYc6m89i45xyiY8KQKcWD8cjKTIDbUiZ2I0tDq8bWc16D7Ka+hAaY1xjXFV1b5rx5n2l9r8aVYNC29EbVmLiKHRjcJ1BychyWK8yBrEwDK3424y0mCUAD7DTChIoHfJkugsQTVzGZYGniEmOTR5fTKBE18lz1Z9X743fwvKZPc1XYcF//kLiafl6mgl5+RsaMsg0MCRMDFJPAYD7TSojg2ADOuhf3FydHMmEiUXLxU4tycDLhB+wKZmylIlZc+xR9fvBBWLQD2cXvcethAB48jYTvpbt46B8lRW8KFlUj9rWg5D10yy+mOjFQyeeTdAHTV40RE5eKDPRiI8r3uHj9CapUqykFkV5enRAQmY4nEQ78vH4P2vn0NBlglSuiYoUKaNTUC9PYMPJRKFIyiiXQnuzMF7VBt9rtZ9Go19gb1atXR/VatdC4uTdmzluJO08ikOAqREx6vlS6B0WlYdHKrWjToQdGjp8moElxFeHG3SBpMHn9bgji09k6hgO46BrLw5Cxs1G7cTs0bt4Bjb06oFb9lmjQtCPGTFmM89cfS88xXhvnLJHRw/uP3sCgEbPRtlMfeLXrhRZtuqOJVyf8MGwSjvn6gRCju2/n/hNo3rozvNt0wfhJc5HqLC6NR0g8SmpTPOnDCheFg12V8JwdKgXFf5tjni8wiqag+B0KSv4W9cF/EwGUpBgzzdgc84Egp/CdJDqcuXgH3KISMpFpdTM2VfamKJJpwXsPnERyWgGyc99KooHf3QD8dfwKHj+LgvYJ48/CzyeQ+J2Ms0XFunDqrB+uXH+KsIg0REQ7JcaT6ihAcmqeUW5uzQ7TCZklko6c5MyTtjK/zNyCjc2nI/zzfYjr8SecR4IRHBaCkLAAxMUGeeIn4g7jHHuCRYPtBir8PyZbMv+vcdBdnKThCzxsT/jGgHPiKuMthEcs0pkMYwMOgaBQ4T4hoWnBuur/bYUHVQrPUalQxfC8Zn5x5Wfoe6hSzL0a4OnAMdNM1rjjRFnZYFIWKPbXuV9uzMIdYJ0Kix8nWGnBhAVBwc7F7AfGjYBh4J0qgyOBCRBxZVlqhfsfQcVSLWw8WRZCApWVhySuMnPtKczecEaAwlXmqjCusvE85mz2xZxNl7B082k8fPwUWXy65/AtgQrdQsbdRcP3saE1cDFG3UDDvk9jq+4vrjTQ+n6pGZGndH6GJzCv71flwlUMslxj1AvBkpvjgjvLUQouzQLT9/O7qST4feb+GWNRVfIxWAgaQsXpIFTMZlxh6tIzisiAQJWMURwGMjxnIEZQ8joqFcZZ+IfEYKF8HkEi8DPt9RUsvFfep7oYeb8SoGfXZycHfiUinS1dHJFIc2fDP+csdodWxM6wctgd9Qn6z6iO3w/4oujlB/gHx+FRQBTuP40A003TMopFgdhjJ4SKHlOh5Je8F6VSaswsf74aQFEr9LMzTiArU5Tfga34y5X7FJ9VqIJ+A4ahnc/n+OyzSqhasSIqVaiIBg2bYeKMRbh19zlSXYVwZL6QepPE9HxRVVRWqRmFSHW/xtxFK1GpcjV8VqkGBg+dIC1gkrJKpNqeBZNx6fnwD0tCG5+vUKd2A9Rr0ETmthAqSSl5SHIUyVwVBtYT03KlpoXnLvv5o0W7z1GzQSs08vLB0LGzcPL8HRk5TJcdg/Mh0ZnYf/wmBo+ejzYdv4FX2y/h1bYnmnp3wfdDxuOPoxcQlZhl+oLxfjOLkJCej2FjZ6Jpyw5o0bITDhw4JbEFPp1r/EJBoqDm71P37RDR37P9XCl0Cv5GQfEHJKflwj843nJR0qWpsLcKKwveys/MccocPxwW47RSyl8ju5Cp4qxd4UYlYzpUs0V+fHI2AoLicerMdbCdy/FTN5DuLDbxNOvfWyBpxWdY+Lhn70kEhydK08pcutRyX+PBkwgcPX5ZFA5/fnWD6cr5LJIJll0sdTQXfR9icNcJONRxJRI7/InYvn8i+UYEAsOeITI8EIkcdiUNIKkAmJlloGKPSYiRloe3ONO9NykGqVZmlD1TisaZRpj/HwkWQsIYcyvLijEKAZRxsRE8BAZX/Q5RG7Z0YAJEX1cIESS6qTuM36UQks+wYkRUVrQL0vuPisUa3Kf3qkDh+f/aLPfXb5Cq+qUmTqJuLULCrlS4b1cqdIVpdhev5fsIFQJEP4NKxQ4VXief8fNBTOOs+rWnMGPtSQEJV91nsH72+tOYs+kc5m29gvkbz4Pz6x1pccjNTpHso3TbxEYPEIxh1ad4GkXd52rUhoGMQoUuMBp84zJj2xUDCwMP4zJTIJjP8ATuaaipFHjeZIAZ1ZKdTajwc3itgZa5xrixjIHXGJAHKgYg5phqhVBhRbvLaYCQxSJJS0kYhWKgQrgROnxNQcd9BYl+H69h3MXEXswfs3Yb0M/ltZ7NgI9Q0Y1QIRRN0J+zWTjj3ownTsnPwsnY78UFtjuqAqbuq4R+g75BXJJTVERYvFMyr2KS3Eh2FJQG6BUkuuYXmidiwsQOlFKDZj1B0+jxaVXnb/CpNa/oH1y++RjVatTDZxUqGlfYJ5/IYLH69Rth8rQFuHEvCMmOQqS5CpHiKsG9gAScvXwXKa4CiYcQeJzbwgSAJ4GxaObdEVWr1ZJBW0fPXceTsFSsXLcfh45fEMgwML9h237UqFEPNarVQr9+QxGVlI0UtlxJLxTwsEdVioPpxxzIlScJA/OXbcD3Q6fi5MV7iEktQKLLdFUOjc3BwRN+GDx2Mbw69UVz767wpjLx7oKvB4zE7oMnERrLnmpFSHKVIJnNM8NTwVHKLIpkFwPvdt3RsmVHfPXFALA3l8YjuP4XVBQgXBUiek6P9ffPNdVZgOu3nuHw0UvYu/+UVPPz3y+HKlJSjKkgqFD+RlBEKp4xvpFZgkvXH+PY6Ws4duqqKFZeb+9mTHcZXZ9hUam4cu2hBOgLS/7Fs4A4nL98T17jv7O4zGTuivVAkfMGV64+MbPtc9/KZMwdO4+I6qELTB46rNRkjbEIWLJNdhwHiWVlFyLdUYzVK37HxK4zcKvTNqR2+RPJo04hzT8KIYGB4kbmk76pF2HwngbeY8hp7HlODHZyDMLCAmW4FY2x3cVkN9J0N7GrhT7s0VgTPoxV8FxamnF/2WHxERDKQIWv6bVcCRS6v3nfZZUKr9V71vfwuPR+rIw1gZ+65mxA4c+hoFH3WbnxP+3GxKWmTQuNviemst8olXkmpkKAaEyFYOCxcYmZ8wSJbvycUtBYQXoCRt7/0++YKFD5C1NXH8eEVUcwkUH7lUekon76mhNGrWw0amXW5vOYufE8Nu6/gKiYMBTnO6yn71grlZZuHk2rNS4bnR1PqNjTbQkShQhBQUPPY543YNJUYAVCmtRpGJioavFAxRhw8zk65dGAi9c64M5imrG+z1xnnv6NMjIGnhBJE7VCqBiImKA99/Uc1UxWplXLwiJJW9zGDhLd5+qBg/k+tsXnz6mbgYOBkQGPcX2VBQzvk9eaLDDWwbAoMh6OdP7xJZhuxkwzzs6Av+sIdoV+ip1hn2JncEX0GtoYK9bvwc17/rh6+xkOn7yO63cCpUGg1KMUedSJQKXwPQgVhQnX0tiK9UStRo5GzwTvubKlCA0ZiyvfYtgI9gQrJ1vtOvUxcepc3Lr/XDK10jnsy1mABEchNvx2GO279oGXd0fcexwiQ7+eBSfjgX+U1IA4sl/j59XbxZ1Wr2EzzFy0Gr2+GYradZuid69v4B8Sj3hHAUJi0vDFlwPRoH4T1KndFGu3HYB/bCbWbf0LG7ccRlJagcy0T3IWS78vKhx2QI6Iz5LuxryXyMQ8HDv3EEPHzUfLdl+gRWs2jOyMJi274MvvRmLH/mMIiUlHgjMfCc5CJLpKcPdZNJas3IavvxmJ81cewpnD2NIrrFizDS1adESbVl2w+Kc1YlQFKKXuL48LTEGSV0SgfByo19+1roUl7xEZm4ZDxy7gaUC0qMR0Zz5OnWUfL0KFacXm34PAN21e3iC36D1OX7yNqzcfIz2jUJTqX6euIT7ZjVxRLGw2yfiLNp1kQN9k/IVHpWHfwVN4FhgtfwtUQyaDzFTyS4xIQPMW8Wxvc/YWrt98gshoh6jRB49CP+p+bIcK05rN8UtkuFmR/xJJbIez9ggWdpqGZ91+Q2Kn/Uhd5oeEiBgEBPsjOjYc8exQLCnEhArdXiY4rwaafQrj48LF4DL1Vg2uKhU10jxvlEGMFBpTQcgwMI7pZYqxTG41Rt5u9FWx8JxChCvPm/sysOA5bgJCK+VZX1eVxc/g93Dj/eu+WY2a+hiCZuR42XOEIX8eqajnzJQJllIhMFikyGwwur9YuyLpxpIdZmDC10wRpOn7pQBRmHAlQLjSlTZ5+SFPptiSfRjDSZNLfseIRXsxdP5ujFy0D+PZGv+Xo+IKoxts9obTYLxl+rpTmL7eF8t3nId/YBAKslOQk83WJYwJaPBY4weqTEy7FD7Nq9uI+8zYIkxUpei+AY0CyVyjMFC1Y2BBMJjNZH+llUJJX8/ONt+T7XYKWHi9AsxAzrjV6HbSjCyXK8WqqDdwoUpRmKha4bHGWpgRRreW57MJEJ7jyjoXj0ox7jyFirrQCAlPzy9OimQdix0m3NffHWMy5noG8fg+xmjMH7/DkQSqxjRHElKdyUjJTcKxqJ7SaHJvZDmM2Vwbn387UJTmldtPcOXWU8QkcYgTW7B8MK6HrBel6cP5RX+jgJvlv5eV+xZc1ADSyMmTtBVfyaPbhT52Gs2CD7h686nMp584ZTbuPApAelYxUt0lSM0qQaqrAHRPJbpfYdLspahSuZp0LmYMYsuuv9C1Rz98238YouMypEo9ICJNUowv3XiE0IQcDBo1CTVq1ELNmvWx6tdtSGD/Lmch/vjrAurW4Rz7Zhg15Sf0GzYNtep4obV3T1y5GYaIxGLsPXIVJy7dFxDFs3DSUYh4zn5xFcHvURjadf0WzVt3gVfrjmju1Qm9+wzCtt2cY++UOE6CswgJGS9wNyAey9btRfc+g9CibQ+pf/lx+ETEJbslnTc0Jh19vhmMVq27ol3HL3D5ykPkF36w2qT875RiA5N3AnSBtU2xKFB0dbDg0l2C3KK/kZCWg0PHz2Pj9gOISchEQdEHo4ok1kG4vEVe3hu4Movxx5FzpdlezBA7duKqKBxCRSBRZgYLZ6/cvheIQ3+dR0R0qqiToNBEBIYmlqotcYFxaJiVVZbqyEdsYgaYicZYz71HITh87CLyGcQv01hTYaLnZVRxJmf/vEJa1iusWrgN21rNRkKXg0hotQeOnQ8RFxGBkNBAREkTx3CpRUmTgVyEgMmgIgyY+cUuxdL7y2rRQoPL9FuuChUxxMwQE8NugvKs3GdcRSaxWhlgpSrGMvoKAkKAwOBGePBYwabXcNV9vuYBDwP+HneaQoXX6L6CQ+9Xj80QPw9c9DxXCypsW29qSwgQrVlRqJQO7ypt1WLa4DM7TOFhB4p93/76hGUHMHbpfoxYtAdD5+3GkLk7MXTeLoxavB8Tlh/CNJldb2AyY+0JOZ6xlnUr57F4y0VcvnkPWa4oFOSll7ZpMbPijVKhWuBTuD2OwKdsNY40/Ko6FCwEiket0P3lURYKA672TV1Z+j79LHONlVmWTaiwbkWVDCGgmzHgJj7icXepy0vhQZAwnmI2AxWTcmw+03NPbPGSVqpkJOhPUDDRINP8PPo7Md9Jd5+JlZjfl/mdKVQUePy9eYBigojsVMw/qPQ0TwfjdAFLAtIIylw37qdtxvaQchJbWXWjKjp+2xjHzvmJOym/5F+ppHeyfUtICvb9fgp8EqXLI4eGrPhv8GmYG4Fi32jUyh7TGDIeIJtVgMcYS3pmMZ4Fxcl3srI/I/8NQuMysGPvKSxbsU3iG8k5RbjzNB5e3h3QsEE91K3XELXrNkKtWvWkzcru/ceRlkllkWfVohSIQjh39T4aNPJCrdr10KFNF0lAoKF/EJaOidMW4eCxszJXZu6SDahcnSnIDfHtwHEYNXExGjTrhC++HSxV8wzYn7/hjwfPk5DgNKnPE2YsRaPmDOC3wveDJ+FpSCKSnSXiLqQ6eRaWjNXb/kTXPkPRon1veLXvJeOG2/h8geatumDHzsNS1Mei0INHz6NF625o7tUZQ4ZNRmp6vglq0wjbsr/4uzNQ+Vue6PMK2dHgrVGItgww/u4FOAy8F7yG3/0AnLnoh6DIZEQnu3Hq7C0JiBMYJoD+Bjm57yTDi8WYly4/wP0HIYiOdeLq9Uc4deqatOQhnLIlm8/AgYChYiFU4lOypTtAZHQK4hIyJKPr3KX7ePQ0XNx0xq33Fjm5JuXYKKN30pzz3KU7OHDoDOKT3PKwQXhoXEnjKwoUXd3MDrPgExTtxKSek3HRawUSW+9CXJddcFwMQmhEMMLCgpAUEy4t7tOTEwQULIYkJGhYpZN3WjxS083YCD3PVfdpqLnP9xFITN3nJlCReIuJfxoXmBkyqCqC5+gtIAAYJ6F7i7DgMV8jRBQy+h5dVb0obPSY77Vvcr3l3lKI8GezA0T3FTpcS6FCV5YE5ksr682wLgJG1Yr2BvMoFdOeRSFCgHCjG0z3qXx0X1cqoeFUKAv3YCQV0ZLfP4IKq+2n/MKhXcdEuSzYegkz1/ri8JkbSEsLx4sSl9VZl4Fm9ruKQ1ZWAtxuZkWZuEpZkFAlqPHXVYGicDCwMJChweZ1XBUGeqzGXD/Hc95zvaYae9SEUULms8xnqhHnSkNuXwkEpu7qBEnWhbBw0qgRAye9D4n/ZNHdZjaTmsx7MdlqJk7kUSL8HvOauSf+rowiM9dLjCSNCRGmwp7ZXml0eVkTIA1UEpGeSrhw9gpfT0SaMwlJ6QmIdYfjYEQL7GAxZFQFzDtQCys2bJVxBueu3ENAWBJu3H6OC5fv4+6jEOTSWBWzHsX48xUq/wWW/w0VS7FYrjHjDjNuFM5uSc95hbDELOw5cl6MeY1ajVCndkNwDG54YgZ27D8J77bdUbNOHdSpVRM1q1ZD7ToNMGT4ONzweyotWaS3l7MIiY5CE2x3FWPctJ/A1i/VKlXG5BmLse/4dfQdNBnf/zBeJkYmOEvg9zRR5sxXr90IVWrUQ8WqNVGvblNUq9YYc5dtxujpP6NZ6x6YMnsFYpOZJPACfg8j0LbTV2jm1QmduvWToV8czpWaUQzfK4/x5XejpI6lGefVd/gc3h17ydbGpze82nRD9x798DQgBk6OW3YWYsyUeVIf492mG/buP46Con+MmrPa3WuAPq/wDfKYzl1AcJhNlYl9Vahw2BZnxNNlRddW/ot/cfHaQzwPikN+4XsLWnZj/w6c1fL4aQQuX30oMQ+OPIiIdUgCB9vSS5aYVcvCOAvBxe+Lik2D7/kbSE0vxPlLD5CYlo/zl+8gl/CzCmLFtWdlm/HcoyeRePQ0WgDL1xQiXO2bgkZfz3S/Qkb2S+RmvoQj7xWeBSXg176LENR2PWLa70L8gCNIeRKB4KAnCI8OQnIC3Uuewr9SaBAYqfEmM9KKp6hBLmuI5bwE6gkDdhE2gXiFACFRdl9BQzAwwysszB9RUUF48uROaTzFDgu+Xz+H4FCgKHwIJO7zOgWLfKdAxCgShaAdinaYqH0oN27xTsn+IijsKkXcX2wyqeOG2c6F9SwL1fXlmfRIiBAsXDVzTEFjj7MoVLhS5Yxl9f6y3zFu+QGByvTVJ7BwywXM3eBbOrSLdSuEzITlR7F5/wVERAajsJAKIEmKIR2OGGnTkpnJNiaESqKAgE/gNOB2cOTmMvXXo0zs+wYeNPYm7sLXeL3HcNMQm1Rkfi6NMF9TsNj3jZuLSsFjvBVMuhojbr5PXVmMa3DWPI+5ybF0CjbNMvVzzXu1D5kFDgsoGnfhapIFCBcTIyJM+PNphhs/x/zc5ufh6wo2cc1Zc1tYGJkucZUkOCyFov9BqFzYYDKVLVwciUhmUNGdjaspC/CbpVa2PC2HST8NxPGzt3H++h1EJ7ngzCrCxat3cOt+EG4+CEFsUpakENOvr+AotAXq7YBRI8frdJ/GRw0eDSX9+uwtdsXPH72++lEmNlapVgvsWFyzdi0pQvzuh0moWbc+atdpIm3ta9VqgB8Gjcbp87ek2DA1owgpGa8QEefG/kOnsGb9LiSm5iMx4yVu3AtBk+bt8GWf/ti67xi69xmC6tXqoW7tFti08y+cvRkgsZHajVujRt0WqFOvGQi09h17Ye3Ggzh19Tm8fb7BZ5XroHHzdjjhex2priIBy08rt6FRiw4ygGv05AWIs/qN3X4cjY49vgdn1rfq2FOaIbb26Q3vTj3h3akHWnfqheatumLW/JUyM55tbO77R6Jj9z7watMFXXv0xVP/aMvoG3UnMCkteKT7670BS4GJbfH3q79bXRVEBVbHg6S0XJy/dA+Xrj2QDgniwuRDAutV8j42/Ln5PP83gsKSpJ6H44dv3vbHpeuPRJ2oghKo0HVW+BYJyVk45XsDGRlvcOSvK6JC2YKFbfTtUBHXpzXrhQWWfK00M5CV++KSMy5Se+BeIUPAsKYnk1X/HHTG9jZ5b7B8zjqsbTIOsa13IrbRDiRN8kVCRATCgh4hOiYECTTIlkqha4uV8/rgxRiK3QiX/r/hGAlR/NaDme2Yxp+G3WPgTdxGwaBA4cMfwUGoBAY+QmjoMwQFPRbFou8lKBQSChW+ZoeK/Rp9H1fZNENNOpR7hvURJmV/Fp7jzyR1KuMXW6pk4W5TXb+Qx7sxZuEuM2p47nYMn7tN9scsNKOG2c6F4NBaldJ0YivV2A4V7itQJiw9iElLD2LCEs5r+QOTVx3ChBV/YAID+quOyvz6mZytIvNVTmHG6hMye2XCiiNYsOYYHj95jrTUaBAiTmeMxFbY+8vMZqdi0biKMbo0+goPXQkL3fg6943aYPaWgY5ey9W8ZgDh2fcA5eNreJ3ZykJFDbgdLB6AmMwsDaIb0DAd2O6m4s9mVIWBjgGoKhWJ4zCdOTPdSms22WfsfEyQGFcc9w1EeB/683DffCfBYyZgOvjddIG5DFQkhZijhtOZOcb8emaCsRFlssRU0l0pcLiSkZaRgYi8h9gXURs7Q8tjT2Q5jF1bD0PHzkVMihu5xez59QaJqbm4eT8UJ8/fk4JIphCXQsVyf9lh8l8Kxg4VNYDG6LFw8gNu3Q1EjeoNUaX8Z6hevTYG/DgSZy74ISI+F/1/HIvyFaqgVo066PfdIBw7fQVxaXlIcRchxV2CqJRMHD55Df0Hj0O9Bo1Rv05DXLh0R4aKMTh98/ZzBEenyJyTXQfPonaDZqhTvzmaeHeSuSnVajdElVr1UK1WY9Ss2wyVqzfCqrW7wRYrca5X2Lb/FCpUb4SaDb0xYOhEBEc6RF2wKWWXHv1Qr2ErNGrRBYePX5EeY0mul1i/4y808u6MNj6fo7UPwfK5AUznz9Gqc2+0bN9Djun6YdyKamD9tt/Rok1XtGjlg2nTFkkzRzZ/5O+JxldhIVl3kihhAUWz8CSA7ymE5PV0lxUWf5DsrLOX7iAkPFkywu4+DsGN288kBkLFo8F2qgUDgHdIdxXj+KlrYLX9mbO3wO7C/AwG8M29GPdarlVFTwX19Fk0Dh++hMtXHkkyBj8rz9a2xygVkw0oWWeWEmMHAWYHUoGluwoleJ9MNyC7XzMxoKxyYdpxziuJq3A4WEJyNo6f8sPW1Yews/5MJHv9joSGu5G+4QaiokMQEOKPmGim7EYhUYLu8UizAtYp1jFBQwOcYqkXfbpXqIhx5v8lnV9kJcIoNJj9xVoV3RQOuhIsVCnc7GqD+3xNoaHX81jP2bPBFGQKFl7P+BDvk2DU+y678v55TuFZjoWP3AQgC3YJVEbN24FR87Zj9PztGDl3C4bP2YThc7Zi5LwdolyoYjSdWNUJ4SJgKR3G5QnOm8C/UTYKG06ZFND8fADjlhmlMnmV6Qk2/ZdjmLmaYDmFKav+wuSVDOIfwcSlf+Ds1ZtIio9Ehot1FhFwuowLjNlJfPI2MQIDFo9x91TQEwAKlLw8Fix+rFz4WtlzJvhu0oXFgFvQoEHWTYHBle9X91mRzb0AACAASURBVJKuqjJovFVF6Tlj5I0h92RsMVDOc1rhb1QFPz9T0n5NurNRG2nIznKCUOFGqHDNyc5ATo5T1AljIwpcfob9vvXePfdj0p15n4Sai+CgQqEbzBGPVA72cibIZjocJ8ORkQIHEwwyOH8lFWm5GTiXNBVb2RY/ujym7q0rbVCeBiUg/8VrCfA+8I+Hf1gK/EOTxM2Uy6fiYlNFz9iKFj+qcpHVVhQpwLHgo3AxhtKqEJd01XeYPmcp+vb7ESfPXpcMLE6OdOR+wPGL9/HtgBE4eNgXUUk5SMl6iRT3K8SkFeDYhTsYPGoq6jdqgUpVqsr8lYoVK2LQ0DGSjpzCDKbMYqRkFCDWUYSjFx+jeavOqFW3Meo1bILqdeqjdv3GqFGvMarUrI9qtRujVu2m6NalLx4FJOBhmAPzVm1HnWYd0aBlJ5nkuPvAGaRkmmSCvQfPo2KVBqhVqzkGDJqE0JhMJGUUIzjOjT4Dx6B52y6iTFr79EIrAUxvtOncG206fY4mzdvjuwFjEJvoBuerRCdnof+QifBq2w0d2/bEqRPXUPLy/4gBV6gIkAv+FqVCtUK1waLTgmIChIWnHqgQKAUWaKS+pOCd9D3788h53H8cJhXzp87elFgZky5o0CXWYamHTPdrmayZ4igQwDNxIyOXKoH1KlZRY+5Lqz2/VUPDkdLZrySRwATnTeYXYeI5NsWWhIU5/1rUDCFz/2EI1m/6HSd9/XD20n0EhiVKbY20rdE6JwEK5/u8Ms0oc14hOT0PfndDcM73Pmb1mYHzrVchufk+RLffDaevP2IighAU9hyx0WGSBixNI21Dq8TgEihswpiegBTrYUwNMw0291n0aNzJjFWa7EpChQaexp0pvhxKSMAoHNT4Kwx4vb6Hr6lLSwHClef1mO9T6Oh5rh9tFjAEfP+hWvTn0Ne5mtb3C82c+jELdgpcOLN+5NxtNqBsxsi5WzFy7g6rk/FuyRDTeImChVAx2V7M+DKQ4UoA0d1FuKhiEdCw0/FP+zCWmWdULZxtb7V1mf7rUUxffQyTqHxW/IkJqw5j7LKD2HXknAyqcWfGIT0tSn7RzBPnL5tGUaGihpOrbgoLHnNfAUIDaz/meQKHK1/j9eYp37iS1CDra3zdvm+gYhSBQsUoAY/KMPdqjjWdV91dCha6osxrVBHGnWd+Fmv+Sqapj2HRpYGIS1bGVhi4V8hkux3ILOOy03vWn+Xj+zO/RwMVFmuaKZBGqZiKege7AjDmUuoiS4VDhoZRWaXBkZGJUPcdbA+vjJ3Rn+CHn2rhk0/K47c9R5D34r20aw+MTJFAdHh8pswtsbdmUaAUvvhQ6g5TqEhhpA069mv4pKvuGbP/TvpysabDNKF8i0THSxw/9wgDh0/HXyevwJn7N5KyimUU8MlLj0RRNWhsJj1Wq1Edn1WphkrVaqFq9eqoXbs+Tpy+KhlWyRlF8A9zYMq8X9CkTWfUqmMC/QzON2/dAU292qNW3SayVa3ZCJ+Wr4aGDbyweOVmfN5/BKqz8LFlJzRr3RVNWvrgq2+GCWSTMl8gNrUQ3w4ci6o1GqFpy+5Yv/UwkrOKkZb9Bicv3EWLduz5ZdSJd6deaNWpF7w79ESTFp1kxPDyVdsRm5QNB+sw8t9Ip4F2nb5A+3ZfYMD34xAbnyWZWgbCpluBAEbA4nErGhcjYWNBRVfL9WhUy98ymMs0guS1f+N5cKy4tQh+gQrjNVbchlloYZGpMu2RDScdmcVi4NMzTIbYidPXRQEZlWNAoQF4Jhuw1YpRJgoPs4q7TZpWmtY9kmqc/xaJydn445CvtIU5c85PWrf8deIy2KmYPckELJxGqi32rcaVGm+hYsrNfY2bN59geJPvcaLJEiR470Pid0eQ8jgcwWH+iIgKQlIC3WAxpsX9f9VySOakQoRuL8YqzFM+4aKuZQ7FIzgUEgoVAxRPbITG37xmgvgKG10JD93sAFGoKDwUSvbz2qpFizEN+BI/cnnxnMKE+6VKZcz8rRg9n64tM1dl3OLdUgw5ev4ODJ+9GcNnb8Lw2Rsxap5xfzFoz0JIVSsEi24KDKqRST+bVGKCZvxSVufvKZ3FwqQA+YxFe0tjMQQT61f4XgHTij/lmP3IJvx8EJNWHsa45YewYO0hRMaGIz8nFcVFLqSkRklhHg2gbjSQBgRUKB6o0IDS4PN1AkOhogbWnPMoGX3dY3g18O150tfv0mv0OwxYzPW8Rq8jTBRQnhiHgYfCxIDExD8YA1Ew8b1loaI9xzwA8agVwoXnubolluKJA+nPrPet98iV38ONBaEm+4tQYbuYFDjZUVlSmtORwWSCLKoUbqlwcsAYFYsrWartU3McOBU/ADvCy8Pnu8ZSM9LBpyf8QxKQkfcaTHsNjXUg0VmEW/dDpIkjYfKRSrEpE/t5O1hKXWTWe42he1faSoRtXWg40rNe4uKt5xg2YR7q1muJSp/VRP9vfkB0QiZSs14gJikXvfr8IJ2KK1X6DJUqVUHb9l2wfut+LFy+EZWrclpkZXzz7SDEpbglNfl5WDrad/kKVWvUROWq1dCoeWvMmLcK957EYsO2g6hUrQEqVa2L2vVbYvj42fL99/xj0b7rl6hZu5G0WmGwnW1X6jdqg6UrtiPJ+QIpWSU4c/mhFDy2aN0dPb76AQ+eRyM9+yWSM0owYeYyNGnVBa18eqNVpy/QpFU3tOrwBeb/tB6Pn8bC6daRy2+QmlGC0xfuyKTD1u16o22bXli+cou0QSkLYVEoVsaXUYgfJB23oPCDQIirKBm6xqSeyMCG9SdsAsliR9YAMY03MsaB4pf/WHEa/ntY7jZJA38nM+OlS3XBO4THOHDmwm1pIOl3L8hSN0wcMA8JpvblnbSxp/EXGFrxEyoVgov3FZ+YLYomt8ATQ0lOzcVp3+vyczBr7NjJK9h/0Ff6hJXWuNjUisKFKzPBmGBABcVU9HVLd2N8kyEI6LgDCe0PIGnqGaQFxyAg9DmiY0ORHE9DbjLAaGTtzRZlbIQVdzBP+IRCjCe2ks5asI8zvnhML4wpRjT1Kqy+JwhSUmOs+jGPsiEYCAu+rkDRc5p6rBBRqCic5H2l7fn/u1iT8LODRMFiX8uNnrcZo+ZuEVVCsLAYkhX2YxftlHODZ6wXqFC9jJX6FMKBLVuoOowLi0qE5xjUZ4NKAoeA0VgK4y9jFhsQGZhoSvJu+Qy5bolJaeb72C5G3mPBq/Szfv4T4xbsxt2Hj1CQ60BBfrqQmkFl81RtXGDG8BqYqNHUc3pMo6/uL7uBFRgQPhp3sdxjPM829zTyNLwKj7Kfq5+vq7rLFCpcFR4aGDfxEXPeo05M0Nx8H38WVUz8boIx3YqTUJE44M40mV+qWAiSnGyPciFU7Pet989z9ntToPD3SaBwYxaa02FayEgdTGYaMrMMVOzuLwOVZKTzelcqHO4sBGaexaYHrVC9YTVpnVK9Zh1Mnb0cUcluCdKfuXQPDwNiZHqjCdZ/ELeXHSBUIqJGbID5CD5WHQvP2QslacS48Qk5LfMFpi9ei7pNWqFy5WqoUqU6KpWvjB5deuFZYDzS3cVIz3mDbbuPonz5ymjVpj1Wr92BwNBUqVIPS8rC51/3F6hUqVIT+/84iZSsF0jMeiMZZI2atsG02cskgJ/gKEGiowTh8Tno038UBg+fBN8r96RPGCvg4zNeYdehc6haqwnqNm6FFu0/l41QadqsC+48CEOquwiJrheY8dM61G/eFi3bdMKcBWukzoZNMu8+i0Xrzn3QqGUXeHfsg6lzVuHm/XCkZ72Gk/2tOMjK/QJX/Z5i+qxlaNeRrrEeaNmuO5o0bYcBP4xGYnKOqECCRUFslImVul30XkBCY836E914nFfwXrLE6DYrKHwrPbmuXn8iAfszjJFFpksX4QePg+W1AgLIAoR8n+ybJpOsXTp75SGiEjNETTqzSqwCyo+TLxhHkU1TyPkZeW8FJlQwbMdy4tR1aRhJ6HCEMQswmSxw514QLl97gNhEF9hwMi45D65s9hszKk3qZGxg0UA+4yrZ2a8lDpVV8AZ3H0Vj6fRfsaj+UMS034uE1vuQvPEGkiKjTX8wToy0Wp6o8bWv6akJEjvhORZNGqhYQXtxd5nZ8lQK2hLJgMYCULpRMAQEiyaNmjHnqFAUGASJphhzXyBkBf8VOqpouMpmtWVRxcFVEg8s0BCQ6q7j/RswGrXCfX1Nen+NmrcVw+cYVcJJkFQr4xYzSL/dqJU5myTuwnn1xm1lhwoLIvdJi3xmh42eb1xpEqdZtMuAZtFu8/5FrIHZKU0qzXAw9hTbLe83sGGCwC6Mmv8bRs3dgdHzdoAuOfmsBdswfuFOjJq9Gfv+PCF9wBzOOKTxH4bDojI8rURoMGnsCQEadTXUVAiEgxpUVSuiSHLTkMPiyCy6cZKQnetAnmweVxiv43vVCCuMdOVr+tm6b1/VgNsVigGLiQHRoHuu4X4qMhhUz+B38ruNyhJQ2QLyBIi8LnEUO0g8QXu31TKG92MAZWJEGs9RWPL7eR8G0gRLohlxzNb8rOQnTDLTPtp43myMq6QIVBi0J2ScRU6sOTENn372GcpXKC9tUzp07YPLd/yR6irGE/8o5BS/R1RSJoIjU6QfmLq+Cl68l75hBEoRwcL6FQswPNatNLaiKsfmmqFxYfNDNpscN2MBPqtYETWr10GTxi2xYfMecbulZ5SICyY1+w1OXwvE/KVb4R+aKMHx1MwS6XL8MCQZP46ajEpVqqNq5aro2f0LBESlICAmG6vWH8DOA+eQ5CyR1N/41DwERTmx88BZzJy/FlFx2aUNK5meHJ+ej8ikHPT9fhRq1muBFh0+R7M23dDt8/5YvekAQqLSpGVMSmYRHgbHo333b9C8TWe09/kSF68/gjOHw8ne4NdNv2PY+Pm4fCtQ2rWku1/BkfVKKurZJHP2wl/QvksfaYnfok1nNGzRHt2++A47dh5CQqJb2qgoTHSV2BQBoBChm1EKUj+GilErDOi/R76lEuiSYsPHzJzXeOYfI7Pm127cAzaEzBf3l4GCibGY6Z5JaXk4ePisjEDmjHt1x5WudJnRpamrBRRmiTE7MCvrBfzuBGDz1gN4+DRc4iEM7Bv3GAP3bMf/TuIuMXEuJKfmgDGdM2fv4uixGzh77j7Co9IlZiTtX3Rmiy2ATzcYt2xRSH8jMjodswfOxNZGUxDtvQeR7Q8i/WgAoqKDERYegJg4zhexMrasbsNqdGmkWQCZKKnIbBZpalNo6AkIhQGNvAEGlYtRKDw2nS14zsowE8jwvR6wKDQSWNUfbyZHMnZCsJQCxAYgnuN7uBnFQVB87NoiRDThgPuqWHhO4aLnyo1dSMNt4ifDZm3EyDmbwSaTYxf+BsKGgXpuBMxYAQBTij1QKa1vobts3nZxkzEew8D+cEKJwf4FOzCaG2ExbydGzGHMZocJ/ksiwBbwu4fMWIeh07mtxdCZ6zF81gaMmLkBw2esw5CpqzF8xnoMm74W0xf9ipgYTnCMQVYGMxOi4ZR6FRbxmXqUsoaeBtmAxgTm7UDRfVEpbhrGBOTmOUrjKhpfUagoKMrCxagZT/aYXqf3osAwBpygoIFXUHhcdhpQ19el3Yu0fDFpwiyqdGeZgLy6uMq6v/RYM8HYj0x/Bx6oGAjy/vTeVKkYsJihXaxXYdIAYUKocHNnO0sBQ6DQJSZrBqFsgJKRlYbcwlzsO3kU5cpVwKfly6N8+U+lwPDanSfIKnwn9RR0hz0LjpemjnQzFL/6B0Uv/0FByQfJMFKoCERemtcUKLrawcKnbRocCT7zKbzgNfJLPuD+s2g0bOwlUx2bNPLC42fhJpMr6yVCozOx5JdtaN62O6ZN+xkszkzNLAQN+8adh9Ch25eoXrMWatbiWOLKqFuvKZas2obP+wxE5cq1MXrMLMSnFiKZDSRTczF++mI0aNwSDRt54bTvDbCdfhLHD3OevaNAkgJOXbwnLfCbt+6E1h17w/fyE3FtJTrzkZ7NgH0xHLmvsXHnEdRv3g4NW3TAiCHTkJCUL7GVBHYFcBUjja6u7DfStv/e4wgsWrIOnbv3hVebrmju3RlNvTujY/e+WLN5DyLiHAYEUotiy/yyFzmqQrE6Gxg3GAtR+e/xjwc4ReoKY2D/ncAnzVGAsxfu4OzlO0hw5IpiYnfqZ4ExKOA4A9bBSODeTIlkUD0glIWzRUb9yOta0Mo+ZVQifA9jMpqxxmLNd/Lvx1gJa2PuPQrDk4BoqXUiHBgD4n0LnGxTKVmnc/zkVVy59gSuzBeIT8zD+UuPEZ/otlKQPbNn7G4wBYu43lhIG5SI6T2m4nqrtUhs/ycSvjsGx8MIBIc+QkR4EDgKWNxOAhUzi4QGmFt8XKRMUeUEVUJFVQShIY0cOQwvzagHBYnCREFjjk3fPXv7JIUDPzM+Pqy0kSRVi76mEOH96b6+xpkqdK+ZgXxcTcqzqhAFix6rYtHreFxuHAGyYDvGzt+OEbM2YdScLRgzbxuoWOxQIVjGWHAYs3CnuMjG0aW1cKfMuB8+h1limwVKI2ZvwtBZGzF05iYJ+DOTjKAZMWcbRszehuGztmLorC0YPGMjhkxfh0HTVuPHicsxYNxS/DjxZwyZuhKDp/6CQVNWYdCkFRg8eQUGTVqFwZNXyvGgsXNx5epNITmr6x3pcXBaLVtoDGkk1ZBzVWNPI6/7ChCFEI8JDQIkL9+J3DyPQlGo6HvLfo7CQ88rpPS8/V4MiAxQFBrmnIEKr+WxKghpq08gWCCR+IjbuLZk36pPUbcXVz2vYCldZaiYUSoEzMf3p9/rSXbIZDcAKj2dYskmmRL090CFgDEqxagVgkePuZ/lTkZUYhK8vH3wafkK0i2Yc+IX/rQGx8764fcj53H09A343Q/BpRtPERKVLo0e6XYoevGPQIXgEIVS8r5UnShM7GspWKyqfHXl6FNvduH/YOqspShfvjw+LVcR8xesEKg4szl1MA6Nm7VH5cpV0aB2M/j5+cOV+0rGFc9c9AsqVauDunXqSbV9/x9GyHjca3eC0bhFe1QoXxm1ajXDjbshSHW9ELWy9NdtqFq9NqpUrY1pMxZLWxgWIybIoC32ASsUZTN64nxUqlILDRq3xuLlW5HkKEZknEtGBLADcZr7BYKiM9Dr26Fo2LIjvFp0xYEDZ5GZ917cb2wg6ch5Ixl0v6zfjW69vpdizpatu6BJiw4ysGvhsvUI5BySQs6l4VM8n/5NLOQjhaKxFGZ+lWmVY8DyXv49qGI+Uip0hxWaqnyHq9D08yr6G8zmKyz6gEePwnHLz9+02pFYzMdwYQuVvML3YtTzWMciAGGGmTnHQLvAyAYV3nd0nEO6BOQXfZAix+Onr8k4YoIvNj4Dj56EixqjUpFsMP7cBe9xxtcPKWkKsf/B8VO3se93X/kON2tULLWiK0GiUJE195Wos7/2nsWE5kNxtP1yPOm8B0mzLiE1MgGhIc8RHc2hXlQiJhVXgSJtjUrjJp4YiQnamywwphbzmODQzWkly2jaMeOb6enabsnUtBgomWp6AyoDLKoUdYUpwLgqVOxg4XkCRj+LkKBqsauRsvsKGJ7nfrmJi3Zi/IIdso2dtw3j5m7D2LlbMXreNoHKaEutMGBPUAyZuVEAQTcVgUIFMobpxjM3YsTM9RgxYx2GTedGVbEBw2dtwvBZWzBs5mZzTBUy5VcMm7oKw6aswvDJP2PYxIUYOnYOho+b69nGzsOwsXMxZMwcDB03B0PHL8CICfMwfPxcDB4yEds3bZdf6oviTFPLweFdVrouQWEMtQmoKzDUiCocaPzt0OFxQYELhXlO5NP1ledAfr5TNgWL/TO4r5/N9+pr3Of1PFag6D7vSwP1ChVeY98MVIz7y8xq4WcTLC64rbRhgoMqRNOHy4Kk7LFc9xFUPPer98Z7MAolEVnSWywJmWy2SbcbW+NnWbEUgYVDAFMWIqpkCBa+xpiLu8CN9Vs24ZPyn4piKfdJOXTu2hv7Dp3FhZuP8TggBn+duCKuqFv3g2Xi3+OnkSh59S+K6AJTqJRxedmBovviIrPavAhkpIDSuGjySv7Fg+cxqFe/EcpX+BT1GzbD/cchyMh7A0f+GyxYukkyuEaOmoxnz2OQIW6m13gSHA+vNp1Qs2ZdSRn+6/RVpLpfISnzFZb9ugvdenyLXQdOIjI+S4omU5xFCIhIx/eDxmHV6h0ICk+2pjYWSMpwNNvVOwuQksEK+lDUa9wKn1Wojs4+vbH1t6MY8MMEeLXqib0HfOHIeYUU9zv8ddYP9Zq1RaOWHdHnm6GIjHLCnf8BwTEurNv+B7p/NVBqUbw7dEdjtr1v0wUz5i3Hw2fRcNOo0kVVYILlnEmjKo6rqAxL2ckx07rLnPeoFRMQLwsWusj0cxjXYncEZ0YRLl++B2ZzSe+1jAIJfDszio3LzFIsql7UZSUxm8K/ERyaAA7mYqBdYjhsMGm5vwgVccvRtZn3SoDFoV6nz97E+Yt3sf/AKQSHJpYqFQ4DowomvMLC08TtdeNmAI4cvYwjx64iIZktbEwzTMJEt/9UK9lvkEm3Ws4b7PntGNo07IihXgOwuvVsXF9zCtFxkQgJfV464Ip9vIzLyGR1GVXAlijMWrXaH1mZVGqYtfefR5mYDEwDHGufGWPSw8/UsOi1qjroNqM3h9BQiPA1BYteZ195rX3TaZS8L8ZY9P646qbn9bjcxJ/2YuLiPZiwcJds4+bvsKBiXF+jF5haFQbsB01bCwncU5HQrSUKZDNGzVyHkTPWYfj0tRg27VcMmforhkxZjaFTVmP4lHUYOWUtxkxdjbGTV2Ds5MUYM2kexkyYhfHjZ2DcqPEYPWQwRv74HUb+2B+jfhgg28hBAzFqyI8YPmgABg/4BoP6f4uhAwdg+KCBGDygP6aMG4WY6FAxdu7MRDgd8WLg1TDaFYhChKsa/rLnFA4F+S6BCMGgcCgLFH6G/f28ruxnlz1nvpeuLlNfYuBiAv56TwoWXqPA0XYvublOAYu8lmnShRUsZvW0aTEAYe8x/rzpojboQqPaycnx3Lt+L1e6xMz3erK/5HeZnYJMzaBjS3+3Q5SIKBa3Q8ChACFEBCpsbOmmu8y4z5zZDsRlJGLJH9+h/TfVUKnKp6j4SWX8tHwjkjNyxQDFxLvxNDBe5oE4skrAGeMKilKolFEqzCzi9tF1ZYAikKE7h+6QknfILfkHU2ctQblPy+HTTytg+vSFcOW/RVR6CbbsPSnFjpz6yLoJpuOy/T3HHy9ZuQFVq9VGjRp1MWDAKETEZOLK7UBMmbMKF68/Bzsfs46EcY0UjhV2FCM+JU/a0XMyJD8rNNaFLTv/RN++P+DC5XtI5PWZL7B4+WZ8+e0wnL54D/sOnUfFyvXRsH4bfPXlEPiHJMORw4yvVxg+YQ7qN2uNFt6dsXDZBuw8cBp9vh+Blu27oXWnnmjeykemQfL/1417gchkCxV5uqeby6qM12FnNneXAoR1KaJQNJ5SZNyPYrwFzgYchZaKKSw2AXwqA90Im8KSv8FW/74XbiMwNEEaTxaU/Isr1x9j4+b9oiBYOMlYjLjCrHukoigofI+ExCycOe8H30t3kMphXe7XyJPqekLl45Rxibfkv5UCx8f+Ufht918SlKfLjH8bOfmm/QvTyXUjWO4+CMOuvaZlf1xKDi5dD8CVG0GIismUwP7HKoVKxdPehbEVVvSz+PLajWfo2bM/Wnp3QMsW7eDj3QN7d/2B2LgIhEewJxfjJwyqM7Bt0omNEedoXjM/xTzp043vSS/mOUc6a75MHIVp/fZ+e8zGZOqxgsSssdJVnfvmO4zqUGioCtFVz9shovv6GQSGfVNw2Fdzr0mSgCBKZdJPuzFp8W5MXLQL4xf8BkJl3PztUIUixY+zN2EQ3VTT12EIYxyz15e6uUYyzjFtjWzDp/6KkVNWYNTUZRg77SeMnzofEyfPxtTJczFj6mzMnDIZ0yYMw6RR32H84K8xflAfTPzxC4wf2B3jvu+C0f18MH5AN0wY2AMTBnaX88P6tMd33Zqib+cG+LpTA/zYux2G9+2B/j064MbF4zJWWF1gChKmwtIgquFX41nW8Btjap7OdV9BolDge7jP17nqpgAo+x32z9H3mXPGwJtZKybjyq6m9H3mc42RVygYtULlw4yvFGkSKRlfAgoqGNalsHmkyQrjqjDiZxAYZuXr6ho0P5dRRaqedDWuMLcoFDMVkkqFyQAEB/t8uejmIkQy/3fgXhQNoZKVDFemExl0keW7ccO5BLtDKmHe4Qbo9EMNfN2/H8KikpFf/AaZucVifCITMvA0OE6eKjncq1iVShmgECQKFTtY/lOpSKD5nRi7wpf/4mlgHBo38cInn3yKBo2aY9ueoxgweByq12qI33YfhpuxnpyXFlRKQPdYQHgqOnTujYoVquCLL/tj6YqtaOPtg9pV6mDR/FVIcRbjWXASdu87hchYJ1LY4iWrRNxXUfGZ2PP7aXz9zSBUqcYsuHLo++2PCI12wvf8HYwYMxvX74Uiyf1Oqu1HT5yDzyrVRr36Xli0dBOcLNZ0v8Gth6Fo1bEHWrXpitYdP4d3hx5o2bYLmrXyEZUyYtws6b+Vkf0KuaXuJAMU0zDSxFBUUZTCxN6o0wYUAYQAw2TkqVrR9xM2GmPxQMWAh24kjvZlVwN2Trh45QEuXr6PS1ceiCuJsY3Con9g3F0MxFN5fEBYeDJ8z94EB3U5XCU4cewafl25XRpVMqZjijVN8N647t6Kgb94+Z7MqndmliAkLFmSA574RyOLxr+QSu2dNb+HSRvvkMUWL4XvERmdie07j+Hx83iERGTh6HE/RMW4SsHCwkm2elEXmF25cP/EqRu4fOMpfHr2RROv9mjasiM6duqNa1evIzIqDJGRYeA4bxpm40aiwTduEhzbjAAAIABJREFULxpwdXvRSBvweLKoaKBlk6JGkzWm5xQ4ChXjJqPbytSuSDzHqmNReHDld9pX+2vc5+fxGqNmTINMuu4ULLrPe+U5vW/dN1BZvBMTF/2GCQt/w/gF2zFhwQ5Moltr3lYMmbFelAlBwn3dhs40AfUR09dg9NRfMG7GKkyYsQJTpi/B1KnzMHXyVEyfNA4zxg/FlOH9MGVYX0wZ9hWmDfkSM4Z+iWk/9sDE/p0w4btOmDSwGyYSIP27Yux3PpgwoCvG9++Mid93wvA+XujXuS6+aFsN/To3wKBeXhjyhTeGftUKn3tVxd7NP0v8o7DAiUyrRxaNsxpo3VfDTyPPfQWCXqfuMh7zGrq89FqFCo/1HFd9Lz9L9/X9fP1jdUMjTyiYkcP6/WVXvp+b3q+Je/Ce+T4WYxr1odljqmi4siGlHUI8pyAxUCFMVAHxM83vgt9nwGLgqu8zA8aYFpqGLKZSu5nxZepQOO3RKYWPqVKrYupVOD0yTQBi3GTJEk9xuZOQkZkKl9uFsLz7OBRTC3vjymFPZAP8ML8Wxk6aaXzoRW8RGJaEh8+jxSAzM6zwBYPC70qVCOFBl5hxi5nsLztY/n9wsRtDzrsvKP4Hi5dsxFd9BsD3/C0c+OsqqlWti6qVKqNrl88RGedERt5bAxb3C7hy3sCZ/y/WbD2In1dslKFTZ68+RpNGzVGzUjV079YHqzbuQpfuvVCrZgNs23YQruz3iE0pxOETl9Hv+6GoU7eRZJ1VqlgJn35SHn36DMKin7egcfO2qFOvKeYv+RVJWS/xKDgJ0+b+jDoNvVCzbhN4t+mF634ByMp7K266X9b9huYtOqJDp8/Rso2PTHgcOHgcTp+7BYf7JXIK38sERbqJpI6E6cBSW+Lp4aUwUfegQoLxD3VreYBi4lpM8VZg6/vl9/oRhEwXY76eV/xG4mDPAuNw9MQ1xCZkSRyG6b0sfqSrim3tqQDU3UUFkZnFYVmvcPdhCHbvP4mbtwPw+HkMTl+8i1RnUWmwnkDRjW4zutSY4ed74Q6On74qvcVu3wvBuQsPkFf0QbIKqVQ4FEziSnQFFn/AKd/bePgkGnkvPiC78APuPYrGw8dRKCj6F+6ct2DigaoW3lcpVKTd/hvcfxSKJwFxmDlvBdoR9G06S/zw+/7DERAYhPDIYETHhEu9ihpizl6h0VcDzuxVAxjTqkXBoQabKzuVG6VC6FjzjGTGkdaoGKCYoL29Et+T2aUw4XcpXHiO98IsMX2d98WAvRY+8r713sv2MtN7NdA0SqucAcoOTFhIoGzHxIU7MGnxToyZu0WysYbMWCvqZChjJNPWY/i09Rg1bS3GzViNqXNWYtbsxZg3ew7mz5yBORPHYNboHzBrxLeYOrgXpvzYHRMHdsW473wwsX9njPu2Ayb095F11NetMPzLFhjzTTtM6N8FY/v5YOTX7TDy67YY268jRn/TDsO/8sKA7o0wsGczDO7tjZF922HkN+0w4PMm6NTwE6xZMh2ZMls9CbnuVCQkhIlBplFXFcBVjbRCgYZUDboaVV6nr+fmmmp6gkHhoHDRz9LP9xhqworwsIOBrq5EA4psl7RN8WRgeTKuTKPKjwP1+jnmem274pIgvEkx1mwxAwuj0vj9ZuO9GEB44jXms4ybTKrwLYDpz2B+JqZVO6TtS5Y73fx+LcXCgL1W0DNWwo3HGW5CIwXOLFbYEz5m6FmGK0EUlDMrCc7MRDhyHbicMh17o8phX1Q5/ObfAD0H+CAkPAkFxf+DW/cCcfTMJfhe9MPdJ5G4+yQCiem5H7m4ykKk7LHdFSZuM0vh0CCqMaR7hlXcac5CFBT/K0WR3w8chaqVq6FShWpYt2Ev3AXv4cp5JZXzAWHJ+GXNDvT9bhjuPY2SQVjpWSWYu3g1xk6ci3uPo7D7wDGTHVa9Frp06oH9B05jyIiJaNCoBapVq4nKFSuhcqXq6NKzD3bsOYzIuExc8vOXAH3deo3Quq0PFi/fgG69+6Fe07YyU6V+0zZo1qILtu04buag5L9BdKIbX301CE2bd8S3P47BoeOXkZ71QrLbpMtvwRu4me1WxAmKNPJW2q/VekUBq4AwYPm4DoVAsUOFCkGLTT9+H9ONLddXmXY5eUVvUPTyX5zy9cPz4ETrAeG9GOlrNx7jwqX7iIhxIk+AZ1xhhEtR8T/SGv/KjcfSBie35AOK3vxf3HkUhnsPQ1FU8sFU5tugQjcap0OGRqbh6Mlr1phqE0c6dsIPjowXooQUJka1vBNl/Mg/BsfO3UV0cj6cOW9lvHRG9mtEx2Xh+KmbePgkpjQlWYGSncuKfbrD6Fp7BzfjNblvMHbcLDRr1h7t23eDV8sumDtvucRXwsIDEUuwxEebJ/4UY8Q5y8QoC6tehYPu6PKSpq1mtASBQsPNGIsYcFEtTB+2QCTHdqAYtaEKpixAFCZ6XhWNZofxPNUTkwD0u7nqpkqF92KP79iPy02Yvwnj5m/AhDkbMHnmL5g0fSkmTl+K0VN/wohpv2A4g+7T1mDktA0YM20NJs1YiamzFmHurNmYNXEkZowegJkjv8WMEX0xdXBvTB/SC9N+6IbpP3b7f8y9B3RVZdr3HTsthNBCr4GQQiCEToDQIfTeu2WqOmPXedSxIBYERQWkKL0XKdJCeu85SU5OeiWh6rzzzPiMr+X/rf917ytnE53nfda33m+tj7X23LvvfU6c63f+V7uxMDwAi8YFCVBmj+yLGcN7ImJYN0wb0hkRQ7tg+tAumDm8B2aP7IOZI3pg2pCumD6sG+aE9cbM4b0xbUgXTB/WHfPG+AtkJoV2wuTBXRAW6I3ATh5YNXc8HPyycxJQXEhXjAnQ20GhSkKhoOAwhtRdGc9rFCI6MmhP1aJg4bVceK4bSgoSM/K+Bi52A8/nGHVgv9acmyEzRFLFuAqpkIwacd+DQLEq41nkKHPJp0kXAb4D60l4T4Ud102vMlOoaVQNwcI6HBOX4bsY+JjreB91izW8E91mzmwUFDKOooF6KhPGTahI6P7KANu1ZPCXUw4bSzLFMUUq7wk+tup3sHdYHhcqGQeuOg/i3fgW2BhLteKJ0GXtZR54thLJzqvAtj2H8dFn+/HOh7sQm+SQX5PlFbfApYyjFUdpPDaGids9Znz8xnia+VkIFS6MN/CXKxtZfrbrBFp4tkGL5l7w8w3B11eTkVdcj7yieqx+7Ek0bdEaXp6tsf7RJyV1N9dZgbQszmBYLXEUZnONmTwHzVt6o1Wr9vBu3wmt2rWHd+t2MhVxzz798fxfNiAyPhOZ7DGWV4UsVy2YWfZg05Zo7tUOrdr3QGuf7tKCpUuvgRg/eTF27jmFzJxy5LsqzRzupTfx+e4TeHPjNiRlFKOw9KZpsMhf3pImzCC5WWf2lDtLq1G7GytG0gAJxkeshfEONyz4/fFa7rshad5sp9MAp3JmhHH55dw3BFFmdikSUvLEFXbmfDQ+2Lwbf3ltE6LjcsE4i8RwmBHGYkorxkJ3Fd+F2WpMBb8SlYp3P9iBVKtYk64y/duxcl7OL7uBqJhMUSbFpaaKnxN6vffBLrh4b2aSSaC/XuZw4ayjzqI65BXW4ezFVOw6cB4ZeVXixvzoo/149fWPER2XhwICpFHg3r3NZpXGPcbOAMfPRMqkat26+aMXpybo1h8b3/4AcQnxiIq6gtj4SDNJV0Y8UtPikZgYJZPdiSKQKYUJCwMRjZ8ISDS+QmOfzaJInmfqUggPUyTp3mfSje9NS1YVQmjQtaUqSeMr3C/3ldYxv3TBKUAIF4JFgcP30/XYmKuy7jE9Yh7mz56PpfOWYMm8pVg4dy4WzpmFuTNnYfrU6ZgycRomTZyGufOWYunC5Vg0ezYWTR+HhRMHY9bIPuLCWjRhALjMHeOPJROCMXd0P4HJwvBALKZSCeuLmSN6YcbwHqBCITwIlTlhvpg/1g+zRvaSfZMHdZJ1njcppBO4PXVwZ8wd3RcRw3pg8pAumBjaASP9vRDa62FMCPVFRmIUsnMTUVRopv5l3jcNrFtJuN1TBIICgkbWGFBz3ICERp1uqnQ5j1BRsChc1DVm4GKMsxp0AxqFCo+Z4ku+izH2btcczzXG3agQZna5nA4UFztQ5GIjSAKEAXnruADBgILKpvHn0/vzvcznp0oiLOjeSremNs6Cs9ANFIWReW+7ojHfibMwFwVOLjmgaiFkGIjXtGKOTmeu1KhI63vrP0j+B5jnMFMfS0PKXKYpM3CfhWxnHnalzJTOxW8n3Iff7m8P/1H98fKGzSgoqUZSlhO7938lv0yz8opRWX1bjBbTixUUCpDGYOG2Hrv3XCuDrNHkX5wtki4U/sJnC5cJU+bB4/6m6NzJF7v3noSzpB55DMYe+xodu/uhTev28O0VILMJcgIp1p5k51chM78MB46ex9CwKfBs1Q5t2nVFq3ZdzNK6A5o1a4dnX9qI3MJ6ZOSVSduUmORCbNi8G4Gh4fD07ozW7Xugc49AtO7UW2pluvQcgD88+TqcRTcFfM6Saqn+ll/bxVQgN8Uo0vXjstrL0ygrRFRt3DNaGV4NQPi1pAbuk3qU2wITAx1TnyLxk4pbpl6l0XepKlDvzZH7eC92Cd6z/xROnYuSIsf8wlqZ8jenoFzcm5KNdo+iIlTqRE3u2XcaO3YxBbhYoCauNUKlzCqItP6GUsdSXI8jx67h810nZWGBY2pGCeJTnPg6MgVF5fwuTXzFqIvr4Ls4i2/ID4UDxy9jC6e7PvQ1duw8jbPnk8CCTHV/Uam4gWIyxFS9MLOMc9iw2NM/aDiY0t3NdyD6B4/E0YMnEBV9FZGxFxFPxZIQIx2N72nhQhcT60OoPAgPWzsUE5A36sEAxa5S6P66N2CvUFG1otuqTgyITLqye58FJQsSdHfZgWFfJ0TsMRQe43L2qxPiJvNwxF5C0uk9uLJ3K1588jEsXzQLqxfPxZJZUzFleBBGBHZEcM82GBbUBZOG+WPKkH6YObwvZo/oIwqD8Y/544IwY6SvURzDe2POKD8TLwkPwLwxBhqEydzRfTB7VG9EDO2OKaGdMW9M3wao0BXGfQYoHTFhoA8ihnfDpEGdMCHEB+HB7TAhpAPGDWyPMf3bYLifJwb18MT5o18gh77FzASkpkaLLFSDq4aWRtYY8QyBBAFCoNDg8RweUzCoW0ghYmBjUosVSDqain1jjM0z6JK6FyrG5WTO0ffRZxo1YtrUay2Jy5UrnYXdMQ++O+HkVh58hr2nmb67fkbzLm6oEC76LPP5DFjuPd/9Ofh+vIeTjSoJM2tqZKYzM7NMZpkkXPKzremLMxqmPyZQuOhEYWxJY2abZBsa1r1k4VL+TmyIewRvx96Ht+KaYviKrpi9YjnSMotkBkBO4pWaXYSvLl1DYrpDCiHLKpnNw+D8nQa1ouBoDBfGXHSfSUm+Fyq8To0fjaZp7XIDB45cwKr1T+PM11FiCBlodpXfQEZeNcZMnAVPr9YSF1mxYh0czgoJ5DOr6w9/egU+HbuguWcrtPRuB6+2Pmjt0wVebTm1sA+atWiLgaFjEZuU31Cl/9s/vQ7vjn3Q1KsD2nXug1btusG7XXdpa9+tbwh60CD1H4WDRy7Jr3JncZXVUoRpr2yyyJoLK/DOX/RM6bVGSe+1Wqu4A+j3fmZ+flFvVG2avdUAmVsoreBiZuBUsJQQKLo0VjqW+0u/V4UKR0kvdlZK5wQqj2sx6Xhv0w44CivlB4O8r2Sjmc8hiqjshgT4I2MyLAVjYkIN8Kqol78bfxQY5WLUC4PvyemFSEjJF7dUZm6FTBF9JSYThZzquIS1OkatUF0wYM+U64TUAhw6cQVpOeUSW8nKrcHG93ZK9b0dJI3BYuIsprZFWroU10kGWpduQejpPxhde/THSwufQmZkEq5cvYDI+EgkxEWJYmF8IjEhWoohTdxC26UYqLDynucYdxTBofAwAFBYEBLsfKHbOtr3KTx0VOBw1H1UTAoIVR866n4duV+PcdT/z/O4hyP+HL7a+Tb2vv8XPPX4KqxctgCPrlmGtcvnYexgf3T2vB8dm9+Pfh0fwsh+bTAxpDsihvlKnGThhAFYOL6/uKZmjfDF5JDOmDq4K2YM6425Yf0we2RvzB3tK+4swmRBuJ+AJWJId8we2UuAsmh8ABaE95PzCJ6pg7tgwoD2ApCZo3zBZVJoZ4wOai1uLwIlLMAbQ/t4wr/9A3jpdytQXJiD9Iw4cU3l5JD4ceIeUoVACKihJCyKi2kM0+TLVLVAI851NeYKE1U39m0aXKMICCcTGzGGnIbZQEUD3ua+1i//BjeVKha6yAgMxjm0aJHG3KgNpv8SSkZtuO/LbQUUn8+F78N9/Mx8Fz6XMOE8KqLKrLRhQoVutkJJHDDvpe+u3xFH3rMh/VgSDPT9TAfkfEeWgMNMeczeYPcuLM7KzTFNKDmyhT9b9uc4MpHuysD2pPF4K9YDG+M8sHZbEwSN7o6vriZJvIKTVbF+JDW7EAePX0Z6dpkE55kJVllpAaP6111hdqAYsDCg/8uiSTWYDUawrF7cLS5mGJXVCdzYAn3/obOYNn0h2rCNfas28GzRCu3bdMSxU1cldkG33Z+efROPNG2Kps1bon3nPmjdqTu823eGd/uO8GrjAy9vH7T0ag82psyhwimows7956SYsZl3JwQNHofA0LFo19kXnbr7o0ffQejcIwgBQSOlhsJVyul2mdFlWpuwZYmrvEbeU4DYUFNiry9xp/uWVdwGF+Pecgfc5Tvgd0OA/AIs7u+soW2O9F4zYCmuUFfir0/93PC9UrEQLOX1SMstwbbdR7Dls71IzihCQVEd0jOKpUBS4j9WO32qKyouAozvzXVxjVkFm0w9ZmsdqgzGxrQuxiVxJJMWzUp81qa8t2k3zl9KgcNVh9yCauPOsup2GLjnnDOiWthCv7QeDtd1JKQU4p0PdmPP/rPW8Voz9woBVOSuYVHYSKZbYaW0caEqY33T7/7wsqR+9+ozCM8FLUP2KyeRcC0W0ZGXERMficSkGAEGocGFhpk1IaaS3TRtVDeTtGQRBWMZfSuuovCwKw/dx1GhQmjQzaXHuO2GiVE9dkgQEHZ4aJBeIcJjum7e+95UaI/u7TzRt4s3Jo4chBWL5mDdisX47aOrsX7NIkwYFYwOLR5AZ8+HMKB7C0wa1EWC6YTK7FH9MG8sgeCPZZMGCkQmDyIQOmL60F6YPyYAdH8RHhI/GdZVXFvTh/US6DCOMm9MPyweH4RF4wMFKoyhTB7UGbzPjBG9MG+sP+aFB0gcZWxwWwFL+IB2GBXgjWF9PDGwy0MIC+qC5JjL4mMsL8sTvyCLiphW3FixqNE0QDDuLxNbMOsGKMag8xxVKzoqWNxQUUOuMKFRdxt/VQc00G5DbQw+7yEqRtrHuHt0URkUCtx4XgYKxcAzjpEBSfEVd5aJ35h7GADw/voMA4Rsqyqf6omfz6QTE2KuQsc98RUDJANHXsvFAJmwIkCZsKBJApmWCsmU2AkVCRdCxMEl16gWQob/cXI0cEmDI4fNJtOR7czAxZwt2BhzPzbE3Ye3Eh7E4hc64+nX/4odB85i44c7seuLkzh3KQG79p1DRna5BH2pVio0lbjaZIKpItHx16BiFI66xmgs3cpFjJ+0GDEFe1qrkV98XSrjR4+ehiYPNkerll548OHm6NM3CC+9/Ka0leeUus7SOsQlFWDYqHFYuPwxHD0TjWVr/4imzduiZav28PT2gVfbzpL9FRg8DJdjM6QuJiOf8ZTn8Idn30RsahG2bD8M7w6+aNqyA3r0DcG6J56RRpf5haa+oiGOQLCwuLD8upmG2V75rpXwZTT0VoubcmOYBSxWhwIFKkdRe9yv59vUiSpBnucGC9OLrUX6sZmWOHKOLa4iNSxSx2JiNVQ+sUnZuBqTIc09C0rq8cX+r7B122GcPhtjINJwvUkUMH8bt0uPaoz3oUtq05Yv8frbn8jcLQIVFkUSttLShdfcxNatB/CnP7+NAwcv4fkX38WhI5dQxOmURamYLDCzzvgKXWo3cDEyBW+9sx0nv4pFnqtOihw5ZwyPs6UMG1A2wKSQDStNKxmnqxqFVr8w/reTmJqPkaOmonPP/njGbwkSBm+C45MriI67itiYa6Y/GBtPpiUiizCxWuCrsaYhJ1TiYiONgReQECqMW1KxMCBvuaysY4SGgkPXTXGkyQDTY0alUBURKJYrzQq88/+zdqgoXBQs3LYf5/vSFabuMG57PHz//Wjv3RJTxo/F+hWLsX75PDyxdjmeeHQZpo0fhE5eD6Cj5wMI7d0GM4b7CizmjPTDzOF9MHu0P2aF9cPC8P5YMiEE80YHiutr4bggLBwXjLlhAYgYagLzDLgzaL94/ADMHO6LiCG9MDW0O6hwlk4cgGWTBmDWyN6YHNJVlqmh3Uz8hRlgA30kjjIqoBUmhnYEwUL3V0i3R9DH+z688fwfkOtIQ2F+uqgUVpJq0J6jGkqOanx1NPuM+4vGVRcFCEejbkzAntsKFd6DIKLBpvIxqsMYcDdQaMzNO+h1Bl5a/2LcXzTGknUlcQrTP8wYewOUPKYDsxAxn5N0ud9XwcLR/jl1vSErrMACFwP2Mv+KqdDXNGd+FoLEDmJ9X/Od0A2WLfAwKsTqWmwBhfAgVPKtbZ5jgELFYta5nZObjKy8dKQXxeCThGC8yUyweA+8cqoplj4ZgV2HzmPfscvYf/SSNJtkOmgZ1Un1XVTU3EVlldu19UuAGPXC/boobNyqpR6EEw2m3RAWV94AK+7Pno/Chcvx0rOqoOwGNm7ahiZNvNCrTyD++PQr0kYmnxNG0bgUmy67/MUbn5InWVgslDxzORldegRg8LBxeH/LboyPWIAWLdvBy7MtHv/Di7gYlYann30Dk6avQFSyEw7+Ys+vRMTcVZg6cymOnr4qv5qNq0bVCd09N8TVY9SJcf/QHUTjS4PLqnP5hc/vrIKxKAWKleRQSbXi/tz8DuyLtMKhYiFgbFlzeg736VJcfgsM2Jtty5WmUJCiSaN+NKbDViwG2Dex44sTSM8pwa4vTyM1uwLb9xxHZlZxA9jU/WWgYhQXP1dZ5R3EJuTh890nsXPPaew78jWcVlab1KKUUmGaRAV+F0ePXcFX5+Jw/utk/PWtz5CZWwmHqx45+TUCH42vcGTgnt93RnYpcvLoaqSL7LpxjwlUTHt9uh0FLlbtigJGR7bJ5zQLjPG888EudO45CE/2WYKEoC1InvgJ0s5E4XLUFSTExSA1KdoY43Q2xjW/9mmUuRh3mKkFMYbdSh0WqLAokkAxYHEDpDFUNKivacf20XK1ZXJ0u734XH0HBYhC5Nf285gdKLzeo0+3rgjy64VFc2bisVXLsXbZXDy6ajGeWL8cMyaOQMeWD6Gz530Y3rcdIob0wKzhvTF9aA/MC/PDkkkDQRfYfEkX9hdYzBnVF/PDAzEvPAjzxgRg+rCemDWC7jB/LBo3APNG+5v7jPCVAP70oT3Ba2aN6CP7Z1DJDO+BCcEdMK5/O4wLbo+wwNYCEWZ9TRnSRdxhw/xaIrjbg/BvfR9mjhmClNQ4OPPSJK5CpaLGsbGhtMNEIcORsKDxtANEtxUsGrS3G1saaAKEcQN3YNwoFqNajJLQ91FQUIWYdRMvMV2EjQuOLjQ+g/2/eF9J7SVMCtLglCQEo0r0PTjyc+nn0c/oHt0Tdpl4DAGWYbLKpAbGDSS+J6/jPXWhWiEICRVVJhwZW+HSeB+3BSQ5aTLVcA7dYFYnYwfnaWH7lqI8HMl6GW/EeODNOA+8lfwgFr/aCc+//jYSMotRVvMNyqsto1V5E1FxWbgcmSpZSRUWWBqDQ7d/bVTDSLg0VipsXpmU5cLax55GZ58emDpxjsyD7qy4ja++Tsbv//w6OKEYf4HmuSyXCefrEKgYsNA3T8NCn3tWQa0kGsQmF6Cg5A52H7ogUwN7e7VHx06+CPAfDq+WPvBu3Rl/fv4NM+2vqxYp2SWSMEDDSENXUFQtI399uxcTQxCwqBEnVJgxVXpT3ET6i54wpmtLP7uOCgbzXdjAIiBiaxwu7v2lNvehXkvlQpcVDb9kf1nAEWipK63RWFJRLxlsO3YfR1HFLRw5fgWRsdkSOykorJb3L6+8I8F9DfITSuqaO3HqGj7bdgQJyQVwld5CAb+n0npcvJIO1qTwO5M+XyV8Tj2cpbeQV3Adr77+EXZ9eRZfHrqMD7cexZlzKSguuy2px/xe1f3F0QDmunQ7ZkyNC+tfHAW1iIrNNj3ErL+zxlfs9Sum8r5awPPF0Yt49Dev4Qm/5Ujv/x6SAzYiffl+JEfF4WrkRSQkXEMq51+RIL07bddu2LkuRl3UiYm1aOEj3VgEinFzERiNYy08bkBiVIrZ5rpJCjBxGoUYlREXPlOBYoBm3HE8T7cVNDryGl08IsaNxfCQQCyYMRXrVi7FyiWzsX7lEvx2/UrMnx6OLq2bolebJpgc2hML6K4K98fcMF/MGdUHc8L6Ye7YQIEHFcfM4b1ASEwf7osZI/ti6tCe4urisXmjA0SlECqTBnYGlci0wd1BiMwJ64PpQ7vLNvdNG9IDk0PoCuuEyaGdQdfXcL8WEqCfEMIgfieM6e+DYX5eCOzwIPp3aYOL506gyKpZIVSYJaG/1mkkacDV+HKbx2hAFSY8bocHAcJtXQgbzQazX0PXkD2IrjEMexzk3vdgfMftviKQ1GVmYiCm/oSw4n8sUtTo5NwlDHLT4JvzFRh8bwMn85kULPpZzbMJhRyJpZjrCBF11fE6KzDfEEvRmJEbLOKqk9iPUTwSrLeC9goWhYwqGTbPy2HX4lwLKtIyn12OM5HnzEGc6wrej+8smWCvJ92H5049hPFzx+DE2asorbqJvMJysGWLq+ymzBNC33h8kgNVtXcbAvE0jL8GkcaZ+PcDAAAgAElEQVT71IBy1HU1kOXVt5GQlo8evfzR9L4H0eLBFtj4/ufY8MF2BAQMxWOPP4f8khsoKGW2kKlPcJWaSaBo+Gng+as2KSUX+QVl4lOnsWO9COfsyCmqw6KVv0GLZm3h0747Ovh0F9XSum1XLF7+uPTD4vXOkutiKLlO4yZuHQsoVClm0f3X5TgNu1ErJgZBRcDPZYeCfl7uM5//Nsolm47AsaBjxS9E3dAdZim5xvfS76zBHSbpxJb6sQHADgOBQhmzxjh1wS0cPxWJQ8cuYsvWvYhNzDEQq7iN3LwKHD56EVExppOySWM26cyExbvvfw62yuezmVXGCbl27j6JL/afQ3JGiWRxMU5TUHxDUsH5N4tLLsLrb2/D/qNXcCkyF+m5jIuYgL2CmipFAvZ0cRUT5gzg80eD2c/iyDfe3obfP/ma1K8wvqNZX/pDQrcJGF7Lyv7X3v4EZ86mYcXIR3E04AWkBW9Cqt9GZL56AsnRCbhy7TKSEhOQnmIm9aLBVsPMdbsR14ywxkadrjAzkZ5RJbR7jCubLDECxagXmb1VAGPFU2zzn/w7qOiz9Di3CZF738tkfvG9qVg4eqxZPA8TRg3CnGnjsXbFIqxcPAePrlyK3z+6CgtnjkfP9p7o5+OJWaP6GaiMC8C8sL5YMr4/FoYHSeHijOF9MGM4s7p6YiYVyJgAzB0bIPGQmSP9wDgKYUGXmSqSaaHdxf0VMaQbZgzvjpkje2HmiN6SQTZnVD+BzvjgdggLMBX1Q/s0FRfY2P5tMbZ/e4zwY7DeC/6dHkBXTw/s+vh9uJyZKC/Pk/kH/h1U1AjrqPESBQ/3l5Yytdft7rKvK2Q4ml/yVBduI23qPYyhVuWiEDHPMFX1+jy9lnAxnYnpKqMSMW41ZmAxlZfBe9awiLtNsrncLjC+s8KE91WFwdENFTfIRHVYUwGYmhYe03Pd9zVuOvP5ZN1pgvXMAKOrThduS1aYpV5EqeRaXVSZSlyQZYoiJYONc79kSFpylqsAX2b9AW9Fe+CvCR54M6kpJv/GE+sff1pcXfRvf773DE6djcGRU1E4cjISjoJKE7QXmPzS3dUYJmb7jgWee4P72lKfhrL8+t/xwl/eli7Ea1b/Blu3HUHXHn5o/shD6ODdAV/uP4NDxy5gzsxleP0v70lwmbEN1rjEJGTiyadfxMCQ4Th8+KTUTXCaWvadEiNTfANnLiWhe/dAeLVi0L4tRoZNwtbtB6XYzhg0utNM2rAAhu3a2a+r7IYAhtXfChXGV+hKMtAxykWmCRAYmKwtO1R0vQEuFYSKCd5LrMUK5DNeQReTdIduAAtdaVQtBkACGRr1SnfAX11c6m5TZWEfWfdCSPBehcU38PWVZClWZMYaa4Z4jMF1Fh0ePh6JU2fjUFp5R+qUGLDn54+MyZYAf05+FY4du4qNG3diw8adUq/DaviCohsC//zim9LFOb+4Ho6iGygsuyU/TFzFhAm/T2aAGXCb9Xqp9WHdCr97CcYX1yMlo0ja7mzavBfRcflITC7Cx58cRHZuuSiWAs6x0qBatJVLjfzwcORX4lp0Fi5fzcJ7b+3Bn0b8Duf7v4b0/u8jccA7yPjkAmJjopAQE4vEhBikpsaLQW4IzttcYDTiqgi4brZp4GnQk8EiSrr8FSY6UqWokuEPVBOcN8WRpkLfgEshwVHjI3aXlq4rZPgu9kX367t5PL56EWZNDsO08KFYs2w+Vi6ah7UrFuN3j63AwlmT4NuxFQK7eGHGcD8sGBuA+aP9BCiLxwVh3uh+4rKaPqIPFtANNq6/9PDSWAvjLYsmDsTsMD9RLIy9MO5i4iUGRCxsXBAeKIpn5qi+Ah8qmQnBPhgf3B6j/b0x3K+luL8YRxnh54VR/t4I7dUUA3s0Qf+uD6FrSw+8+fyTKCxgynA2MjPjwHbPjQsD7cZW1wkHKhDdplFWN5ce0+N2oHCdxpzna1KAgYg74E3jyX0EBhcFCa/T55nRnc1l3GRu1WGMOavxcyXA7irMEzcUYcFr9V68ty76udXlxv08V5+v53FUd5d9H9flfLq8BGqsUWGA37yDwkTHBqg4TDU+93OfuMByqbBMfYvUuOSbdYczG44CByJdZ7Ah1gdvxHngr4n34U9HWyN01GBExWeJ++fEuTj5P3muqwZszMhUUc5FXmEpDrrCZLHFUX4dLO44C4/T5SW/xvnr3foFT3/6mfPxxohX3sWK1b/Fww83w4gR4/DaG5vRs7sfvB9qgt5de+PilSQkpjnwyqtvo/+AEWjFwskmLTAjYr60GjGND2vAyaSoQJxlN/DUM/+BgaFh2PjBdqRnl6Ko/FaDu8UNEtOe3gTmTeBZ3DoMQItasWIpDIIzHZpKRYw83UTuWJGAslGhqMCFBaS2mh8DGhN/oeEuFdfXL4FjAv2sXWG2mMZSNOHB7aK6FyQm4K5xHvb64nG2ySmruiOLqJFy/g3uoLyc8bI7KK68g517zyIrp0wq5RUqvCYtqxif7jgiSQwEAlOAt24/DkchlSFjXTdQUHKzYXEW3QCXwuKblpLhuvmOGRdizE4mB+O+Yl5voMJ7x8Tn4vzFZBS46kEgxcQ48NsnXhXAsFOBs1ChQqDUSsuZvIJqGdUlxvgLIbRk+hN4rMsCXAt4G2k9NyBl9CZkfxUlYImLj0ZSCuES3VBYqAZaDb7dcMu6Bu7ZUkXa1VOhULW4Jys0auXeuIsJ0ttgY2VtqgJRqNjhxnfQ47quUNH34qjv7PHomiVYtmA6po0fiRULZ2HF4rlYvWwBfvvoKiydF4F+3dvCv3MLTAzpJi6qZRP7Y9W0wZLxRQXCYHvEcF/jBgsPwoLxwRJPoVuMvbzmjAmUmMus4XSPMW7SS4omZ4Ux0N8PM0f5yTJ5cHdMHdpDIBUe2B5jA9tiEl1dIR1FoQzt0xwj+rWU+MrY/u0wvK8nQno2QVDXB9CztQfWLZyBvJxUAQINbmJipASy1Piq2lAjzFEXOyxoUHkuQcLjXLdfq9fzvryO57uTAbQ2xDRmNO4spvUSNO7UX15nYOKGArd5T96P53LkNlULU46NSqF6YuYWa0TUTWZcVDyf9+D76X101GP6TL03R13Xc80zrYQGJiHwWVan48JGUGH9igJFlIoVY1GoyGgDinQw5rbV7ZiwyS3Mx67MlXg13gNvxnvgtZgmGDq/NVb/9kVkFpQiI6ccea4anL+ahDOXEnD660R8fSkJldXfiivn/wSQypo74MLzaED1fDGmjK/Q8FZSwdxAeRVhcwdMly2rvYMr0el4/8NdSM1ml+EqTJ06H4/c1wSdO/WWWMjQoWPg7d0Obdp0gnfLtuLSmjVrCdIzXOKSYv8tU0dB33+dZJOlZBbLr2Zj2EwwWKGh7hiO6tu37yNU3IpF15myyw7MbkNPwy/G34qL8LPqPlEo8nltqs1SLaJUqu6glIu1r7zijhh2hYWqHr2f7tdRVYuM1oRenO9E9/P97QufU+Cqw4GDF7Bn71mcPBuHY6ejsGnzHmnqyHdqqI2puCWxDs4sqe/49eUUbNy023J31QtACBZdCksIk5viEpN9jMNIwsMtXL6aiU8/Py5qxqkKxtbNmHGZAtcNmXp4265TeOvdPdix8zy27TiNa1EOuBi3sZQKYym62MGSV1CFvIJKHDx6DdOGrsI7fR9HSsCHSO2+ARnL9yAhNhbXrl2SosikpBhRK2qcf21sMOIWVLTGhLAwU38bsFCl2BWLPb2Y6sWoGNP+hQk0hIS63ggWja3wHfhMu1pRoOio1/M87vN4dM1yrFm2ADMnj8Gi2dOwYvEcrFq6AL9/fB3WLl2A/r6d0b97a0wY2B0zh/XCgjF+UjW/dHKIAIQQWToltAEmBAmViqgWxlsYsB9LVeOPKYO6YHxQB0wc0AXThvUEFQ7Po5qZOaqPFFBSxYQHtZcg/cSBHTB+gA+G9fUEocJaldGBbWSZPLgzRvRrhcDOD6BPOw/MHBuKtBRTq0IgkNIasKcxJRgUIvaRBp7uLnV58Vzu0/O5zkVhYr9WjTT3GeNsgGAgYwBDoDAzjAsNNq/huXqtfVtVgwGJKh7TxsUoHeMCI2AUBnov3db31m2Fhf15XFd4KJw46rvwWi5mDhWObNPCa6iwmDVmXHOEnRRGsleYVSBJUHA/IVNAt5g11bGDAX1rOmKew/2idAocuOQ8gDfjvPAGW7ckemDdJ00QOGoU3tqyDwwSn74Qi8j4bCRlluD0uXgkpxaisvqbeyBBWChAfm1UmChcCBNVK0ap3EBFtQlOS7ygvBbl5TdQUXnXzMVeeRsHjl7EqnVP4czFBEQn52HAoFHS16tlq3YICgzF9h0HTWPDYjMzIYHCeIeAhYDhxFXlrDlhjQm3TRqzpgvrSKDYFwULoaK/2rnPQEYD5gYkEji3xVQULqY1DRUBVYiJgShkqRKMErkjWXYEK429goXH+FzjHjPfEb8zSQKwsswIDQULR4LEDo/GMOQ278mOytmOCkTF5iAzpxKXojLx1dcJ8j2yD5goGcv91XC/ilsy6dnW7Yfw4cf7kJ5bBVfFXTjZ9bj0tlEkllohSNhqhy13uF5QcgsxiYX4YPNBbP7oCD7ZdhJHT8XJfoE7VaWVDZbPpAxXPQ4dj8b+I5HIcNSIey0lrQybPzqA3PwaFLpqZSlwGrViVyx0gREqrF1JSnbh7Xf2YtaABdjX5zmkBm9Ger/3kPLmEVyLjURk1CUpiLQbbztUGmAi1etaBGlatJi6EyoVM/23AsSAwygYxmazGezn5F+c3CuLQLnXjaWQ4HPtMRJu870UGnqeZHNaQNJ9ApU1K5fi0dXLsGjWFEwbH4Yl86Zj+aK5+N1j67Bu+WKE9OuB3u2aYWIIg+6+kv3FZo9LJocIEKhS6OZShbJ4UghWzRguMJk+whcRw3pj2lAG8KlQfCWFeO7oAMynKyw8EBHDe2P8wE4YHdAW4wd0kvYsdHsx82tsYBuMCWyD0F5NMLh3Uyl+ZEyFYCFUpgztgYHdm6FPu/swpF8XXPr6jLi88q004tTUaNmmsbRDwQ4KAoDb5eX597jBeL4qFI5qlBUqvEbvq/tocOmuooHmkpvLuUkIBwMYGmo13Hq/xvvEmFuqhoafqsV0DCaMLKPeEA8xaobXcOH5+i66rdDQ5+mo5yl09B48n+s8jxliBXkZyHcwjdlAUc8zUHLP62IAkY38whxp6yLbVuxFVExuJvIdmb9QNo78bGS5srEzdSreSPDA2zH34Z2k5hgw2xtTl/5Gpuc9czEeR89cw8Ur7CtWgQoaPctwVlSzwt64tn4NJvZ9ChYaUwbnuRiloplOVCtMv70JSYEtvWHgVX5HYig0cC6pc6hDUeVtvP/pF2jashWatmyDkEGjEZeUZ2YwLKk187c0zFlide/lfmsfAUOo6GKAQj8/XV4mjdj4+826qhQ1rLotv+ItRcD3kxYrlouKqkIVhWa8CUAaub80vkJoKExkVLgQHAoZgYlJWSZs7CDhusJF31NGCzBF5UZd2Y+x3Q0/C5tPSioz3WI136CM7XmkHsbEU8x9rOsrbuFSdBbOXkpDnusWjp+JxSc7jmL3l1/hWiybVN5BYQmzw24axVJUDwf7uJXcwOXoLGx4fzcuXstCfslNFBV/gw8/PIT0LDadZEyFAXpTG6SxLjOyMLJO4HTydLTMxZLnvI78ghpT9Gi5v6hW8gq4VAtQ6AYT5ZLPrMBq/PXlT7G62xyc7PcXpPX+AMnDNiPji0uI5Nz20s3YxFayGDux2p/QUNOA06g3GPJsqg0NztPFxblUDGyMEjHHud+4xf49RFRp2MHAdYVLY7g1Pk+39T4eq5ctEqisWjwXEeNGYvGsCCxfOAuPr12BtcsXY0hQX3Rv9RDCB3bC1CE9MTawvbipqECoMqaP6I05Y/xFbdDlxayveeH9MWVoT0wK6Qw2kowY2guTBnfFNAbsh/USVxoVyfiBHeReU3k8pFNDDGVMEMHRWqrquT7CrxVG9vMWxTLS3xOjg1phwqAOGNvfB6G9WqKfzwMY2LM19u3aAnbGzXekoaQ4W2pWWF1PAypG0nIvcZ37aCATEq6I+6qiogBlZXkCGD1OcBAoXHiuGmKOPKYGWfcraLjf/DFTGqCiSoPg4fl8Bhe9r3tbQeJWOiY7jIae7jZC616YqKHnqO+u99Z31GPmuD2ryx2L4TkKIb2nwEPAZqAi2w31Ptq3zGrlQsXizJWYD99R7sV2LlYgX9SLbcZKk0GWBmd+IS7nb8W7CQ/ivbj7sCHlPqz5xAsjZ07AvuNXkZ5Dl9F1VFbfQVn5bSSmOHEtOkMMqIKCox0g9nX7MTnfBpUGsEiqscmOMi4ek63EuT2+3He6IWgsBqfkOi5Gp2Ll40+hVbsOaNmqDZq3aINnnntbUp5N3QjnbGdnZFM7YirCjXIR9fJvocLAu8ZVTCoxja5CxG6QeZ5u63F265WgfaP4ikKYIBBw2lxjGmsRNWLBQyFiH3lcFI0V2FeoqGtLoCL1K8zYYn2Jqabnd8C+W+YdWQxpQdvmChM4UkFxugPW04jby6gZrvNz6vdg4iC3UFp1F3sPnsc77+7G+1u+QExygTQGjU4sgKv8rqQUa3xFVAp7fOVVIzOvWo7nFNRg247jeOqpDTh9NlHqVxxWTYpJJ2ammMn4I1DiU4uw+aODePONbUhKLTa1LNJwsq4hG0xcYAW1FlQMWPKYEcZqfskMq8Mflj2HFzsuQ4b/B0gP2IT0iE+Rdv4qoqMvIyEhBumsW7HVjtgVgh0qOTlUIYSGO5XYDRQ3dFTBGIViAMX7ZKSzpb6BlUKEo10VqUuMYNH9ek5jmHCb9/NYsXg+1q1cIoWP86ZPxILpU0StrF+9DOtXLsXIEH/0bPMIZo3xlxgJg/N0VTEWQoBEDO8lLenp8qJqIWzoziI8pgzuJjGSKaFsYd8ZU4b0xPxxwVg4boC4uMKDOwiU6AajOqEyoctLM74YlBeY9GmJYX28MLxvy4YiSNauMAOMUPHv+BDGh/ri4/dfg8ORCkdOKgotw56YeFXUihpD/SVu3+Y+goNg4ahGnyO3CQuuq2G2H1cYcFT48H7M5KLLS+tXCBWFg15vv1bX+Qzj/tLzdXS7zjQ+oxAw93O/H++lz1A4MLtLs7n0fN022WkGcOb57pgOg/4F1syPeky/O1FOAhEDlfw84waTWIvVyFKBIsrFAoqmI1O50C2Wn5eD7KJU7E4fhXcTPbAhyQPvJTXF8pd88ewrG3HsqzjsP3oRaVklOH85EVGxWZJhUyWxkpuoqL71b4Fih4tZp6phbIXXuRdRL1ZgmynL6dlFWLxsDTxbtMSQQSORwTiJFcj+/MsT6N1vkExL3Lp1W5mHvlXrLvjt716SOIAU7Vk1HCbd16T9ct0AxSgUSQdme3p1kbGPFd0vUohnFIrd9eU2quYXu9sFZrmaNHYhXYXvDdqLYrFasihUTCzJnVJMIBEidH/ZXWAKFoWKXZ0QKBqIF7hI8JsQpAuMWVem/b5MGsZ2LQKYO3CV3Zbv08DDKCSTwaZAMSBxA0WhwpHt702sZPMnB5CdX4ODxy/hyOlYnDybjEMnrqGo4huBCmtVCBZnCbPLuNxGYfFdfPV1KjZ+uA+HT0VLAeaRE9ew//AladOiGWBav8J2MPmuepw4E4Pjp2IkKeByTBY+/vwIPtt9Wtrjc+4VphUbpWLUiVEr1TKJGN1gzoJKqUmKvpaFeQEzsaPXU8gM2ILUPu8h5enDSIyPQnzsJSSnxpsK+3TjhrIbczHkdFtl26FBxcJtt1IxIDGpxSa+QtcYjb4x/AoGJtMQHLqtz+LIfXa1oscIDnkPKwuM2/bFg5NpUa08vnYl1ixfhKXzZmHp/BlYt2opHluzAuHDBsDX5xGMD+mKGSP6SoEjAcIGklQoxu0VKC4wQoM1KqxPYdB9KoPvod0wObSrHKebTFKMR/hiXJAPJg7qKnDixFuj/LwQ1q+VuL3Cg9tjSO/m0oplZL/WGN63lSxULARLWEBbjA3ugPABnTEqsD0GdG+ORdPC8OoLf0R2FqtTE5CdlSAKJCkpUmQi3Vw09lxoVLmokeRIcKgLTBUHz+G6ZoOp4TdG2cRedJ334DoXc1/OKWLAoi4wurEIFh7nwvsZY99YsZiYhYGQ+xpzvlEpNOz3bhNqJrmA+/W9uG62NdhvRsZlTPCf6oILn2NcX/p+OvJZuq6j7CtgRlie1fbFtHEhUNhi30xf7I65aA2LuMKsgL6sy3eShUKnE5cdH+K9pAfwbrIHPki5Hy8dfgjPv/kKtjOAey4OUfG5EjBnC42Tp2Jx7HikVC8TAgSGXZEYgJggvXudaoYA+j9DJSe/EkEDhqBpkyZ4+P4m2LJlp8Qbyqvv4OjpSLTv5AfP5l5o5d0eUyPm48Dhc+A8GzIbotUXq0GxWHO+s/OugqUBKBZUBDYyRwgbRt4LlMZgsf9qv2ddDbwVM7HHVwgVbsv0Acy0suIodH0Zl5/b9fVrUKFxF+jYChqpVO4Bihh7k7LLCncWRUpfMaoOqb6/iVLW0Yg7zIBRodJ45OcyVfs6EjJmEUBJfOkOdu87i2vxucgvvYHte87ijXd2IS7ZBVf5HckGI1ToCisqYXuXWyhkcL24Hldjs5GcVYp8piKX3EBOXg3eeX8Xcp1aq+LuCSYTpFF9yLGbknn217e24uLlVMQkOLFt5wmcZdZgUd0voKKQyXdWoiCf/cqqpP/bkSNX8MLI3+Nq0OtIG/Q+koLfQ87WC4iLi0RMXCTSk+OQxep2q8JdDXp2phUHkaJHN0wUKvaCSHc2mCmQVMWSk+1OR1YYKCQanmOpDt3PUUFj38frtS5N1z1WLpmH5Yvm4Yl1q/Cbx9ZgzbLFolQImEdXLcOEUSHw69gEE0N7YHIoCxVN/GRWmFEp4roa2BmTQjg3Sm/MZnX8qD6iQBhPGd2vtcRFJoV2weTBdHl1xrjgDogY2kOAMivMDxNCOjcoFYmjBLUVtTLKv5WoEUKFqmRMEKvr22FY39YI7eWFQT094d/pIYQN6ITHl87CE2sWIzrqa2SmJyI3O0kMa1qayeHmL26ChSONLEHBbTWS3EelwYXHCBNVKQqVXxpqAoRAMFX1dE+ZX//GqLMrL//InMuAYHHDhWAwsOA+vgONtN7fgMa4uvQ8NewKCR15LWGgcySwqpbvrvfiKP27CnNQXJSHIpdZiovyJUWYAGC6MoPr/G54Lz7Lfn/7d6Tvat6HMHBYqc4Oq82MuR9b+VOd8N5cCBuCRSvxVcE4Hea7cxY4kFmcgB1pA/Feogc2JnrgvYSHsfjZntjw0XbkuapRXv0Niqtu44t9Z/Hh5n04dyFROvMqNP57qBigUJ38OlhsKcdVt1BV/7/w/pad6NbNF48/9jSuRadbSuUmSqu+xdrHnsfIMdOxe+8pCapXVd+x+leZtilqxBurFoWKxlI4ch/PMwH961ZVuJlESoEiQeRGhZCqVDSo3+Bqo8FtKIp0N35UN5e6sKg4ZF3Sqo1CMarEnW5t0q5NBpbEXGxxE7tiIVyMi8+47Eoq7yItpwpfXc7C4bNJOHU5Cym5tSgp/0biLkUEb6PMLm4bSFKNmHRfUSWElaV8pN6F66UmMSAtuxw7vjyHY2djZD6U5MwSqUth+xbONcPML6YUEyhcCpgJVnLDxMbYqLO0XqYq3rz5Cxw8clmC/YxlidvLVStNKx3M8HKZNvl5Rdfx0WeHpECTc6nkFdXiWmwuPv7kgKQka+ZXg0phirEVX2FSgpOzR7pqkFtYg7de2IrXuq9BWsh7SA/ehJSxnyDtZBTioi8hMT4aGakJAhYqCTXomRpotwoZWWBMI0+A2JUK1zUbjN3YdbshiJ9jBfstRdIYFASEgkTBo++g++W51nlSPmABxoM1KSsWz8Nja5bhd4+txfpVS7Bk/kysXrYQ61YtweSxQxHQ2RPhwd0xZXBvCdZTocwe7QeChfETztY4fkBHTBlCN1dHgQZBMSm0qygWjgzI02U2MYRNJztJVf3EAR0xPriDKJrpw3thqlzfCRHD+mD6sD6iZAiRsID2GOFrwBIW2B4hPVqgX4cHpXOyX8eHMHvCYPxuDWE4BV/u3AK2BUlLM/NAU6nQ0NJgpqezgRubTaY0GE7NtKLxpcGkMdXYCo2zLtxvN9Z6Ll1A7jgHYeIO4PMc4/4yvb/otqJbjIZbF4UF50hREBjDbneDMc5i7qHPNbAwysi43bKkuCku7rI0ibO/r2kKmSNAYTNJAoWLGnwzOszcLU7T3ZgwIyD5PF14T67z/aRosiCzoXaF9zMqRetpHBJL4b15jDBTkHBUd1hBXjYKLbdZfmkuzuX/B96l+yvBA+8n3o+nvvTAkkcXIjOnGCU1d3Al1oEjp67hqwvxqKr9FpU17iD9fw8Vu2oxakXhUlnjdoPRNcZf7pXVd2UCJrrayqruWtlPVkC/6jZy8sqlR1Qlg8oSj3EXA4qriWm91mRWdsC4oWLiDQoVUSp0fVmtQhQmHAkNumQUHnbAuPcZ15n9fgorAoYBfGZTlWtvLwsOEhfRQkcG8K2sOBp4AqbxyPNFdViKRd1fMslWsZmilwrg5Q07EDZxEYLCJ6J/2FgMnjoHE2cux59e/xRXYx0oq/mb1TvsJoorbqOo0kzI5QaLGyqqUIrLOamXcX+JWpFOxreR66yVokjuI3SYMsy6IJMmzLqUW3AWcblhICNguSkt7k+di8e7m77AufOJEmu5EpOFpBSXFGiye4LGVpjGzIA9XZO7954xUxBzyuHiOmzfeQo795wUhSmgsQL1jnymE1cjL78aXHcIYKpEXWdllGHr5iPY+NQn2O77R6QFfYDEwPeQumwv0iJjEBd9GclJ8UhLT0AG3WFZ1syPOm895y7K5EyRBibq4jJjkrZrTQ4AACAASURBVNTOcZ01dFw0vdjUsbBThwFNRnYKMqWI0iQBEA4KCwWLQqUxTOz7CT5u83qP9auWY+WS+VJNz+7EzARbPG8GqGAInBkTw+DbrilCuntj0kA2gOyL+eMCRYkwtjIrzMRamOnFwDkD61QlY/t3wMRB7NPVFZNCu2ESlQ7dYUO6SysX9hHjvCpslT8huBPG9++ACcEdMSmE86r0xvQRfRE+sCMG+7bAiH6txeXFGAzdcCMDO2BQ75YY3KcNpo4OxnN/fBSvv/IsXn/5z9i97SOUljhlKSkpRGmJC5UVpaisLEF5mcsY1GJmeuVL4JsuJhp+xmJMppVphUIDqoZZFQtHXecxY9itX9pSAc8AvDsIz3NonBUENMbGDXevQiJYuChUeD5hZwCk470pvwo7XmNglyNZYnS5ac4676MgLHIZY69KhXDRhYZf13meqiN+NwoW8278bMZVZj6nUSW8nvfVe3CUuIoFDzvEFCwKlfx8CzBUSs4MpJRGYmuaH95N8JDlg4QHMWllK+zdewLldd9IBk4Z04nZYLJaK+VNkP7/DVTscRWNzfA+XKpq7qL6+rfuLDErmM9f/AQPiy41qG/cPPfWirDXlV2paOaXNFYsZ9zBKmTUmAozv6x4CgsmFRiajaS+fgWNHjcA0sylGhRpC/mG3mBMGjDzppQx7iL7rdoRqgWBCuMpBInbDUYDb18kpVigwmmE3YWNVCicd6ao4iZOXchCeMRj6BowDAPHhWPsqgUInT8FYavmImxRBPqFj8bQyUvw6bazKC67gxLObSOuOb6XUSpu15fb5aVgYcCf8JBgfSkbbJp1Hue+QhYlWotRN3+Di/EUdia2iiBNbMUUSMam5CHXWYWY+Hy8/vbn2LbnHD7ZcRJHTsSgwMUJxm4ITBQqVDBpmaX4dPtR7Nh1Glu2HsLW7UeQ4ahEfIpLVAtTke+BCYEii5UR5qrFlegcfLhhHw4cS8D64PU43uslpAV9iES/t5Dz/DEkxEYjLu4q0pLjkM4Oxo0aPYqbyppfRV1f7vHeAkhmiREmubmmloUtW0Sx5KQgMztVoEJgcFHFwViKQkNhwbExWLjN/apiBCpPrFuNtSuWiDJ5bM1KgQqVyvJFc7Bm+ULMnjoOfXxaYEBXL0wa1FNcWCxcNCnFzAALlgA+g/QMrLOehBXwY4I4qRaD891B4HB+ecZZpg3tgSmDuopS4cj2LZyHZYx/G4xkvMTPGxMGdBE32fB+XhjYswmG+bXC6P4dMG2EH1bOGYenHluC9954EUf2fo6s1GTcrKvD37/5Bj/863v8/PPP+Onnn/EjF/yMH342C9e5j8d4zs8//Igfv/8e3//Xd/jbN3dw88Z11NSUo7S0QIwqDToVDl1RRUUmWE8DrWDhqFChUjHwoNvJ7XoiVMwx4+KyqxMFiVEqxo1GI87F1KEYxcDrzX2Mi8yoBHeWl3kHAxZznnlf/oek58p7F3FGSaMY7MZf1xUsHE2MxWSZ8fnGxaeA4bMYu2EvMePa0mv1XgoYhQ23S4oLBOiEDYHCUdatCcjofmM7GkdJPk7kPi3ur3cS7sMmZoK92QwrV/4OnFSpopYxAJP6q8bfPqorrPGocRez365U1O31y2C/3pcAkbiDlTFlQMJqcmvRvlm/UoB4D1QsIy9Gn+4pptiK+8tMtiXpxIyncKrbe4rwzDwebB9SUGyq7BUwpqUIAWTSkZkSy/tojYwqI1EtbJPPeIaOjFswfdqqGeH0vqpOFCbGwFtZWJKybOIjjaFSVHZb6ojCJqxC+56h6B00Cl0Dh6J9zxD49BkNH79R6Np/EHyDwhE6djr6hIzFu1sOSOyD8C0tNy1Z9Hnq9lKY2EceU4goVDhyIVTYbLK47C6iYnPx9nt7ERWXj9KKO1ag/paMEl9hjEWAc0vUysVrmSgovY1sZx32HbqEC5dSpfULYymSPlxYJ4WaVJM5+RW4EpWJ6FgHMvOqsGf/11j7+Gt49c3PkZVnmow6pPDRgMRAhW17mG5cBYejAgmpLpw4FYf3NxzAS0OfwuWgDUgZ8D6Sh3yI1M/PIzr+KhITo5GSlogcmWvFXbV+bzYWa0+oWIz6MK4urrsLIE02qmk66Y67MODvBoUdDAoShQxHLgof+8jr9Biv81i3arkE5BmYf3T1CqxftQxLF8wUFxiLIOdETEBvH0/07+KFWaMCMHVYTwnS05VFkDBGQlUyOrCdxDzCg33AindWwk8aTMXiI3UoVDUETHh/H4zwbYkxAW0xbXBPRAzuifH922Okn8nuYubX2AGclKsjRgd3RMQYf/z5N0uxd/uHSE2IRk1lGb775z/Bfz8D+Bt+QvX3/4Tzn98i8++3kfhtPaLv1uLqnWpcvlONi7erZOE69/EYz+G5vIbX8h68F//9+OOP+Nd//RN/+/Yu6uuqUVrqtBSNSfWl4dZf//Zf74yNECx2APG42yAb5WNUiDuOYraNoiFQDJw4T73Gaczz+FyFC6/hugKFY1GRgQ/XCZSUlCh5Tz2PCkQVgxp9hQBHOxh4nPO6qFJRdaLPNTEfo1r0Hrxe76Ejj/FefK5ChVMlyyRh0t05Cy5Ci10DqM7obnPlILnoPLYkdcTbjKukeOCP273QqYsP9u49g5Ly26iqui0t8NXo28fGMOE2j3N0g0WhYvb/2jVMX7bf1w4WAxhW4hulIvO1WLUfBE6D+8sKjov7yVpXVxgNO+MQkm7LYsciqhQzH7rM0cFU1SIW1nFfo2lsOfcHGx/SJVNYDf6KZkt2NreUzsbFVCsM9htY6WgHjADtFym9bmWioOGo6cqyz1I6Gk+ROAqbX1bcwbOvbEXbHgPQ1S8U7fuORLNpr6HZmvNo9puLaL76DJqGPw/voInwCVmIrqGTETB0Gnbuv4rSGtYdGbgpVBQWdphQyWhMRdbL2WnYuMMUMuwXlptXje2fn8A7H3yBT3acwPbdZxGXUISiMtavmCwwQsUoF8ZbbuOjz44iOb3EdDsouYkd20/gT39+U5qDsgCSi9NlWr7ku+qQX8g5WG6A/b1effMTfLztKGISCnH6bIoE7gkd/l2oWNQNpiP3FXAmTHZALqpFcnYVpk98DI/3WoK44HeQHPoe0qZvRfr5KMTFXkZyCjsHm+JDzcaiu0nBogaexj2HioMZXlIIaaCi7i8qFf5QZoxXVA2bUVoqQ2pibMWQ3P9riyoTHrOv67nc57Fk7mysXLQAj69eIa3vmUa8eJ6BCiftmjttHHx9WqBPuyYYG9wF44IZVPfBFJnvhBNtGdBMDO0s6oQpwJL627clRvu3wYg+rTA+uKOcz+7DYwLayMJML8ZUZo7sI0WPo/zbSBA+fGBnzBobjKfWL8T+nR+juMCBf333T/yAn/FfAOp+/Bey//MOrt6twZmbZThaX4yDdUU4cN2FfbWF2Hvdib21hfiy1inLF7VOcNFtHuM5PJfX8Freg/fiPXlvPoPP4jN/+uEHfPePfwhgiovzBRL2OIwadhpa+36CR+GjxtgOBe7jQqWiCkVVCo2udD7Oo9IhPAxQaNxNzMbEOgxM3M9RgPCelLv6fF5DY65Q4ahg4ajrhIFCoNhF9yDdYlRkJk5k3kXhZWaQVKhwpPKwA4X7mBxQXMyRyQ9ULPmQKZMlQYBqhVDh58lGHqv283JQUJKLgzlrLKg8gCd3tEELzwcwe8YSXL6Siqrab8Sg242+woMBc6YauwHijqXoPgOZW6iq/fdQYYGlLFJcyQJLurxYkW6l4IoLjFDRbbfryw6WX1Mq3CcG3pr+V+bocF0XgDCIy9YfBAtHZ5FpUMhfuGx4yMwwni9qhBX6pXUoKKmVycIKy9j/qhYFpTzOGAtVS7WkKZteZFaTSqtRpRpwtqWxw4M9yVioKO67CgsqMhkYEwDMQqgQioQb63FScooRMm41uvqFwGf4cjRfdxWef6mD519uocV/1KPlK9+i+Sv1aDp/B1qFPYvWU5+DT0AYxkU8irTsInHBGYBozIQjIcfUY+Pa4sgfFeY8s064GDfXbTHy5y+k4PkXPsDmLfvgKr2J4qo7SEgpxcfbTkozSaYi0x3GxUCFCRK3cCkyC5/tOIWDhyPx3sY9ePfdPYhPLkSmowLZjip3e3xW5hMqApbrOHTsEi5FsgjzusxRX1x6C9t2HMXXV9Kkj5jDWSWBev79HPmNUo2tAL7Uy3zxNcIDZ2Oz7x+QHvwO0oPeR/Lv9yDl2jWZ2IsNJzOzkpHJdirss2XFVhQsBAon8MrOShOoGLVigvUmC0zXTWNJ0wPM7eISMFmgUFg0HlW16H4FiX3kOR5Tw0djzrRJklLMFGK2v188dzoWz5kmvb/mTQtHnw5e6NfRExEj2ASyL8YPNO3nWSnPnmATQ7thhH8rDPVtIdXu4UHtJJuLbVkmDuiEsYHtRI3QzcW4CfcRLqMD2mDCoG6YMKg7Jg3thceXTsOeT99HbkYqvvvHf4pyqP/hX8j++21cuVONE/UlOFDnwr7rhbbFJfsO1xfj5I1SnL1Zjq9vV4kqibpbixhr4TqVCo/xHJ7La8z97r0n9/FZfCafzXfgv59+/AH/+M+/o+56pagXE/A3qoFKwQDCxD4UKhwVJhztC6FgwMIOxaadC40r4xWynct7u91pmgLMfQoQhRpH7tPnut1zDObzHjZgWFBRmNjBoJAxx+gKU4XEjDDjAjPP5DvQBfbL2AxVicKppCSvISWbcDFKzrTh57WEkLjCnGwbT3WWg0KXA1Guk3g3qQ0+TH0Y819ojfvvvx+dO3XFlk/2SXGfVsRzbIALYWJBpbH6UKC491Ot/DpUGu5n3duoFAsqVhyFgCE87G4xVSjGPWYUS2OoqFqgC0xcVFqbIiChMqmWth9Sic1MoeKbyC+ql6K9mAQHzl9Ow9HTUfjy8AXs3HcW23adwO4vT0tq7eFjV3Hhcgoi47Kkc29u4XXJgJKpdek2Y8yGoClm23yNS5h2L+YXv8KFsQzCw6QFq6urhMpKguHuibOoVJgEcPZSOrr5j0anfmPhte4svF79Bs1eqkOzF2vR/KXraP5SPVq8UgOvlyvw0MQ30HrBJnQMXw3foJHY8ulxlDF7TlSRgYpdgShEGo+qXAgFtmfZf/hrHD4RhV1fXsDV6FwpomQ7nNz8WnG15RWamhlOS2DAYqUZi3q5hWMnovHci+/jyrV05DvrcfjgFTy2+kWc/CrBcp0xLmPa4TNobyrtr8Ph5BQH1+EorJNJwV59bTOS04vATDHGYJysxLcpFq2yl7gLVUsh27gU4dmn38OsgIU45P8SMugGC9qIrA0nEBPLuVeikJ6RKDEQQoUQIVDsUDFgSEWWdCc2cRR3gN60a2GtisZeuK6gEDDYug9zW4+JArJt8xifxeN6joKF2x4jBwUiYkIYfrN+JX7z6CoJ2C+bNx0LZk7C4jlTMHfaWPh1aYdebZthTP+OCA/qKJlcnJyL9Sp0gzFmMnFQJ+kePDqwLcYGmRYrkt3Vn5NttceYgNYY19/HzJMS0lWmHZ47tj8WTBiMx5fNwKEvPkNddQV+/Pkn0IQX/vNvuHS7SlTEvusuURp7rxt1cby+BBduVyDum+vI+fttVHz3d9z8/jv8rx++x3c//oB//fQjvv/pJ/zvn3/CD9bCde7jMZ7Dc3kNr+U9eC/ek/emguGzqG74bCoZvgvfie/Gd2Qspr6+Rgwrg/wECo06IUGjq8ad66pK1PDrqPupULRQku4vKh7uo4HlxFiqTkxwnPfjYtxfGuPh8/S5OrqBRjAYqNDgu11R7hRjO2B0vdACigEhEwn4DKNczGegWjFQ4TWqdJgoUVxkniNQKWVihFEsLpf5fgSWqm74OalcXLlw0k1XmAtHcQH2ZC6VmMqw2a3xyCPN8cBD9+F3f3wJVbV/Q0XtXWn6aIcKgfHvoFJp1bIoXP47laKqxw0X1rW4GzAqNOwuMd3HkXDRUZo92utTbEH5IsY+JDhvCucKqEZcdXCV3JA52M9fTsLHn+3D2kf/gClTZ6NfvwHo0rErOvl0RFvv1vBp64NO7Tqjd/c+6Na5F9q2ao8eXXwRFDgY4yfMwaIlj+PlVz/Azr3ncCU6V1qaFJbdkYwlzn6Y7TAtUtgOnm33i8rZUp+BcKY5U3ndRalkXBllxdkMTTV8nUkfZoDeUipHT8bDp9dgtB68Bs2erxKgCExerEWzF2rR/IUaeL5Yixav3kHz9efQZOzz6DTzJfgPDMOiNc9IVpYdGgYq2tbFnYnGc3iMI1UL388E72/KRFpsc8/Kd05DHZdShIzMCmz9+BAOHL0qWWZ8f0KF7fcZsJfYChtQumolm89RUIfIaAf+8trHEoQ/diIGH207jkuR2ZJFZlyONca1ZWWHcdrhhLRifPzpQbz7wS7EJxdI48srkem4cjUTFy6mWoF6E7AnTLR+RWBTUI3cwirkOqrw5Lr/wIJ2EbgQ9CZS+29CxohNyNp3FfGxV2RCLyoUBu5/CRWqFCumIunFBiLG9cV4C11hZn4mKYIU95gBg8DICrgrHBqrkcbw0Gvs+7kuUPHv1g6DA3ph7bJ5+MMTa7Fu+QIsnTsNC6aPx/zp4zBr8ij4dmyNHt7NMDqoM8YN6IKIYX0xZUgvTBzUTRZmdw3rw+B8G0yQdis+mDSwAyYN7CRB+QkDOiCsn7c1s2NvTOUMkmP88fS6hTi8Zxvqa6tFCdz+8Xsk/+2GqIj9113gQlVyqK5I1EXCN3Vw/eNb3Pr+O3z/049yzf/N/+E9eW8+g8+iouGz+Q76PlQ4fEe+K//9i3CpqxIIMLivcFGo8Ne97lOYGCNtAESwECAmA42xFlUhNNi5KNLiQnFDmZoTwoX34kKosI5G782RzzawMa4xc75xfzWGih0KChPdp5AUtcL7uqg06MYydTyFTgOVe2MmJihfUuxESUkBSkocKCnNR2lpfkNxpoGkO+PMJckBOXAy8O9ywFmYg8IiB2IKD2BjpB98Q73RtKknHmnyAKZPm4Mvdp9ATHw2MhylqKj+pkGp/HdQqWYmF5fau+IecysWt3vMvs8NFJsSErAYYMgUx1bX438LFwbALXeRxFAsoBRTpZQYF1aBy6q4dlJB1CMptRDvvPsJImbMh2+fQHT06YgWzZqgRdOH0LzJw3jkkYfRrGkTPPLgfWhy/31o8dDDaNOyFXp174GObX3g1aQZvB58BD6ebdC+ZTt0aNUB/XwHYfTY2Vj96AvY9OlRRCbm49SFVKxc9wLScsrEVeYsrkJKehmyHex9VSUupc+/PIuDxyNNRhXhUX4XcUn5SM10CVQIFLrp6P46eTYRHXxHo+WglfB8phDNnqtGs+dq0Ox5LrVo9mwVmj9fh+Yv18Hz2WI0G/VHdBi5HIFDJ2DCzCXIyK0Soy+wqCA4qKQUKvZ2LSYjjG4xSSyge4znS182pglz/pTbiErIx66957D10xM4cjQaua56pGaXSryFqkagwnlVCJcSAxVO8JWYXIyNH+zD2ctpyC2ph6PkOlIyy7Hlk0NwFJjphZlqLPESK82Y87acvhCPoycikZNXLa6wLEcltnx8EGvXvYRTpxOQV1DrBosFFQUL3WL5+VXSxiUrswyrp/0GG3o9jtSQjYgPfB+pc3ch5VI0EuKikJFqJsLSmIpdraihNwF7U0Gfy1lXOQOrZHy51QfLLhQgHFWN2PdxXe+p8OC2rvN4wyyvtnWPLl5NETagH1bMmYbfrl6GdUvnY8X8CCyZMxmLZk3E7CmjENzbB928H4Kfz8MSV5kxwg8LOdf8qL5SUc8eYGbirFYYE9gew31bYgQzufp5Y1xwR2kmKS3yh/TA9GG9sWp2GL7cvqkBJvX/+79w7U4tjtQVSzyERpyxjq9ulSPtbzdQ969/4p8//vB/kx//o3vxmXw234HvwnfiuzEuw3flO/Pd+e/7f30nbjEqDSoXGmQaeFUj3FZjrwBQuGj6MEcFhkDJioPQ2DPQzn2m5sSoEr0PAcJjfJYbKhrH4DEujl8oFMKD6kIVhj3WIm4pa5ZJSR4oNFCRAspivgvrXggGE4i3x2sUXDKWOFBaUiBZdQQM4yr2c/WZOcwsyUmTGE5+IQsn81BYno5NZ55B225N0KJFczRv0RStPb3x2n98gJh4h0xyVVPzrfQEIwT+HVQYY6mpvmsWCy5uxXJX4i88538CFZOCbIL05dLuxVSk291gqlpMsSBTb9VdxF/4Jt4hc6wUVcHBQHtpPZLSC/HXtzZjyOCR8GzhiVaeLdG+VQu0bOYJT6+maNv2Efi2a44hHVpgqm87zPVtjQU9WmJJ95ZY1qMV1vt3wh8H9cXiHu0wrXN7jO3UHiHeXvBr6YWJAb6YPSgYwb380aPnAAwcNg1rfvsyBg6Zhk2fHpZ2Jpxd89XXd+P5F7eisPwGMvNrMGLsQrzz4V44y+4iO78O72z6EuufeA3X4nMEKuzQ63RVw1VUi9hEJwIGz0arnmFovmQfPJ+rRtNnatH0mUo0e7YaLZ6pgefz1+H5UqW4w1qMeRId+w5B4MhxGDZhHlKyi6F1KCbz7KaAgspJMtKkvoY1MjaYiFoxcRe6wtgWhllonCq4uPwuXKV34Cy5hZT0cnn3zz4/hR17vsJXF1OMW1Cgwkw7zvZoMrxy8muRzTqTojpxaxUVc677SHyw5UtxQ9IVmceiRy4WVFgcaVxdJjvs66tpeHvj59i95xwOHr6KuMRC5DsZM7shcGHdCoFCN5gZuV4jHZuLCmtx7OQ1LAqeh1MDXkJa6BYkBr6D5GcOITEqEvEJUUhLj0NWhnGBEQaqWhQAjK0YIBAc6WbJ4ugGiaiKbKMsuK6wkP2W4tB1Xqfrep7uI1R04Tnc79HJqylG9u+FiUP7IWL0YCydMw1rl87B6kUzsXLhDCyeNQmTRwYhfFBPDOvbFgO6tEB4cGcBClOG2Wpl6rDeGBXAxo+tJZA/JpAZYD5SWzLKvx2mDumFyaE9MC88GBtefhKu/FwxxHd++t+IuXsdh68XNagSupoi79Sg5J/f4rv/D9TI/4gmv3IS34XvxHfjO6p64bvzM/Cz8B9jLuXlLmv+FIJFlYdRFgILWxDfDRatVTEZZOIuKjK1H2KEi+k+IhwIFN7TxFAIEgUYjytYigUipsjRQCkPJZZLSg05wUGwMKbBUffLPifvxTgRlRaTCvj+ViEj05MlRdmBIivDi8+Q9yzKd9cJ0dVGpVKSj7JSJ0pLTaCeCQ+8Xs/XVi98DyYoFPDZBbkoKi/EtiO70aTlw/Bs0QQtWjbHQw/cj2kR8/DRZ/uRklViKQ+jJhQK4gKrNpAgPFhvUtNokf08Zi3V1vl6Dx1VsXDb3TOMrjC3gvk1oKj7izEViZ3IRFTmV3UJs7KKWQxXiRxnDXbtPYaJ4yfDq3kLtGnWFK1atIC3dxt08G6B4V2aYYVfC7w7rBX2j/PCyQltcTWiC6KndEDMhNaICW+NqHBvRE/ohMQZ/XF1fC9cGdMDF6f1x66xXbB5kDc+H9kbR2eMxjuTRmLpkBHo1sUXvbsFoHuvIQgZMh3Pvfoxcktv4PCxOIwevQzxaUU4cyERIYOmSjffvOIbePWdnXjizxuQnFmOXKorVy2y84whZJ0HazMWrnwBrTsGwtN/IjznbIbn77PQ7LlaNHuuDM2fq0CzF+rh9Zfr8HomF94DZ6KrXzCCx0zGpHmr5dc9M7uYAMAYDl2IxVLDYjLS6OaSQk3L5cXtexYG9ZlKrIF8Vt2zY0DZHXy85TDOnksSeGY763Hg2DVci8sXNUagKFQIFlPsyELH62B1/rZdx/Hupi+RnFmB6CSnzK3SEFcpJFTZHt9U27P9y1fnE/HqG58hJt4JutJyGYwvrEFGdjn2HbiIa9G51oReBIp7kXlX8mvANGROQb126Z+wtOt0xA3biIQBHyBx6GZkfHIW8fGRSE9hYXcS2MlYoWIfafi5zVGVDNftUFEoKAh0W0eFiI6Ek6oSvRdHHv8FVHq1a4bBfX0wdmBPRIQNwsr5M7B+xUKsX7EIjy5fhBXzIrBw2hgsmzFW4h+j/DtgdEAnzBrlJ92DGUuZGNpFAMKeXMziGhPYEWGBPmD1++igTpg2vC/Wzp+IyAun8K/vvsM/8BOSv72Bo/UlxjjXmbgFU30Z52A9yf9f//Hd+I58V8Jlv5U4wM/Cz8TP9tOPP+LO7RviymK/LwLADhNdJwQUCBxV1XA/+3ipGqA6KC2hC4lg4X53xpeqFe5T6Og96aZitpVChUbcriLsle0EDI+reqGB5330vQpdBKSmJf8/3L11dFVn+rdPBYkLwQlxIx4SiCtWirRAkbpAmepMaam7UqQtdSgUijvBAkmIKyHE3ZEEKW2nI52pXr91P/s85ECZNe+7fu8f33671jPPPvvsc3JOpt1XPvfnFmm8KVAQ9WN4JfJYQCifUyAi4S5ZEpoTsOhjfZ32WMw/n4T76uukdb6E1WTVUVpRSWjYOPr1H6CUioVlXxzsB7F02Scqu0e8FfOqern5Xw0VCXldARUzmGh4/Ceo6Oe7zhg/x6i+/+9QkZuiAoqEcTovUlHXwdrNB3h7+Wd8vm4HBSfbKG/s4YVXlzLUfiB2FgNwtLdXCsXT0Zp53kN4P9aRg5PsybvJieOTBlEiEEmwJTvOhqxYa3IS7clJdCA7zpqsWEcKk93IT3QlPWooWSn+5CcHkpkwkPQkZzalhLDY350nYyNI8PZiYUw8EwMicB4VgJd3PG+sXEtGbg1jI2/jQEYlz7z4PhMm38tHX6Sy42Ax9z7yOlv3l7Bpezo1LWcorz/Dgoff4Kut6ap+SCCzdWcWo0ZHMmSkO8NcfbALnYnV1BVY3p+G5eMnsFpch9XCDGyiFzDUMxSvkHCGegXw/Bsf0HH6OwUUAxwXVX8wUXqiWnR7GOk9psHS2n4VVEyQs2CtewAAIABJREFUkep8CYdp70V8k88+36PMehUyO/0de/cWsGTxMpUu3NAuqcG/N98rqrtY9dl2tu/Jo6S8jY8+38PbyzaQV1BLU1MPDQ1nFBxkfopaTZIE8TUbNqaxfmMatY3nqWrspqGxh7S0It5ZuY71mw9z/GSboXBUvcqV2WASBpMZLDUNZ1WywfMPvst7wYspCl1Ovv8KClI+pXRvOkWlhZyQSnspirxq1rw8lpu9vvFfDRuBhn5OH5s/lnPmS0PD2HvBIo/16+RYX1dXXU6f5DGjuTVxLA/MnMzjd93Gn++9nUV3zWHh3fNYcOdt3HHrTdw5YxILbpvKPdOTmB7rT2LgSG6O9FI1J9IsUnp6TQp3VUa+KJPE4JFE+ToRM3owU+P8ee3pR2hrrFOc6PjX39l3vp1NpgyubT0tyiSXG/X/XJT8HnHyWeUzi8Ev38FQLo3qu8l3lH8kFbm1tcGkWk5cvumbQ8EcBFp1SCaZcV7gYtys5Uatw0ktLb1Q0Td+uV73LDOgosNtvw9xiZEu7yUgkSXFiOZQEbCoZSrk7PWExKQXtVSt4GaoEMnuMj6j8Vl7B54JAFtb5XPVGiqltfd1cq0ByN6iTFXDYvJXGiWU13CCjq4WXn1rKdf164ullSXWNtZYWVoROS6RgqJqTnV/d4Wn8n8ElTO9CkVDQ/wWfXyt3aje140oZe8Ne13LU1F/aUsabuclMvMqmDRlDrZW9lhcdyMWfe2Ijr2JBxf9hUGOTljecD12Fja4ONgz2cWGT2PtyUpxpHTSQApTnChIdiAvwYb8RDuyk6w5FmvBsWgLsmOtyU1yIDPGkuxoO3KiBpI9zomMcQ4sC7DnqUBPjiT7syNyJHe6DeXliBAWBPgxwcufBRHBLB6fjLu3P54uoXh4jWHO7X9SobG3P9jEuOgZLH7qPR5+cgVLXvqMD9ce5M0VG5gx8zHq27uREM/owBR27sqioVH+wj/Puj05uATE4DTSg+FuPgxx9cPJJYRBvkk4hkzHKWw6g3ziGOIWxCifMIZ5+BGVdDNFJ1oQj6pTFZH2DvtSXQp0A0tpyX9Vy/0rlIqExZQ6McJjKs1YVEvXJQ5lnmTTjnSOZVfw5aaDvPn2ag4fKlUmfYNU2rcYUDGUimR1iWI4y8la8U4usOzdtWzbmkF17Vnq67tV40hpHqlUioaK2qXavpPUQ8VU13dTWNzIp59u56FHX+YjmTDZdI66Rgmz9cJEhb1UtX0XVTXS1uWUmnb66hur2XCgmOlj7+Jh7zvZEPECuYErKLt3AwXZWZQWGXNXNFQEHlcfy03ffAks5OZ/NTSudV5ep2GhXiOZYtWl1FSXUVNVfsVzWqnUiK8i4a+H5k5nyQPzeGbBfJ5bdAdPL7ydh+bP4p45t3LHrCnMnZrC3bdOYdHcGdwzLZmZCUEkBQxnRoyfGiU8McyFaVFeTIv2Y1r0aAWUaF8n4gKHMWvCGPZt/4p//v3v/P23X8j7tlul8Ep2laTtSspu97//aVZ6+Pub9//0M1I2Kd9Bvot8J/3d5LvKd/7l5585f/6s8lkEGgIUURfa+xAQ6KmTvecNqFwJFgkrSTjJCIPJ6+R5c6Ui5/R7aO9F3bylL5epcaRWK7JrZSKqRFSLPNaqRkNFPq9ARWeb6c8t4JPn5GfqpcFmgMT4fMZ1hvKS8wJE43sJGPXce7MWL5KoINltYtrXV9PUXEdhdRG3PDARh+F96SuKxcoa6wH2fPLJV5w999f/e6ic/fZy2Oty+OsqT0Wf14C5GioaJOZw0V5Kb+jrApV1p5g8ZT7X9bGh/+hp9E15lesDbqN/PwdsbQYz0NYORxtrnG2tWeBtz6GJgyicaEthkj25KQ5kJVqRE29JTqwNufEOZCXYkhFvTWaMwMWeY3F2ZEbZcCxuONvDXdkY5kpW5DDeCxlJkpsrT44J5EFvD0KHu5PkFUCUhy9eo7zwcnUn0MOfIUNG4eHlxyi30biMGo2PVyg+PuF4uAYTEpBAUGgyweETuGXOw0yaej/J4+dx4GgpL7/+CeMn36mqySsbuvlw7QH8wiZiN3gYQz08lBIZ4umP/XAXho3yw8UriOHeoQz3CMBplB+Ow7wIj5nI3kN5qvpdVF276qIsWWcSBrtAR6dRF3S5Jb8Ci9EE0wiTGcWQ4qUYgLmkkgkkoUBawKiloPQ9mzen89hDr7D/QAnVTT0qxLQ3NZ/i0mZV8Ki6FZhSgNXEx+Zz5JXUs+9gPqtWSrPI89S2nKWmuYfMrAryiupVC5d6qbIXqEp7fPFJ5Lj5Avv2F7Jy2ZfsP1BIYXkb67ccYe+BPKVc6k1NJuV6yf6qrjUmRNao8FcX1fVnyMyu4VBWFc889wGxETMY6xLP/YG382HEc2S+tY2CohyOl+artvVajfwnqOhQmOzmQNHH5qC5+ri6yvBMJJHIaPXSa86bQ6dWwmAaKk/dO59nHridZxfcwXML5vP0gnk8eNtUpiWM4+b4CO6aMYFH77qNh+ZN4+5pCdySEKhUyp1T41TTx+kx3sxKDGJGrD83jfUkTubLBw3l7luTyM08rJjQ/dMPHLzQqf6alxTdPedaqf/bJf7968+qLF61TdHtU/6Au0gs+S7yneS7iWqR4sqDX5/m3K+/qt/B99/+lbaWBlpUBpXcXI0lN2SBivmNWd909TXGX/yiCHRISasD48ZtKJMK9R4GZAzPxQCB0UjSCMPJDd0w7EWptLc1KpCISpFsEu2LXAaLFE02i89hQEV+jlZZvZ/NUEhXfw/zEc3yGrlerjF/nQKUSfnoGhzd+kX5K6KgpNtxSz37at7j+R3DSLhjEANHWXJDn+u4aeKtVNd3cbpH+oAZHoeEviSUpZeEvUSFaEj8t11DRK7Tx7Lr9zd2Q7EIWPT5q30VyfoSEH2+fg/9Bwyin890bJ5swOaZHmyeKKff8FCsrewZYe/AmJEu3ONjzZHJThRMHEhu8kBykpzITBxIZpyNAY1Ye7LjHDmSYEValD1rAmw5MG4IadH2pEVZczBhJItchnLLKF8e9PYkbqAdXsNd8BjuyuD+tvi7jsbJYRieI0YR7B1AuG8gwW6eBIxyJWJ0MEHeo/F28SDQK0DBJtBjNJ4j3XEe7srIUR4MHjIClxHueHkEERoSzWj/YOInzGSZDLl69j08vGJwcvbFOciTyHmhxMyLxzd5DD7JofhExzLYzYdBLn4M9wojNHoSi599m6wiw9eQ2hdRdrIEyBrY+ncq/ciu3Y7fUCWXM8G6LtHa+c3vwCKQkRu2ZGaVV3ZxsraT3Xuz+eiTXaxel0ZBUYtq8aKLGuulrqShh2UrNnI0q5K16w+oWpXU1ALefeNz3ntnPQXFTaYCSAGJUWFfUyfDuaTI8Sx5+XUcL2+jRkJgrRdIO1rGyg820NAsauUM1WrUsKnRpKk3mABGpRjXGQWTNU1dlNV2MXvOY7iOCMXTO5RAtwhmjZ3Hlq+2U3JcGuQWUS7NJU1NIbViMQ+DXa1W5LEARe8aLlerE3NoSMmDgkpV2eVu49pjkesEKhosfZ64ZzZP3T+XJQ8YcHlu4V08fsetTIsLYmbKOF58bCEvPbaQv9wzh/tuSWZWUjBTxnowMzEEaS45M96PWYnBTI3yRdrjSyHjQ3dOo6aiTN1M6//xLTt6Wi+n5Eq9x4V//QN++VX9Ff/zzz/zv2GJIpHvJN9NvuO28+18dbqC9XWpZDfuo+70McqbjlJWmamMdrmJ6hutBoqGi5w3v3nL+fZ2Q1kYITAxvXtrP+TGr2/WRjhMlJCARVSReCNGry65TpSOwElUiQ6D1dWeJC83U0FF3l8rGAMGRqhNK4yrP5v5d9CfXwPG/LH+jrKLitIJBXJsfNcqaqqNmK25ryMt8ZvrKyivP8aHZWN4u8iK53YOYtKioTgNteDdFV/SbhrS1WnyUzRQZFdQMXkoAgeBxenuaygVs3P6OnOoXHksAJPOxr1m/e9USuc5zvR8y9MvvEsfy5H0i38N2+fPYvNsO31vWYel9XAcbexJGOXMzFF2pCbbkzfBjpxkR7LjbciOtSUj2obMGHuORDuRHWdPRpw9O8Ps2TFmOPOG2nGvszWbxrryqvcg5g53wtvaisG2tgyys2eI7UAcHRzxcBqK3+AhRHu7EjDEhgSXYUz39+bB0AD+4u/OE34jeCnCm5fHevHSGHfejPDlzbF+vBnpz+vj/Hk60J0n/N15INCdRM+R+I8cQbS7GyGjXBk52JXhw3wYMdwTV1cfRo32YcGr4Tzyvg+TH/MieVEIEx4eS+iEOIZ5hOEZFMMXmw5SVn2KxrZvqG85h3Q3ls7J7WZQMQeLofqMWS4SIhNPRS9RJxJelNYseinAdIhi+dZoWNkm2WACm29p6fqWNesPqnTj/QcLOXCohMPp1azfcJSW9m8vN5CU3l7S6+uz1fvYn1bG3r1FPHD30/z5odfZs7tAdTOWjK+GBskA60bqVAQsRtqwqA9ZApizVFefZevmo7z0wnukpx+nruGs6lYsLVtEoeieYFfuXQZ0Gtqpaehg445swmNmM8otCHe/UFxcQ5mSPJsDh49QVJZP2clCyk8a5rxWKwIIrVDkWC8NkGtBxfy5qxWLhL0k/CXpyXqEhU5X1vCpMYGlz1/umc2T981VS8Dy0kP38vyDd/DY7VN5/M5bef6h+3jmwbsNqMxIZlqMn2qBPyXaj5SQkdwU4c6kCCl+dGVChDtLHrpT9ecSz6H0r+fZ0mPUm2zraabirxf4908/8dsvv/yhQfKLNKP8+Vd+/vn330O+24+//sbhlkxe2TmXZ9fG8tTqCJ5aPZaXNibx5papfLrvT2SXblc3frnJyk1V33Q1TPSuz8sNWlSG9ASTxpDKY1GhMG2EG2pHXtfrexivUenErXLcCxWtegROAh/J7hKgaNAouCg/RzwS7Yn0/gz9+cyhoj+r7PJ59br6ca+fIvA0JTE0XenviHpSakV6hDVKZX8jO6sWq8mQ75T04c2TlkxdYk/SxCR27jrCmR7pJnzxCpPeHA7/TaGYP38lQK5MNZbnjCywK30VDRX9F7cUPXad/ZbX3/2cG21ccRz7JwbcuhqLBZn0C5mPo4UNQcMcmOfhzKowB3LGO5Eeba1M98ykgWQkDSI93oGjMbYcjrRh+xhHdoU78oGXPUvcB/HnADecBzjib+3AkButsOrbl2H29gyxssbF1paQka54Ojgxc/hAXhk9mPdChrBurDO7o/3YFxtERnwQuYmjyU7w4lisJ1mx7hQm+1CU4E1RvCelCZ4cT/ShJMmPkiR/ChL92RHjy+djvNkVH8RXMYG8HD6auT5ejHUZhaurB6M8fYmZEsjCN0N4YWMQj6wKYvLDgTj7B+I0cjQvvPU+DdJKplnax0itzjlaW88jnZNlTIBWKvp3qRWL9lYEJnq4mAp3XW6Aafgtqm5FA8ZMsUjPLxkv3Nz5DV9uPEJOYRMlpa1s2HSIytpuSspaVI2QURApVfOGz3K8vIsNW46yev0+NZCrukZ6q52nullSirtpapDQV4+RTixpxSalIbuEtuobetiw4QAffLCJ4sJ6GqQxpZkaEahU1XZeEy7VMtCroYuGxi6KK1r505KVBIffjIdbIB4+QYxy8WfhoifJKS6gpLyAcpNhX2lKMRag6CVA0cAwh4Wck8fmz+tjDYre10nYqzcFWR1Ld3fTH4L6fQUsfRbNmc7CWVNYMHMyi267ib/cfSvPP3gXL/3pfp5bdBdPLZjHUw/cwRN3z+WeaQncHOnNvInjuG3CWNWefkZcIFPG+TJxrAdPLprH+e6zSFmgNG5UBYM9TaqYse3v3yqYSC+tP6oy+eWXX/ntFxCo/PTzD0jGsyzz7/Pbr79x7psW3tk6nSWrx/LsF9E8uzaGZ76QFc1zX8bywlfxvLghmS8PL6GsKv2yypAbdK9nYYDG/K99uZE3Np5QEJKQmLF6VYq83rjegIlhoPceG2E0AUNvdpZARYx3AZFkYhlLquF7lZGEyQQ2bVe0XDHUlDlUrg0RQ1EZYDJ8IekEbaglSUO+dlW/horeq+qqyK87wIfHnXmr5DqWFvXjjQxHQuNHsmLF5yptV8JNXdJsUhSEySPRYSxzaPy34/9TqOibnt6Nv6qNrC/DI+ghPb+CwPBJ2AwPwXaQPxaDfLG1HYmFZX+meI7kfldHUmMFIPYcCbdmfaAjL7rY8IKbHR/4O7E3ahAHI6350xAbHncbwptBboRaD8RtgCUj+zsyzNIWP2srEgbZMtHZgamDLfjAfyBLg5yZOtiadSGOHA1yICNkCNmxHuQm+ZIb50N2vDfZ8T7kxo8md5wXmWOcKYjzpjDOm7xoDwpiPCiO96Y40ZfCRD+KEn0piPekIMGXojgf8uO8yU/2Ii/emz2J/iyPCWSOvx8Bbq64urkRMcGdR1eM44E3Ehjo7IZ3YDQHjh2nVoAixZVtZ42WL6a2LzIJU35nGsryu5TfqwKMqQt0hwkqqpHn1YCR7C8FGUO1iIKRUFizCSYyCbK54xI5+Y18vm6/6vH1+Rd71EAvaYt/sqqd/KIGsnNrVIhMpRlL63spjmz+mpqm88por284R129qJNzyLF0QZC0YZkoqUDSaMBFFIkolePlrcq0V15Lg+G7qC7FplRj3epFXtvbcNJIN5dkAdUwtKmTsqpOFj+7nKEu/rh6+uPhHYaX91iWrvyQ4jJpOJmPAoqoEpNqEUBosPTCwQCDBoo5PDRQrniu2jD25TptyKvXVBvGfbUY99W9xr0c95kWG8jkSD9mJoUxb9I47psxnsdun8WS++/g6QeM9czCO3n8zhnMGx/BTRGeTIsazdRoX9UL7KZx3syID+aVJ//EhXPd/PO3X5VpLdldApUjX3eZwl2//6ve/Gb8P/lYVInA5F8//ZXO745SevZd8k+9wMmeD7n4z1oFFqVefvkFgcquvDd48rMIpVJEqVxeJrA884Wci+OljQm8s+0WjhStpcUUwpK/6uVGLQCRYxkYJnvvEoiIR2H4FPpavRvX/d6jkfMGhIz0XoGJXoZyEPhIEoARHtNJAaJYNFSM1OArfRHjfQ2wyWf9PVgMlWOcl/euV96S1MzoxACdbSZejhyrdGZTZpqCSmMlJ06UUtVYwfbKO9VkyGVF17G08DrmLrFjzvxZtLWd4vTZvxqDu66CipqLYvJZdGrxfwLLfwdKb8hLw0TvV0BFzUo5T0FxNeMn3Unf/oOwtB3OgEF+2NkMxtHBgTnew/iLuz0ZCQ4cibNn/zgbXhhuywvuA3nNdxCLRzjy5xE2fBXhwtyRTnj0H4intSMDb+jHkL79meI8jFAbG57zGsSuMCfWBg/hCw9bDgYNZE+ADTtDHEiLdCEtaCCH/R3IGDOcrCh3suL8yIj1JDPWj/1RvmyP8CVz7AgKYrwUVPLjPMiLdqcgzouiRC+KE3woifejKN5HPV+S4KfgUiDASfKjMNmf4yn+ZKX48nmsL3cG++Dt7IKruxs+IcGMHOlDQNR4MotrVEptWUXbZai0tJ0zFIvqfmzUp1ytWHoBY4S+NFSMMNil3noVrVK6pI+YsUSlGIWQX6uRwlJNn5Vby+atmZSWt6nMLwmPZefU8Ogjr/Pmm5+pmhJpNqm9ElEcKrzV0KNShevqBSDnVUFjXX0P2zZlsu4LUTPFquGnAKWu/oxSJqqGRWpZVHjMMOZFrUgn5Yysk6quZfvubE5UtRtZYWqwl3GdARkjI6y2oZOSky0seOwVhozyxtMrGBf3ICIiUti+eztlJ/M4aWrfUlNutGypkLYtJsAIXDRY9P6fgKKhYsBCdzwWGJlMe6nGr5LhX5IhZqgdc7D0SQzUrVckg8uXueOjWDhzKo/fMZtnF97NMwvv4tkH7+DR228yQDJOquhDVdt7mS0/JdpHAeXiuR6lUMRP2Ci1Gz1NpH99ir/9+C/pJ3/FX/P/kwFy9WczlMiPnPo+l+yuxexrms2ehlvY03grexpv4WDrXTRf2qX8ITHsL/61izc3T2PJmkgFkyVrolj8eThPrYlkadqTvHXwQV7aksQr26N5a18Uy49Gs+JoLJsLF1FQud0MHgZI5EYtwDAUiBFW0sDR5zRw9HXGeUOhGMa83MzlsWGWGzC5EgBKxUj4q8UYcKZBoncZAdAqxYsm6PW+lwEweSyf9Wqw6HOX047N2uBfDRXtpWh1IrvUqihfSDLUGqrIb9zLqtIhrCi5jmUl1/F69nXMfCiQF197i+z8MgqKa7i6r5cY9cpbMXkscvzfoKKfvxoy5j6KPv5PUKlvOcWseQ9xfT97+rlPxvKO7WpZDPRm8MBBzHR34jVvSzJjHDgSY8WhaCc+CXTi3dGOrAsZxqZoNxZ5DibOfhCu/eywua4/XpYWLPAYyAPDLXkzcCBLfCz5eLQVB0Nt2B/myCF/Ow4GOnIg0JbDYfZkRDqTHjGMw8G2HAl14kiYK8eifciIGU1GrA+fhHhyz4hBpEaOIjdO6lw8KYr3oiDem8IEWZ6UJPtQGO9FfoyAxoP8WDcK4jyVeilKGk1xcgAFSX5KyZQm+pCd5MNnMX5M9PJh1CgvnL1HEzJ2Elv35DB12gKef+kjpM5EWryo1vnSrdnUrFJNqOzqDYXp363qvXaVpyJQUb6KFD6aOhpLCEwgIfDQSz+WmhXpUiyzVprbvlFNJWvrutm+/RgrP9jE+s1p7DtURKMJKHqOijFLxfBZxMAXH6W+4TwN9T0c2l/EC8+v4pVXP+ZEZZsCg4KK9HETuKiWLkYti1YyTS3nlCpa9PCLPPn0u2py5Gdr9xiNJ6VOxQwsStXUdVHXcIqGlrMcyTzJ2KhpDHd2x9MniKGjfJk3Zz5ZOcc4KXNXyospqzaKIqskBCZgMRVBXgss5oAxB8Pl80qRyBDDXjUi6kTa5yuomMJf8lq9+kwZ68ZEKWAMkdG+w1k4cxJP3X8HT91/u/JSliy4gyUL5/HALQncEjeaOePHMCcljGkxvkyN9eXph+/kQk83P/Crml+ysadRFQTmXjrLP376URUCXn2j/qM8FnXy93/3cPzsUvY1z2Zv42xSm+ZesfY13sbeppnUXdjAb7/9QmljKk+uGWsKeUWzfOdtbD72POnlq9nRtIYPS+5n5bF4lqdHsuxoJO8cjOTtA1EsT49hVVYSh8uXKp9BA0N2fSw3dDk2MryMscf6eb3ra4xCSR36EjAZUDHA06seLgNJtXIxKt7b2xuNCvjWBtpb5VjarJiHsXo/k/xcDT55L3Oo6OfMP0tTU2/2mYaKVigCEb20emlUlf0naaqrp7G+kuqWKjZWzGF5aR9WFPdhacX1LPjoOh554XHySur4assBTqsxw71eiLRgucK8N6UUCzA0PK61Xw0UeaxBYr7LjU+rFPPwTdqxYhxH+HO923Qsbt+n2pRYLixhgLUHgx2dmOE6mOX+/ciIsWR/uC0PDrFhwbBhLBw1iFtG2DLNeTA+1pbYDxhA+GArpg2xY5GLLYfGDWRvkB3bgy3YHWbNwVA7Doc7kBphT2qYLQdCHNgfZMOhMbYcjBhMepQzh0NsORJkw7EIUSue5CQEkZMwms8j/JntPIoDkV7kxbqRnexJQbwXeQme5CdIuMtY+fEe5MS4UJDgTm6sC/lxbhTGe1KU4Etxoh+lCX7kxniq0FhJojfFE73YNz6IhSGBuLi64ebmR1h4MskpczmSWakM6+ZWo32+NKrUUDEywfQ4gd5O0AouV0FF0oqNVGJRMBLukjYuRiqxOVB0irE0j5TzTdLOpeOiCmOt+mATW7dlqJ5ntS0XqFKDuM4po15gIiEoDRdDrUgFfQ9Fxc2sev8rPvt0O4UlLWTmVCn1IeDQS0FFwlqNZ1SBpNS2CDC+2nSAV17/mA2b0ti9L4+9+/NVUWmthMwEICbfRb+PqravlwFfnTQ2XeDdlZsJGBPLCHc/Rnn54+k2mmeefJ7i40VUnizmZIXMTTFUig5pCVB0RpgAwzws9rvQlslnkdeq8FaNARWBhjbpjQa4olIM4/7yeQl/zYjx5OZIF5ICB5HoP4zH77yFZxfdw5P3367WE2qfx+zEYG6J8WXexLHMTgzllvhAHr5zOk11VUjSbJZ4KCaFcuzSaX748cc/tCEvQPnmhyZyu55kd+MtCDxkXQ0Vebyv6Tb2Nd9G06WdbM1+WSkTCXk9/UU0K3fNp7xtHxkNL/NBVgJLD4/hrX2RvLItmhe+iuG5dbE8a1qvbInjnf0JHC37+HIYqffG3BvS0r6L+XNyLKsXKgIfCZEJiAQqRthKnjdXGfo1Gi5aWch+OfTVXmeChcBIwmZXqhzzn63fR5+TrLUrw2y9A7sEKnpdrVJ0CEy6NKtuzdImpraSusYqjjZuYcVxG1YU9mFp6Q28nnsdsxeH8try5Wo0rMyX1zd9BQ4zqJwRtWLWkuVaMNHnrgUVfU6/v+xXQ0X5KacukHqwENvBIVwfJib9Vqye7cLm0XL6DY1ioI0jt/sM48uxfUmPHMDBSAcecrZgrKUV8zxHEDFsKIPEN7HsT5StNY95O7FnrBP7g+w5HGbBvjArDoZZsTfYhr2hdhwIH0jaGHtSQ6zZH2pDWqgdaWG2HApz4vDYUewNc2G17zA+DHThbX8vFrsMZbGvG3f7eTLLZQSHEkeTH+dJXqKXgokARVZevIdacpwT60Zegjv5Ce7kxIxSgMmLEeUiisaP3FgvimK8KY0X9eJPSZIPWZOCWTI2AOcRI3Fx8WP6tHvJLmhQf+2/vXQtqQfzFAzkRi0NKgUqqk2L9Py6KiNMDHud+dXedcl0fImOLqObsvJRzGpUBCYaKAomCiqXaJLeYF2XyMqs4tNPttPcIQ0mZU6NDOKSlF8pgJSCTqOtverxJeGrBqlHMdKN33lnLan78qiSlvZSm9LQrQojJfPL8E/ksXiMqVRmAAAgAElEQVQo0hLfqGMRf2X5yvV88eV+ik60UVl3lpM1p6ioPUV1o7To76JOzVwxMsg0VGRXBZN1p6mXdOOWc6xYsxdn7zDc3HwZ7jaauKBoMtZso0y1wy+mWmar6AFcZu1cBCy6GaXARUPHPBSmj9UuWV9XQKXCpEjKqKkxfBYBStnxQhVeE/D0mR7tw6Qxw4kbbadShRffO4fF984zQUVUyt0smjOZ5OARTI5wY1ZSGLeNH8v9syZQnJep0oaLvzvXmzJ8yQh5/ZEzvAQoX/+zjvT2h9jTOJN9jXPY3zyfzI5H2d8075pgSW2aw+6Guby+faKCxHPr43jmizhe+CqaZYejWJo2ltd3RfLixhjDY/kijmeVt2LmuYjPsimBZbtnUFWfcxkQ+q9/gYGEvgy1YSgEdfM3eS76Rm5+Y9cQ0SCRXR/r95Vr5LXG+9bS0SEgEEUhMDFUisBBFIv08DJAYUBMv4e63sz7McCjIWSAxUhn7k0CEJCY18aYh72M0Jdp1kq9ZL2VU193Eqm3qWw5yfqKFJYV9GF5cR9WlN/I7W9b8vw7L9J1VirsDahoAJjv4q+YN4/UAJHd/Lr/dqxhosMz5mCR9upSwFd6sgkv//Fc7zkV23EPYTX5JQbEP4aF+CoWA5ntPoQj8bakRlqTHmPDhvDhhDs44GRpgbO1A2MG2/Cguz1LvQbzinN/UsPsSI2wZX+4NalhA9gfZsn+sIEclBXuwKExdgomhyIc2BzkxDK3QSwcbMs0Owem2duSPKAvM5zsmDvckTsGW/Fn30HcEeDNbB8P0hIDyE/wRRRJrqwED3Li3ExQcacg0YvsGFeyoo0wWU6cq3pOQFKQ4EdhYgBFyf4IZPJiPShKClRZY2XJvuxIDmaOz3DCPXwYNTSIGbMf4P3PduAXkMTmXem0dXzD8uWbyMw+Sbv0+FJt93uhoj2Wjs6LKLO+U6rvv1bHOiNMTHpDqXxDa7sufrwSKgZYTOGx9kvU1p9j+65jnKzuMhRMywUFlfpmyVAzKuuNppFGLzABilTdV9WcYcXKzaRnnqRG5tHLgDUpjmw4q1RMvcxaUapDsr1EuRhwKa/oIL+oXrWMqao7jSyZeSPjiCvqz6ghX9WXQ18CFvFTJJNMOllLWExSjU9T09zN6k0ZjEmcibdPEM7eAUS5jmP31Dc4sf8YxyuKqBbDXiY56iywiuOcKCtSyzwMptSIWQNJHcK6vNdIKrGhVJQaEZCoJVARlWKoFwGQPC97n3umRXNLnCfxo+2ZPz6UR+dP57E7ZvKXe+ay+L7beWjuDG4a50uc/xBuGif1KaHcPT2JPVu+hN9+o+4f36oqcilqPHihg+9//NcfWqGIh/LXf53iaPuDpErIq2mm8k6qzn9GxblVylPZ3zxPgWZv4xy1i1o52DaPD3aM5577/LnnngAefSWclzbF8G5aFG/ujeKFDbE8ezVI1iXwzJoonlkTydNrInl+XQIvrR+vwLIj860r1IqGgwaA3Mz1khv6f7q5y/UCIu3D6PeR15gv8TyMlvYCGIGJAQ8Fk/ZemAhw9M+V99KfxziW95QwWe97G59L4GLARMBiZJvJ55J2MMacl6tDYFqpSPhLwaZBFIuARQox6zjS+DEri/uzUqBS1odXD1sx88F4cgsrOXXWCFNdCwxXw+P/FirmCuVqsOgQmDHUSkIzl1i7bg+uPmOwsh/BALsh9LdwoH9/awb0c8B1wADWR1iwe+wAnvawI3mEPTb9BzDI0hZnOwcWj3ZkR6gl+4Nt2BZiwYEQgYgF+0Os2Bcuy5bUcGsORliRNnYQG4KG8br7YO4Z7kCKpQUx/QeQYH8jdw6z5CUfB74IHczuyBEciBzFoRhX0mM9eDbYg7t9R5CR6E9OvBc5AhNRJfEeHItxNQAjaiXRk/wkE1hiXMiNd1PKJT/Bi6Lk0SpDrDhlNIXx3uRGe1AU60FhgjslEh5LDiFzUgjvRgYT5i7NLN1xdQ/h3j89TVVzD4cPl7Lw/pc5UdmOjAhoazOGg11TqQh0Ogy4aNWifBVTI0ljMqQBDvFStJ9iHg6TMJh+TupT5LEsBQ0ZG9xswEOKIZtaL9HQctE0kEs8EoFND8fLOygqbVKQyciq5t3lG/nokz18tSmD8gpJBZZQl5HtJb3BFGRM4TQpwqyp76Gy+gyfr93Hsvc3s+qTHWTlVqsaFiPtuDeMZvgqEho7S31DJxX13ezLrOXl5Rtw8w5mhLs/UW6R7Ap4kuKFX1Cek0d5tSgH8VRKVPPJk+WlnCgzeoVpv0SrFHms1cllmJg8EsM3OX4ZHgZEBCTGEq9Fv0a6cshxn+nxPtw01pmUoMFMj/Ll3unJPHHvXJ64Z54Cyx1T4okdPYLkEGduTfDnjinRvP/WC2rE75kf/6GmJ0qW155z7fRIz6s/sCkvWV7//ulv5HY9TU7XEgWRvFPPU3thHf/66TtlyB9supdNJ6awvmSyWhtKb2JL5VRWrE9kTooXMyM9mBnlwcxYD558O5hXd4kyuUqVfBGjUoo/L/+SdzOe4bWdc3ll6ww+3ncvOeVbeeWrybyxaRqVtfnqxi83Zn3zNoeHVhQaDvo5fbOXXdSHhMtkl+f1NXrXQGpv74WK+C8dHQIVrYaMDLAO9fpehSLvIe+tf56oE1XrYgqRtbcLoCTJQOAjoS5pRGl8JgGLATKzFi2mVvzmoTAp3NR1NKqyv156glVS1nKCdeUxfFDSh/fFXznehymPWvP0i69yutvwU8wBcC3AyDkNlf/0vD5v/l5XH2u1oqAi81Mkk6n9Ao0yEKrjPEfzy1n02AuqLcuNA2zpO3oqN1gNY8CNVtznbs2LAcNwumEA9v37M9TOkpuHDGC84wCeGNGffcH9SA0ZwL7QAaSOsWR/hA0HQ8SUt+JghDVHw53YEDiEp5ydiB1gieeN/RhvZ8EzngNZHTyYbeMc2RNpyeEIK7KiB5MV68KR6EEcjRrI0ejB7Ip0Y0OMB9lixCd4kBXnTrZAJMlbgSU3wZ28REO5CFjyEr3JifMkJ86F7DiBi7sy9/NkT/BU5n5ejOHP5Ea5URrvT1lKECdSAihMCeDliABCvQNwHunBosdf5UhODffcv5it29JpaJXmjpJqbBYGUyEvo6mkhojshp8i4DaWNJ7Us1hkl9Yt0rFYT4U0oHKJpjYBiDGc67LHYvJajGp3gcZZlRVWfLyFrzZnsHVXrprF0tgqPcK6qZXuxC0y2KyHspNtvP7WGpat2MS2HfkcTqtkzRcHjXRjgUm91LIYgJDwWXWdVNOfUWGvpSvWsnrdHgqLmzmaUcnK9zdxorzN5MmcNnUzNr1WqZYzNDV2U9P8NYtf2kzguGlEJ00nKv5mwpxD2BixhJKg5ZS+spUTJ3KprpJ59AWUlkpmmNSt9DaaNAeJ+bHARUNCdkOllKlJtKJElFqpPklNtXFsPDbUin6+z/hQMegHqWmN8QEjmT8llgfnTEPqVx64dRITxniSEOTMpHA3ZiYFsWTR7Zw708U/fvuFVGkM2dOkZot0/vP7PzhQfuGXX36m9uKXFJx+ge//dZp//fgdP/78g2ol8/Xfmkive4GvSqexuXwqO2tmsqdezPvb2Fk7k4X3BDA9wp1ZcZ5q3RLlwbxpXjz9eQzPrI011anEsmRNNIs/i2D5jllUX2pjp/wOT1ey41Q5LZfqFKwPFXzO8xtiSM1ddYWaMIeCOWTkvDw2B4UGisBEVu+N/0oo6NcYe52StBLyEqj0qhLDR+kQxaKWqBFDpej31mATeIga0T6KnDcq/gUm8jl10oDsRmKAqBStVLRBr8Gi9942/Ceoryujrr6aI7UrWVXaX4Fl5Yk+vLTHmvHTE6mt71SwML/5azj8v9jN39ccKFqpqL5UcrNrOU9zUzctned57o0VXHejDTeMno7tU6X0DZyL9Y0WDLO1w8XKBqu+/bC+sS8ThlmwNtiC9QE2rA+0ItXfmr0BFuwPHMAhMeUjHEmNsOPwGFt2jRvOEo+BBPXvi/uAvswZYsWbvjZsCbfl4DgLDoyz5HC4NWljbEkLtyYjehBZca5kRY0kM2owR2KHkJfoTG6ys4JIQbI7OYle5Ca6kZfsqVZ2vIt6nJ3gSm6iAMZLLRUei3cnJ95dhcoMY1/AJLUuEkbzIS/amxIJg00IUutEsi9ZKSE8EOyPt7M7vn4xTJ/9MGu+OkBZ7Snls6gsLlMmmDbvdUt8DRAVIhOw6Op6VaNidDQ2ZrH0dikWqGgl0tx2SbW7l8mRMr++UcYIC2DkmrbzNLWdU2CTEJfUrmTnVbF7Xz7b9uXx2br9lFXKrHpRMmLWn6WxrYfDR06wcfNRKqrP8MFH2yku7WD16oNqPLAkINQ3Xrhs3Guo1DR0cziznLeXr1Fgamw+S2v7Jb5Yu5fUA/nK27nCT1EhtNOqgWVJeTcvv7mFiJh53L3oebbsy+XzNXuJdItkg/9fKPRdyrHQ1ynesJ8TZTkU5aVzsqzANEL4ysp6AYhWLVeDRSsX1URSeSpG8aMGx3/a5X36JIx2IilgMOHutsQFjuK2STHMvzmZ+ZMTmRgh7e0Hq2aRM2L8eWBmMiV5x5SPUvBdj+pxJQ0Ua/568Q8d8pJsNCls/OHHbzn395MKJNKWTEJhkibcdvEYm4/PYkPZRAUSCX/pdbjzdraW3sLdt/pxi6iUWA9ujXFjZow7t4335Jn3o1m6dzyvb0vitc1JbMh4gs8O/InOnmr13jV/u8RmGWF8ro2Sv11Sv9tLl86x6cjLrD34JE3NlZfVir7J6xt4r8owfBANCPPn5VgAoHd9rF+r1Y68VgAhakCOO9rr1JJjw0OpNfwU5anoxpZXgsV4bwGHgEuDxXhfeW+jTYwxZlgb9FdngJkDxvBVjC7Las5KvbR3qVCTMhvFW2k6wboT4bxXIiGw61iWfwOxs21Z8uIrdJ4VtSKFkBdVMeT/C5jo99BQ0UDRfooBFUOliFKRAU8NLWeoaT7LpKl3c93IRG5Megmru7bSb9yDDLBwxMbCDsd+/YgYaot3/34scRlAWlBfUoOtORBsTWqoJftC+rM3qD/7w+3YH+7IvhAnNgYMY+5gR7xv7MdE+36sCLBj77iBHIiy4dA4Gw5H2JIWNZC0sVKRb8vBSBuORA8kK86ZjJjhHEscRkaUE5mxg8lJGUFuiic5ApUkD3KTXclPEah4kJ3gYjp2V4/zkkTFSDjM21AtkhUm3kuiB4VJPuRJQaXUu8T7qmLKoiRfjqcEcmJ8AEVS75Lsw96JQdwbFkyYVwhRMTN4YNGLJI6fz30LnyMjq0plZjXJ1EcTXPT0zLZOw2dpl0aT4q9czgYzTHv1vLRuUUrlAi2SPtx2gebWC7S0SjqxZH/JLgA5j3QobjTBRICiRizXGipEnlfGvfgrbec5kHaCDZvSjc7Gck58lNZz5Bc288W6QzQ0XyIrp4aVH2zjzbc3UFF5iuaWbpoaz9PUeE4VR0oX4orqTuW9ZOc3sfy9jVTVnqG5zWi//+LLKzl8pEglDSh1I8O8VMsXqeTvZs/eCqbeuoSkqQtYuWobGbkVqijyWHYtryxeyXLPRRSEvkuOz2sUTl1B2b50TpTlUiUZYZVFVFYUK2Pe3FMxh4pSJmb+ilItNSbvpPaEUiuiUCRsJtdqsGgA6XN9ZOb8OE9HxnoO5OaYIGaNj2HWhFgmRQYR7ulEtN9Q5aPMmxTJpyte5+effqTph78qH0XCXllfn+HHn3/6X9PH6xdVIS91NVIuD43nDrOuaBJbKqcpkJhnfx1sn8cneycyf7orU8KGmoDiytwkX24f78/88f7cPS2QN99PVIpmV+1ssjoWU3pmKae+z1TpyvJjsr/pVokOAmj53f7266+cPdNFRU2uKnI0buxXgkPOaTAoCJjMdX2tfk52veTGrl8n5wQoGlRyXqAg3ouhUhroMmV9GepEVIrRc0zqRowwVi+s5L3Nf468l/GzDMjI87KUkmmpV0WOGiCyC1xElehzVysW8ViMUct6eNgJ6hsrSKt7Ts2xX1HShw/LbuDRT6yImhTLph37VGjk9OmvOWWaCqmh8P93/z+FitzIGlvOUtd6nhnT7ub6oNvoP/FjbvS5lb5OHlxnZY/V9X2JGubI/SNsedFzAOsDLEkLuIGDYQ7sC7YhNdiK1FBrUsVTCbfjwBgnPg52ImHQIIIs+vGIhx1bYgZyJMaGtEg7DkRZcyjKAMmRKDvSomw5GmPHUdVDzI6MOEeyEoaRkziCrPihpAtokkaSnexGTqKnUiW5SYZSyU3yICvehYLx3pchI7CRx6JYxHfJTfAiN15e50FRymiKU0yGf5w3BbGyvDg+PpCyicGUJAdwIsGHwgkBfBoXxrzAMbgN98HHN4qnX1vFvQueJ2nCvWRmV6l5KlLDorLBTC1cFDS6jCQIUSsd0mhSdTQWn0VCYtLu5WsDJgISE1TapIuxwERm25vOCRDkRi3KQ8YJy+TL7bvzeOm1L9i4JUMplMysaopKWyktb2Xdl4dYt/6QCqk1yR8Lzd3Ke2lovsj2XTls2ppBQWkzB9PL1Tx7UUICt+Y2GVksikU8lK7LVfcCpS3bjrJm7V6kW/KK977kw483ITNVpEJf2rdIxpehWE4rCK5YuY1bZi1my/4CNUCsrr5LpSBL48pDh8p44+YX2eP5NEXBS8kPeIOih9ZysqiIyipJNS6lytQDTKBi7qdosFwLKtpTEVNeG/Na1QhUtI+igSKA6ZMQOJIYv+FMCPfh1sQIZiSOY2pcBAkhHoS62TPOx4lJYz1ZNHcyp9tb+O7Xn9h7vl21ed9zro2v//XPP7xKuVbdzG+/wqlvCllfPFV5JqJMrgBK23x2lM/kjhnuTA4YysRAJyaHDOG2RG/umBjI7RMC1JqX5M/tE/35YGcS22tmsKNmOrsbbiW1eQ4ZHQ/ReHEj5364SOqFU2rGzN7zbep3LMPMpKq9ualXqchNW27UGgT6Ji43cH1O7/pafY2c10uu1zf9zs5e472t3VAYAo+O9ka6VBhMh8LknDG9UQNCACTvL++loSIAMrK85LOaeompkJhcJ1CRnyHz6o02+1qpaIhoqOhdzvea9mLqi7kvYDmu2vGfaMni0xPuqmZlVWkflmVbkDDXledfXkZjUxenzlyk4/S160uuBRcNDP2c+WN9LLu5SjFXKoavIjev8+qG0tJ+gYNHy0lIvJU+/YZgMfYBrL2SsOxnTLFMHGjHA85DeHv4jRwKuZFDwddzIPBGDgc5GOnBwVbsDZValAGkjXFkVcBIgqz7E+towUf+AzkQ7cjRqAGkR9uQFm3Doch+pjWAozE2ZEhr/HgH0mMFLDYcibVUmWZZcUPISRhBZqwDmXGDyEl0ITfJHQlz5SSKUvFSx8fiR1Iw3kstDRQDMl5GiCzJm3xp/ZLgRUGynwJLUbIfuXHuRjFlnAelyX4cTwmgJHE0pQnuHE/05EhSEM+MCSTOK5iw0CQOF9ZQ3fINz7yyjrWbMmkRpdLSrXqDtUoXY/GpJN3YbLUriJg8FVNFvqpX0cWQ4qu0XaBNBnqZQlwCEyP8ZXgiMq1RoCKz7csqz/Dhp3s5eqyGQxkVbNyWwedrUvnw452s/yqN8spOGprOIGGtptZumlq6VcFidf1ZDh0tU40qG9rOUd94mtzsSjKOVaqWL0r1mOav6DksTS3G1MjMrBNs35nO0fTjqugyPbOcxU+9xYYth5DPJsWTqvCxqZvyynaefv5zPvsylSrpC1Z/ivq6Tqrquygqa2LzxgyeD32Yg36vUuC7lPyQdyhftpuTVUVUVBRTddLo8yVAuRZUlDLRBr3uCVZVrKrnZUS6AotZry8NEvNdhb/G+QwmNsCFSWMDuDk6mClRIaSE+RLtO5RIn4EkBDgxPdqTXRtXXw57SQsW+au6/vtLf2gf5VowkXO//vIrf/uhh10n72FT+U2/UygCl0Od81m1I1kplJvHDGNq+DBuCh3CvBQ/7phoAEXAMn+CP7fF+fL0q+GsLRnPmvzxrCuayMayKWyvmq5qYI6ffY2K79rY0tPGxu4GJLQo/1y40K2mRmoACFBkdXbKjb4XBnIs5/R58+c0XDo6DBjJcxo0Etbq7BTvRN7PgIeR+SWqpI7ONgGRPG9ARtKJ5bi3GNJQQRpSKuRlGgCm1Ydqy2IqnBSgGKuWFvFWzOpUNERk14CR8JcsPURMzjc3SnKAnC+jUepWmqvZW/M4q473YVVxX1Ydv575L1sRd1M8Gcdy6TknjSaNUJg5FORYg8N819fIOX18rf1qqGiwSMaSeADNredpUUV950g9UsSSF95h/MTpDHIYTn97J/r2tWaYhSWLvV1Z7NCPnQEWHArtz/7AG9gf3I9DYVYcDumv9v0hlqo25cPRQxlracd4+358FmpDapQ9B6MtOBxjx+Foew7HWnM0xoKjAo44K44l2JIZb8OxROl+PEjBRaByNNaKY/GOZCcM5liCA5mxA8lOGEpWwghEpcgqSBFoSDhsJHkyUTLFQ+15Ke5XAcaHgvE+FCR7k5PgRl6SJ4UpfuQneZId56o8Fmn3UpjoS1GiJwWxzpRIs8rk0Xw4zo/JvgG4jQrkwUde4sW3P2LS7IdZ8flOleAgpr2uuhdINynlYnQgbuuUkJcJKJIc0SHQMQZ8SehR/Bcx9EUttJtBRUJecpO/bOar9xVI9KjQWGFJE5u3Z1PffNG4qTdJmrABIPksUkvTKmBq6VFLHgso5D2bOi5QUdXOynfX8vLzH7B1awZffnmIkuIWBTf5d0Kq6eV9pFeYfD+Bk+wnTrbywYdf8cprH7Bxy0GlYLKyKtTPUFBpMJRRWkYFS575kNS049Q2nqZexg/XG12Ncwvr+eT1zSx1f4j80e9Q5PsOeRFvUrb1CLVVpVRUGX3BroaKDl8JEAQQehmKxCiAVEWQZs+ZA0hfL8pFjvtEeDmREOzBxIgABZbJYwOJ8R1JmIsFER6WTIpwUY0iv7v0NRd+/rdpyqHRgkXCXn/kBpHXgor08BKVUtT6PuuPp1yhTgylIoplDvvb5vD2ukgmBAxkcshgpkYM5+bw4cxN9r0MlfkpfuqxmPZLXg1lTVESq/NSFFhklyXZY7vrplF45nXSLrayqadV/Y7P//xvfv7pJxUu0oqgVw30gkUgcfXq6uo12UUdGDDqDXUZfoehJDo7Gw2wKHXSrBRKuwJPNR1ttXQqqBgV9goqUm2vVq9qkfc3wGLUtkgG2GVgtBjKxDDotUkvcBGT/kqwyOukA7OGilYp+l9WLbfrG8pprK+iqb6cxqZaipv3s7psmALLh8f7sCzHipvv9WDjpj2qdUZrZ7dpprx0Fpb1e2BoiPynXUFIeopdNZtew+SySa/GCIsfcE79pV3fcpqa1m6KK5tJzzvBn/78BtaWloy0siBuiBXTbK3ZFGjBkTEDOBJyI4eDb+Bw0HUcCO/HodABHAyyIS3YmnWjrYmy6E+0owVrpSZlrB2HI+w4FGVJWow1R6KsVKuX9DgbMhRIbMlKlIFeVhxLsiF/gsy0H6KeS4+zVdDJTnYkL2UouUlDORYn2WCO5CWPIjvJUC0CEjHxZeUkjSJvvBv5EzwomOBJ/nhvCicYS/kvAqNEF3LiXShM9lPNJgUqBYk+FCb4UpjgQ2mSFEe6UJLgRVmSF0cnBDPNxx33Ub6M8AxkbNxkFv7lNbYdzCe7uJGK2nZqm85Q19JDVfMF9h+r49OvMvh4XQabU4spqupWre/bO7uRVGIJc+nMO50ppkz+NlP4S3wSk1KR7DAjKeCi8lskVCmqRlrm79t/nMysKpUlJn5HU5sAp1t5H8YfC+dolbb9qnW/9C4T4HXT2n6OPTuz2bkti91780g9VEjx8Ua+/PKACmMJFCWkZ8DpDE0tZ2hpPUeVjC7+cBM7d2eqsFdjWze52dV89vF2WprPqVoVGV8sEzbrW86yfn06Tz73CdlFdTQ0nVL1K3V1pzhZ3cmR/DreWbSKte5PUOz7DkWub1Jw22rK8wqoFqhUmjoWnyxTVffmcNBhLTmn/5vTx8ZjAxoaInqX5/R/m7L3ifUfxfgxo5kUGcrEccEkBHsSPXo48SGjmJ4UwcLbZ3Is/bD41WReOqNi/9vPtXBaZXtJ+/c/btfha312Mee//+dZtp2Yy87aGZehsq9pjqqcT2tdQMPF9eyunceHaXHMnjyS8X4DEbUivsq0sc7MH6+Vir/KBLtjQiAf7byJnRW3s6lkJqvzkhVYRLUosByfzP6mW8nt3syuc53qdyy/a/mdX7zYQ339ycshJrl5i9IwVyUaKnJzl2NDtTSo3UjpFYAYysZQLnJsZHKJ8jDA0kRHezMdHY20d4giEk+kN/SlXt9Wr6DT0SHXNqnntUrRu8r6kgmV0kdMVIupLkX1IDN1OTauFRAZ2V9yrV5asZiDRY61YhHVImZ9VVWpYdhLa/zmWvbW3M9HpX34sKQP71Vcz5LPLLh11mT2pZXw3qrNKk2084wA5QKdp34PlWupETkn0Og8ddHoftxlHF+tUgQoV0JFvAC56ZxVYZV3ln1BcGgSgUHRuIz0wLp/X25yceARX2eed7MkfdwAMsZakx7elyNj+pE2ZoBSLQKV/cEDOBBmy1wnGwIsrmelZIBFDeTQOGsORA4gLUpUiTVHY63VnhFnjazMBCsy4ixJj7VQe06yk6FWEuwQ8Mg6lmBPVrwT2QlDyIofREaMAzkJw8lNdiEnxQ1RJTmJzuQIVFJcyR3vTt5EL/ImiIrxUIpFwCJQkdBZXpJkg7lSkORDfpKPygrLlR5hyX6UpPgrk74gzp3ieFdKEpwpSHTnlcgAJgSEMMLNj/v/8hYLnlzB7X96mYf+8i6ZOSepbz1HVnEL9z32NiGxt+AZlIx7WAreEVNIvHUh767ZS1VTtzLtRXAif1AAACAASURBVKlcnSmmMvFMAFHQ0DAxAUhBQiUEGFART0Yyu05UdChjX9XNiApSfkxv8oDAoU2WzlRrPUdH+0UFlaycCqobelj9xX4yssr5YNVWpCGkCukpAPWoEFqLSfU0Np6hskpCaz3UN8lYgLPs3HaErV8dpEmSAiSFufEUjQ2i3HqoqO3ihZfXs/z9nVRUt6vwmLR/qak/RVl5K3tTy1ia8jK7PV4gz/s1Ct3fofTpTVSWF1FTVUxlVSk1J2UWvREG02CRXYNFA+Pq3YBLr0l/rcd9Jo8N4KaIACaG+xEX4EpiiBu335zAw3fdzqMP3Me7b73OP7//G13//jtbe5rVDa/wux4VIvrlF0nD/d+15E7eciGDDccnKqAITA613ktW559VEWRp99t890Mb28ru4IviZF78JIKpScOYFOzE+EBH5saOYsEUf+Yl+zEn0Yd7p4RyeNdXXPpHC6e+yWfL8Tl8mhvH6nxDsQhYZO2omcGxjofJ+rqezd0t6nctv/NffjTUirRcEWgIFDQ4NEz0biiS3hCZwEXDRGpOJASmrxG1Yg4NgUmnwELVpxiqxnjcaAqNGdlfApPOjma1jBb2vX6KzvjSsNBQMfqO1dCimlrK9bIMVaMhopWNPNY+iwp/NVb93sBvqlb582LcS9KANJ0satzN6jIbPjx+HR8cv45leX24b0kwqalpZOSdVBXul+eg/BeoKJCYAeXUqQsqk0xDpuOUTCg8f9lXMYeKtGjRN6BWqbto7eHT1VtZ9t5aFj70NNY33oDD9TcwxdWRR5wt2RZuTVb49WSKUgntS1qYrP4KKodD+3M4rC8vuVviceMNPD/a1jDhx1lyIHoAh6IHcCTGkvR4SzIEIrLirciMsyIz3oCKgCVTxg/HSyjMXsEkM8GOLJltn2CvQmKZsU7kpwwnM9aRjJiBZCeOIC/FlWyVbjyK3BQXckWlTPQgb4KnWrnJEgbzVGpFKRUTZCQLLDvOnYJkXwWW7DgPBZlieRznQmGCKyWJLhTFDacoZiSbEkZzb2gQrqN8cQuO4dm3viAtv56i8mZO1vaQXdbOzfOfYOCIQFw8AhnuOwYv/3Bcg+Jw8YtimE849z78tgo7yTwdXcOiQ2AGVHRYzMx/MdUSXc4wazfqi1p0UoBWPqa2MVoB6f9vVRKBCSptrT1GwWb7BfIL6tm4OZ2ahtMUH29ixYot7NotHlGPUhqdnd+oPzgkbCYhNAGLzJMRxdIkRZfSJ6zpLNVVHTTUnVEgaZAK/cbTqvCyvukUja2nKShs5MklH7FtWxE19R3U1neoFkW1tafIL25h28Zclgc/wRGfVyn1Wkah77uUfb6H2uoiKqsLVQuXmkqjSaQGiQaEgMQcNOZgEWNerjNf8rx+LMd9ZieOYU5CGHPjg5kVH8QdN8WxcPY0HphzKwvvmk1WxhEV38/4+rRKId51rpWvf/qXOve/9X/KOj5jU/lk5aVIE8m8U8/Q+f0ROr9P4+fffuD0d0V8USBQSOH1nYk89XEUC1/y56OvHqNg70esejCcN+8N5/X7xrF12YP8IN4T8Pcfz7G74n62nZivUpRX5xuKRdTKtqoZpDbPovG7YvZe6FK/a/mdyz9fXzynTGnthZhDRasTDQv92LhGChhNYDF5KgKZjg5DpWioyG6oFQGI8RrZBTTGbng4UqciZr06Z8oEk8+kVYrxGXS6sUCjljZT3YoCjVIqvaEvNbul2Qh5XRMqypCXmfVXVt1rFXPZwK+rpL7lBLuqZ6kQ2EclfVhVdj2Pf9SfeffMIre0Us1X0QqjFw6iXEyt7E9dvAwJfV3Hqa851S2ezDcqZt4p3Y57vqdDgNJpzP64UqH0Fj4qD6DtHLUtZ9QqbzrL5Kl3YnVDP2a7DSLIqh/L/S3IjrQgJ6Ivx8IHcDSsn1IqApLDYf05HNqXnaEWxFn1ZcrAG9gnNSdRdhyMtORQ1ACOxchsegl3GUARuAhAjslKEJCIr2LsMts+M96OjHgJizmSneRAeoylUiuZcQ7kJg0hO2EQ6dEO5CYOJz9lFMfih5GZMIK8Ce5qCVjkWFSL7Pkm1ZI/UXwVb4om+pCf7G14KUli3JvUSoI7BaJk4kZSEO+soFIQO4K8uFHsT/Tm0SAfAj0DcXYPICz6Fu586HVeXrmFN9/fyG33vcBg9zGM9AxmpHsogzxDsRudxAj3MQzxicRikDfWjn7c/dBrqtJdhnhJqrEx516KJkVFGunH8pyudTGHxBXHyvw3IKQ6JptUivnrdFaaAoMaNNZj8s9E7Vwk7WgFX3yZSlFpnZqp0tBySnVlPrivhLWr97JjR/rldGmBiagdpXhaemiSrLLGszRKyrLsKuxlVOarTLDGUyiwNJ9lz55inn12Ndm5DaqNi7RyqWzoora6i+y8Ota8uZHVo/5CTtBblPgtpfDmD6lMzaG2WtRKCRXVv+/9pQEiUBHvRT82B4cGiN7luTrJBDPBps+i2VN4+LabePi2ydx/ywTm3ZTIvKkp3DlrMs899RjfXrpE90//Un85y9z18u8v8JsKzKj73f+6//mNX8lqfIXNlTcrqEiL+xM9K4yCFdO3re/Zzef5cXyancwLG+JUr683t03h4j9P0VWVyyePjGXNn2PZ8tqt7F5+L2eaSi//nv72727+/u9u0hue49PcWJO/ksyO6pkc736D7/7dTMXfvlEz7kUZyu/+5x9/VIWC2lvRyuS/7+J7GO1WBCQGIDQsDFWiYSJ7V1eTgovRokUrFHMA9SYHCEA0TDRYDM/HKH40ICJJAUYrfR3eEsiIohHg6HOyC1Rkb242jHpRMqLOpNeXwEMb+AIYHQ6TXZ2vl6r7OvKat/JpmQ0fFffho+IbWJE5gAXP3kyVFEN2f2OChoS/fp+9pUHS2fW10Rus+1taT3/DV9sOMveeR4hLnsFd9zzKlm0HVRijQ2om1FApE1yUQd9bo6Kyv1rPUddymrrmM+xPL2HoEFdCHG5gzdghPDJCKuRtyImw4JhpiaciSkWgcijUAMyrXpZ49u3DsgAbDkVYcTjSgrQYC47E9FcKJT1Bwl2GOulVJRL+MlaGAo0oF2s17/5YvB2ZsbJsyIy1IiNGIGRLdoIDeQKWeFlDyU8eSW7yCHLHu5A3wcMU/nIlJ8WZ3Amu5E8UqIhq8SJ/gg+5KR7kJLpTOMGXPCmeTHRXZn2+ZJTFjSQ3wZn8eGfy40ZSGOdMXsxwciIFZF68HOJF5Ch3hjuPYpCzG1ZOI7F3csV+SACOw/34/8h77+goq36PN6RMZiYFkJqeQCgBREoa6QXEV9EXu2DvCKIgCvaGDRugINhAqdJreps0CAHSe5s0CCl00hO+d333MzsZoufcc9Z61/3j3Ky13U+bZ5J5cH/m+6uOY2fCzcMXQybPhXbBL9AsSoTmnu+h8rgXw2a9BGv32Rjm5IOP1+xAVW0zKkXV6AtgPotUkWLWNwmHvjEgCBSpZvjMxL5IrJRAajQUrmQl5GZxnlDhdZylYlFAY3j+VU0iLJgOeEaK8f7pJwqx5vNfsWzpJ0hJyRGvZySbeE8BJppLFeVSUqI470WgQnEdikWwAE1gSnY9i1QWlbLycR3Wrt+Pr9YcwImMIhSVVAszW0FxDU5nVSAqPg/fPbMGf7ovR/r0z6Cb9BVOPvs7zqaloiAnXZiQRRQYASJ6pPT3RiEopIKRYCFE5LZULIUszUIHf3YmCgkV0fnxgXl49p7ZWHhXEB69MxAL7puNJx66G88svB87/vhVJOgxGunPc8XY+/8DlUKoxBa9hx1Z9wgfyr6ie1F6cU8fFLiRU78dm1IC8ENsGFb+Ogvf71+I0voT4pq6opPY9Oos/PHePOxZ8xR2ff4Y8nR/3fL61s4m7Mp8FBuSAoRPhUrlr9x7UXuNBTp7hBLkZ83PXESC3QTq6/VikTVWK4SKVCbSxyJmRm4ZIrvoVCdMaMqi2Yr9UTgGbhubteQ1/RBS1A7vydwVDn1FvnDkD4SL8vsZ/CVCmbDbowIWzqI8iwAKr1E6TbL7I0OMhXIpLxA+E14ny7MU0wTGiC+WbDGoFqlWxFyUg/LifORX5oovA+syCBUTrD1hibAXhuH9T9agruESaLbSVzehuroR1dUXUM1vtTWN4pstK93W1TejvLoRJ7PKkJZZgo8/34RhI90wyFSDQZphMFONxmCb0Viy+B2RQ6Cv4YJEJ/EFARguNFwkJFDYU33HvmiEzH4YwcF3Q61S4/4xNtg8bRS+dlZB56lB/HQLxMwwR4ynCrEzNYj00iBmpiWiZqhxyEeD8MFqzLAxx27foYgQznh1X3RXbLA1YmjyCrEG4RHjr0acMHcp5i8qFeOREGIDMYJtEBtsI2ASHzgYHEkhw5AQMAypofYij4V+lqQwe8W3cieh4oLEMEehXmga61cvY5Ay2134YXShrsLPkhzGGmKu0AW7ICnQEYmB9kgOclSgQrAEOEIX4IAUXwekBI3HGk93hI0di1GjR8B7rgemBE6Cg7sznKe7w95tCpzGzYCDRzCsFv4Jm3droX3nAmxWVUG78DBUdyzCiH+9h2FjAjEzeAGidVSll6DX00QpFQfNYtLvpZjAJEj4zARIqhQnvzhu2O539t96zcDnLJ+5fO5iFj1iGoTa2LnjuHDEJ+pykJqehzNZ5aIUDVsp00/CaLJyNitjVFhxnZipgmj24qBjnzN9K3LQcV9SVovM05V474Pfsen3CJylf6VYj4KCKuTnVePMGT2OHcnAV+GrcGjq+0ibvgYp075Axuo9yM3JQHbOKeRlK0A5m3MKuawBZqgDRoAQKoSOVCRylmDhPuFCmAigGKLDTB4MD8ADoX54ZG4QHp8/F888Mg9PP3wPXl/0NPJzs9F6s0fAhImOiRfr0ft/WKUoK/9NpJStwfazdyGm8mWk132Ea12KGUqSobDhADanBGBddBhW/uKH97aEoOL8aXG6sboAm5cGYNOrftj67j3Y8s6/kLDtY/QyRd/w09bVjD2nn8QBYQp7DJuTw7A77x6UXlTgw1YC/Kz5mRMufAbXr18Riyz9EYqZqd8/opi6FBOVOFeVj+qqQlSLcGHCRA5Gd5UIRSChwoWe28LxPgA2VCxUMBIu0j+j1ABT/DtUKxJ0xrNUKpwlVIQSKVEUiugsSQd9XwfIApSVKO2GCRSOoqKzIqSaSqWkSMlXkaqFykaCpag4B2XFzNgvRkLpZlG6ZX3qIKxLN8Obf1hizrxg5BdWCFMXS6ZXVCsLjvIt9jyqa1tQWNqIdRsP4L75z2CyhyfGjp0M68F2MLV2hObuj2H1xilYPrMfpu6PQasaiUUvvSf8JRV6fmtlHkU/TPitlaGjFeVNSE7Px4er12Oyx1SoBlkgeLgl3nYZgj1TNUj2skTCdBXiZlggZqYKcZ5aRHmqEetliRhvK2yYqoa7pSUWOljjiL8W0X4qxAYoIcPCd2Lwo8SFKKqEUFHUiuJP6YNIiE2fKSwpbDASgq0RT8AwtDiA5rPBSA4djYTAoYgPHY7kEMJjBHSEShiVCs1f7LXiJKCSFOYsfCw0h+nowA9TIKOjc59hyKKkC6PBXJEY4ARdkDOSOAc4Io2gmWWHpFmjkcry+UFjsd5rDO4c54LbRozEwlW34+EVt2NquDse+TIU9u4z4DpmMmynzYfmtSJo3zoH7Yrz0KyohdXKOqgf3Q+raS/A1edB2E/0x8qP1qO67ir0EiKG2mAM9aYaZRiyhAgB8k9wkcelMpHg+adZqhU5EwYCMuUN0Fc1Y9sfR/HrLweQX1SjlNc3NCZLP1GEH3/YhiRWZmYodPkFAReqFcKFZjAl9JhdI5VOkLJ0C1sYFxXUo7igDiUltYiKzcFLi77FnkPpyMqrFmWKRI/7/BqkZZRg+29R+OqOpYjx/Bi6mZ8jJWANzmyPQXZBJnLYDjgrEwVZBMpp4WshTAgMY8e9BApnCRXOwuSVcxoFjBgz1A0zefRfs7Fw3mw8cf9cLLh/Lh6Zfycee+hf+PSTd9HZ3o6c6y1icdt5vhTVbdfkuvh/es6t342tmWE4e+Fb9Nxsu8X0xT+8+lIyfkkNw9qoEAEV9qAvP3dKfCaXL1TjtxXhWPvMJKx/firWP387dq9egLbrl275zCqa41BzKVUoFt7rQNEDOHc9re8aftb8zAkWPoObPd3Q60tExvs/QUWawniO2xIqBAZfJ5UKF3YuxuK4weEuoSIBw1moFek/MeSq9PlnRCSZYsZisUgJE2PAGOek8D15T+k34b48RnUilAp71ZfmKZWLS5QkSaUZWZZQKVQq7K3CqsV/c+aXZAkFU1ZYgOzKE9hyxg8/CKVigm91KnjOHoWff/4LtefoN2lABW3uNTRnNAj1UljWhBeXfAzrwfYwNVHBQm0Hk9s8YDp8Isxs3GA25RHYPPkXBr9fDutF6TD1eATW2jHY9Nt+YW7hIqKYMhRzCBcY8e2yrAYlleeRW9GI8DvnY6ipKRZNHoW3nbUiaivNU42kmSrEe6kQ52WJOE8NYqlUvC0R4W2DN8dYYbLWFh+6WyMqUIMIRnMFWSGac6AS1SUhQnMXt+U+fSmEysBZgYqiWOL9ef1gHA4YiT1BDBu2R1zwbdCFOCEhaCSSQuyQIsKICRV3oVrigwgaR8UcFuaK1DljkHbnWKTNVdRKYoizSKRMCR+D5HA3EWKcHOyKBH9HJPoraiXBdyQSfEYiOcAZyQEu+MVrDO4a64JRIxxw70vuePiNOzAhdCQe/SwIo8dNwUiXibCd9jjUy/TQvlEPq2W1Yta8dQHaVXWwCvkIbtPnYOz0EMyd/wJyCmqEiVOUzDd0h+yDCp+9IYdFOvUlRAbC5p+gIp61Qd3weqFKpBmMuSqEglAeF6CvasG2rUcRGZmB0qrzQi2VFNdj794YbNi4B7Gxp4VSkUAx9q3Q5NUHFUP/etERkk3ACpW+KgwvZkXkLz7bjPvnvYCtO2KRlFYgAJbHpMgCPc7kVyLpRCE2f/An1nosgm7ap0id8BnSHt2ALN0J5BVkiUZc+VmZyKIZzKBOCAwJFsJlIFSM9wkTjgLDa0zuv/tu3H/3v3D3nDCEhgbCP8AfAUFB2P3XHlYpQUQzncYlONakR0cvj/zf/6m/chrbT9+FqIoXcK2z5m9/8JU2PbZn3I91UcFY9asffjj0LFquKmrmxpUmbH//31j77GT8+LInNi72xa9vhuPiufK/3aeoYT826UKw9eSdIru+tftC3zX8rPmZ87PnM+Anz/BifnvnIi7Bwm1joEio1OgVpSKhUq1XIraoSOSQMDHe57E+qFQUG0KIFee80hFSMZ8pJjKaxfod9cZQ4e9FH4uxUuF9OSRUlFnxnSiNxwgQlumn6mBkF/dvHTSJyXL5UqmUFeYiX1QvzkRJWRGiir/BxpNm+P7EIKxJMcdTnwzC7LvDRA4Aw4MZuUWVotc3QF9/CV+u3QVzrR3MVbfBbNrz0C7cC83zcdA+FwXLBXth5r0CJsOCYBn8JWzfr4H28QMwUY3H3Xc/LQoCllYx/0HJZSgpZ0JbPYqZg1DZiOTkHHy7eSfcJ9wBOwtL3Odgg+8mWCM90Bpp3pbQ+VgiwVeFWB8VYrxUSPDRItZXg6NeQ/GU/TAEDHXF91OGItbfCtEBakQGqhVfSqAGMf4qxPhZCvViHO1FkEgHvdyWM0GjCxmCxFBbkRwZEzoMix2GIHTUYOyaxRyVoYhnUmTQCJFprwtxRipDiee4Qxc+BgnBjkgMsUfybBcBHJG/Eu6KlFBm4juJSLGk2S5IDOe9nJAU7CRUSlKAVCsOIFQSZ40Sx5OD3fCn9zjc4z4GdsNdEb5wAh5Z5YkxwS64Z2UYRo+ZhJHOEzH49megeaMUmuV10Cyrg+aNc7Ba2QCr9+qgeSoOIzwCMNX3LkybdRdiE0+JgqIESR8wDFFdijptVFRLX5kXRbFIc5eEjZx5j39SKfKYUCZGZk9ChccYLJCdU4mk5ByUVTUiLSUXG9Zuw8cf/Ihdu+JRUtKIiooGMEpQhidLsJSU1KOMSZUl51FUWIdC0fyrXuSsUKkUF5/H7h3JWLjgLby2/EMcOqzDkehTOHm6ROSt5OVXIye/GkV5emTmlCNOl4d1j3+DrfavIHnqZ0ie9Aky3t6OwjNnkcN+KWeYOd9fAt8YJFKZ3AISGQFGtWIACqFClWMy+XZfTJjkCZdxt8NxLO2XUxE4ex70lXo0dXeAOSm07Wdfa+5b8P67jZs3mV3xn/kZeK+B+/+Zd/n7Xdq7LuJw3vOILH8Rbd1Nf7ug92Y3ogrfwPrYILz9uz+iz/yEXmZMAuhovYZjG5fhtzfD8fPyYGx+PRAbXvFExVmloZnxzeKK3sZPSUHYeXYe9FeZC3QrtPmZ87PnM+Cz6GxrVXwS5QpIJFgGmr/EvkiKLIRehAob1IpQLKV9KoEwEdCheUwkQZagWl/Wt/ATHMLRb/DDiH22Fzb0WuH7SHgQIDI5UzrwBWTKFZUiYSLnfqVChcLXKs3HeA+CpKjojJiLi2kCO9sHF26XitpjdNIrZjKWbWFCZFExy+LnI6/sFH4/NU2Ubvku3RQfHBkED5/b8MRzr+LU2XKRd1JZdQHV+kYUljfCL3QhBpkMgWryM9CurIT1mw2weV0P7evVsFpWA82SHKge2A7zocHQLNwF7esZMHW4E+6uM5Cclo+KapZSPyeysgmU0op60RckNaMYv2w9hBXvfg17O1e43TYY9ziMwucT1Ujz1yLJ1xw6XxUSfS2QMMsSsb4qxPloEO9tjX1eNpg/2gFzho3Bz9OGIIplWPxViPJTK7knzD/xUyPOX9OXi0KVkhCiKBQZ+RUv/CoaxAUz0ovRYRqhYJLDhiAp7DbEhQ/BGy5DMMvGEr/PHI3UO0ciLmQ0EkNGCvOXLtwJySzhwpyVOcy2d0KiyGVhZWMnJAbZQxfiiORQZyVBkoCZw5wWZ3FtEiEU4IBEfwfoApyQ5O+IJD8H6PwdRPn8lJBx2DHLDfd5TITTaDcEPzYTT3wQAo87vRC66B6Mdp2Ikc4ToJ3xDLTLK6F5oxba1+qhXdkAm7cvwOa9BqhfOYVhHnfCM/RezAy+F9v3RqP23GUR+SWh0jf3dY9Uwo+NQWK83Xe9NJ8ZZl4jYfJPsBHKRTrgDZFkjAg7uD8ZP27YidQTuSgoqcaxiEwcPnQKegZ7sC5Z6bm+KDCCpZw5LIwGKz4nIsGECayoVjQDyzhRgXffWI8H7l6EDb8cQIQuE4kp2cjNrQLrgRWIDpI1yM/TIz9fDwKGSZhHIrPwRfjbODplFdInr0aq91c4vfE4Cqk0sk4jV4QY94NFwkQ65QkVqWAkYETUFxUKC1Ea/DEmjm5TYO86GXZuHLfDzcMby1Z8gI6ODtGAa9u5Yuw+X4qGjhvG62Hf9s2eXrTGl+PS2mR06i/9xzwuBAjxdCOiGFf/PIve9u7/T6POTtdsRGb9N31/58CNsqbj+CkpGO9u9cXPx5eil+0iAXS230DMlvew+/PH8NcXC7Htw/lY9/ztOBPxy8BbIKNyPX7SBeFQ0UK0diulWYwv4mfOz57PgM3Qent7xaLPb/FSkUigSEe9VC5KVn0Rqg0gESYwvQINOrv5j8IYKlV6QxKkwZnPRZ/nFUVCxcJtw76AClUK/TqKUiEMlOg0xSym5KbkCkAZg0RRJ8agkYqGqoY1yZT78F79gFGgQqAQNlQrLJuvRITlg4784uIsAR+ax0rK83E8913RbvibVBN8m2KBx991wDRfHySl5oIO9IrKBtTUNCHtVDGc3HwxyGwU1A/+AatVzdC+2QTtW+ehWd4Aq+XnoF1WBe3yEph5vwnTmcsx+J1CmLvPx8jbXHE0Ig3lela0VUp4SKVClXI05iSefmklXnr1QzjYjcFItRZBt1nhuylqJPmZIcVXhSQBFRXifS0R52uJWB9LxPlYY8tUDeaNHoMH7Fyx3csW0X4aRAWpEEelEmCJOCoVPw7W/bI0gEWDuCDCQ1Eqco4L0IJwEeqE0Am1QXLYUCSFDkFC6GBEBg/Fbn8HxPiPQmKoUrIlLoj5KiNFtn1SiL3iO2EYMf0n4a6KYglyRGKQI6hmxPEQFyTzfKiTyMzXhTqLyK8Efwck+DshKdBZjAR/O8QHjFZ8L6Hu2O7vjnmTJsDFxRUePpPgNccTLpPuwJhp0zHcwR52Trdj8JSHoFlSCO2Kc9Aur4P2nQbYvHMegz9shPblVIyaPAc+s+/DZO9wbN8TjZr6S4YAin7HPCEgy+YbA4TbDDc2PiauNZTWNwYMr5EwkdtyX84SOgSM6AJa2YSTJ4pEciLzYCprm5GaUoCN6/egspJ5Kk0i8utWtUIF0wARCVZSL8xqbHW8dcsxPPbAEry/ch32RZ1CpC4bp7LKhGO+IL9aQIQgYfmWwjwFLDSFZZzV43hSPj5etQFfuT2LE1NX4+SET3Fy9nc4fUyH/IIM5OX0R3xRqQwESB9IDM245D6d9NL0lZ+fBRPXiV5wm+gN53FecJ3oi9s9w7Hjr4PgEhnbUoc/6osR0VSN9p5+R7Nc+HqvdeDyzyfRuGA7Gh/fgdbkygHfteWV//uZQOnt6sHFdyPR8n4Ueq53oMegBoibmz030XujU9z4P6Fg+H43u3txs61L3PNaRx0ut5X+l794Z89VHMldhPd3eGJr9Jt913W2tyHm93ex6/MF2LX6YWx+LQDfP+2B6F9X/Q24Bef24Of0IOQ1/vY3lcIb8jPnZ89nwGfBZ0ITGBfQgTCRUFEWeuadKH4UKg99VZnYpwmMQ1Ecit9EUSpUMowIU6LCCBD6PzjfApYKmUmvmMOUnilKEUr6UMqE055QMQorNvhTCJZ/GopDv9+EVkaoGFQPwcK/VUlyZCb9GVGanxn1StdIFpdkq2FF2QjgMCGyOA9nyhKwMX0ctROvewAAIABJREFU1qSZYG26Kf69whJmKmt8+fUvqDl/DWVVDSJLPvlEIeydZ2CQ2XCoHj4E7coWWK1qgPWb9bBeUQftGzXQvlUP63caoJr9lYDJ4BUpMHULwhi3yUhMyUFJxTkUMXte1IZSTF8MBy0qr0fyyXys/3kXXF3HYYytJZ5wt8EeXwfE+6uQOMsAFQESBShR3haI9dZg3SQt5tl54JGR9tjrayPAERlkjphAc8QEWCAuwFIBir8K0bPMEUMnvgCORokACyRIFLgkBtsgKcQWSaGDBVjoV9GFMuLLFglBPKeBLoi+FDvEho9GcugwxIUq+SzJrAnGMONQeyTfOQapogaYApbkUBdh3hJQIVBCnMFj9MkkhTgq2fhBTsJZn+jvBJq6koOdBVDiRMMwqhVn/OnrgTnjJsLB0Q2jHcZgpIM7ht42GiNGucFp3B0Ybj8FQ9z8YPlcrPChWBP0q85B+14TrD+4gGH3fo4x02fD7+5HMNU7DBGxJ0X3TyUq71bH/ECASJjIWYKFgPinYzw+cDCL3/i+8ryECwtfUhkr+004eiwVa77YKJz0VUyyFNUXmECp5KtwluHFIpy4uA7pJ4uxbOlnePaJt/D7tuM4mnQGuvRC5OTqQZjk5FUjL1ePPIM6YS/7/KIqFBbqkXG6Ett3pmHZk59iycQF2DF5BU5N/wrpM9cgffKXOLFoC7Iy0pCfd2t/FQkNKhUOY8gYb+cbor54PStemIyfFoDxdwRj7KQgjL89GKF3PYKzWXmgLmHkEb8lswf9wB8BlO+T0fjETlxck4imF/eiLU3/H4TKTfRcbUfzkgO48vNJ0e+k12Bao5Go7Ww9Ln4Yja7ay/+R9yRU2tL1aFkdC/5t/5Ofyosx+PKwL/6MX9V3eVf7DRxauwi/vzUHPy3xwfoXpmLds5Oxb83TuCkatPRdisKG/YguXYaO3ov9Bwds8bPnM+Cz4DO5cf1qX2ixUCt6WZZFUQ4yUks65gmV6moJDUWpSNMT4SKgomd5FkaBKfs8zigrzhIsAggs09JXXLJYCQkWeSeM2iJIZFiwkndC34fMPxkIFPk7KHNhH4iUyC+qF/packXGvIwGo1lMMYVJf4sCnUK2GS5km2EqGea1ZKGwLB/7slfiq1QTrE9T484XrGFiYolV73yG3QcTkZlbIaJxTmbpMWacH0xMbKG+ez2sXz0F1X0/wcx3CUwnL8CgiQug8lkM7QM/w2zq01DZ2sHCfS4srIZhwqTpiE3KRCnNaKI4IAsT1qGolA2V6lBYWofMnCokZ5Rhlk8wHDUq3OV8Gx4arMXO6Sqk+GuQ5KtG4iyNwadiiShfC8R6WeAbDyvMHz0Zj44cjX1+tgIgkUGWiPG3QLSfOWK5HchoMAvEBVog1t8CsQFqEVYc668BR0KQtWEQHITIYCSG2IpBoFC50McSF2KL+BAqmeFImeOEhDAnHJg1EscDRiAlxA7xobchLug2JN/pqhSVDHMWaoXqhECh30Rs0wQW4ozEEMXvwvL6iUEEhyOoVmgG0wUxGswJCQF2SAxkCX5X/OE7HWEe02Hv4I7bBo+Cg9sk3PfIU/jp993YvjcWk6fPxZDRU6AN/gg2ywqgXdUIq/fOY/A7tbB9YhtGjJuFqX53YdZdDyB47nxk5+tFqLisbqAs8v0Oeu5LeEgYGAOEpVrkcc7G1w/cVvYVHw2TZemzYcIlASKvFXOVUgZm1+5o/PjDLmScKhRRiOWi2GWDaObGsGIJFvpTCBaaVemj+eO343huwfs4Hn8Gsak5OH22UmTcF+ZXIy+vCtk5VcjN0QuwEDKFLDJZyCTIYny5eieem/EcPnN5BhFTP8CJqV8hfcbXODnzG2RM+QoZnt/g9JqjKMhl8UgFLP8USiwhw/kWqBj8K/KYye1eszFl5lxM850H76AH8OQLb+DChSbUdLUqUV/nSlB248otSx3DijuKGtH40j7cOFqItsxaNL20V8xCYVzrEGar6/vz0NPS2me2utnejY7CRnSWt+BmZzdu9vJq5YcKoTWxAtf35aGr7rI42KG/hKZnduPGscJbvuXz/Ttrr+D63lz0XGJ0Vv9Pb0c3aJL7px8qkd6r7YopbYDvh6/orGjBtQP5uNlxqyoTprd/uGd3bysOZy3DtoTlfW/X2XYd+9Y8gw2veGHjYh/8uMhTgGXvV0+ig/XSjH4utZXjemed0ZG/b/Kz33muRDwLPpOuzg5DB0XFr0KFQqc8ZyYV9ocAK/4SoVREWLDiYJeQkAqEM8HCUvcKkJTikSwxT3+KvE6pTEx1Y4gMqygWvhkJDZqiCA7ucyYslNwTY1NXf40vY6iUl93qvOc9eL++ISLDaOIiMM6izODIp5KRoFHMYvS/MEKMJrJ8pJXFYn2aC77VWWB6uAaDTMww5Q5ffLzmZ+w6FI+1G7YJn8rce5+DiZk1TMd4wdTJD4PosLcYClPVKAyytIOpaiQs1EMxyGokpoRNxOQAB6jUWpiZazDdMxD7j8SLhk+nzlYiN5/dAWuQX0LfygV8u24LAkLmY5zzeNxmroKr2gKPOqhx0Ps2pPipkcTMeB9LxPhYiKivKB9zRHuq8M1EDR60ux2PjrDDfvZF8VMjUoBDhRh/c8QGqhAvzGHmiA0wE3CJZZ5KgNYAFCsBlMTAfrBQsSiqxaBcwhTI6OhfCbVGQrAN0u50wGZfJ8yxs8HbY22REDoMCaKcC5XOKKSGuyA53FmoEaqSFFYwFlWMx0AnClESLDSJOYo6Yqx8TL9LUqAdkv0Y7eWMFJrNmPwYaA9dsBs+8pyMKWPugN2oMfAPfRC/7ktAJvuKlNQhr6QOm347DAc3X9iO8oRVwOtQPbYVtgu2YvS/VsNx5n1wnuCJmYFz4eQxA1+t34KqmosQyamG+l7K4k6QMJHxVlVBU6gCAwZwGK4RGfiMFCQkBlwvTGVUMUbnDbXfeIzOefEewtRGc1u/k5+1xzLPlKG4WIlAFM3HKhpRReCU9isVmr1YrJJlXJTqyQ3IzqrB5x9tx6+bo5CVXYmCgjqwiCTLslCtZOdWCZ9Kbg4bgVXhRFYlth3MwLInPsai8U/g54mvQTdtNXR3fIUTt3+FEzO+Qfr0Ncjk/uSvofP+Gqe3HEV+fn/IMOFh7E+RisUYLvKY8XUmM3zmwjtgPgJmP4I5/34Gn369Cd1d3ci82iQij/ZfKMfFrlu/uff09qCjtR1d564IYLQmVKDpxT1oz28Aem/i8k/paHxiBxof245r286A6zdNVZd/SBXKhgC6+HEMrm49jZtdPQIY13dmofHp3Wh67i9h7rrZ1o22jBo0PrULbbpKtBddECAjiIiiG5ElAircb0uuREdFC9pOVOPiexG49F0Suhuu9YGoq/6q+J0ufhiFllXHBAgJJmOzGcvdXz+Yh9a4MhB+N+JK0VV/BTfiy9Gy8hgu/5iK3sttffeUy/+ltgrE5X6Jzm7lM2q/cQV7vngSGxb7YNNrgfhpqT9+WR6C/d88C4Yb/29/+NnzGTAKjM+EDbz0+lLhb2AvFH1VIWqq6JBXwMJS9gRLZaWiShSlQgVSAn2lEgGmQKTftEVwcCjOesW0RWc462pRrYjBci8GoPSbvfqBYQyTfvXRf94YOBI6xmAxPiZBJcBkyGOhf4VQycs7jZJimr8UoMhZwoXRY/SrFBadRl5FFvZmLcGnMRq4z9RCY6mGRj0Yn3+9EQcjTiI+ORsl+ha8+9kWmFgOg8rSBqa27rCc8jDMw76B6r7fofr3H1DdswmmPithOsILmuE2eGD5JNz11FBobc1gZmaGKVM8ERFzGj9uPoSdf8WLb5cF7E9eWo9Y3Rksev09TPK4AzaDBsF7hBX2BDgg1X8okmfRSU8figox3haI4TzLAjFeanw33goP2E3Fo8NH4MAsG0QGWCIygCYuRZ30KZQAM0T7mSLGj2pFi/hAwsRGUSiB1kgMsEJisK3B1GVtgIqtYv5izkqIDRJDaQ4bIsxlCeFD8FOAC2bZD8NiR1tEi0iw4QI4cYG3QRfKgpOO0LEkPisXhypqJTVEUSspc8YhMcQFiaHOiA8Zjfjg0UgMoioZiST/0UgMcFSivgLoj6GfxRVvz5gEJ+dxsHeYCI9pc/H0y5/ily0RyMxWqhTnldTjt+3H4RM0D1bDXGA22Amq4ePhPCkQYyb7wc5tCobZu2Hpm++jgGVPmPgoqh0YRXURDnLxZ6VpCQwBh/4SPf3XKMfEvvCttKBKlNtXqjHICELOshoDYSJVzt+UDs1pNJ2JcGQlKk2YwyouiNpfDEnnOZZtEWX1DWHKVClKiHIjEuLz8dpra7H/wAnksYkXu0gSKDmVOJNdhcxsPdLPlONIVDHefn8bAv0fgo+zN370XYZEzzVIu+NroVJSp32F9OlfI2PK1zg1+WukTFqNBM/VOPnDQWRl9yc7SlBIBTIQMhIu8jp53iTwzoW48/5FuO/J5Xhq6Uc4HJUi1r2Yllrx7TiiSY8ugy/DeEFkhd/27i50oRc3jhah6ZV96Ky5jM6SJjQ+uQs3Yktx6cdUXPo2CTe7e3D9aCEaF27HtT05uLbtLBof/hMXP4sTfozu89fQ/Mo+XNl6Gpe+1QmT183OHtw4UoimJ3ei+dWDaFq8H00v7EVHXoMAVPOKo+Jamshalh9Gy4qjaFpyEC3vRgig8X340914Hc0rj6PphT249HUimp7chStbM0FTmoQKIdXTfEOorWu7stBVdwVNz+9B8zvH0fTKfuWej+9EW0qVgMrAMjVX2+vR0X1DvF/r1Wbs+uxRbFziI4Dy87IQ7PzkIez9+mlc0Ocaf4T/o21+9nwGzFfhM+HPuXM1YlEVUGHoMCsT90FFmqiKhNmLpi8lnFhGeilgISiM4VIl91muRV+MnDNpyD6diqoKKiAltFhCRUmCNPhSZDVi6TspKxIKRfZcISyMgSFBIo8bnyNM5FCAYlAspYrPRQGHEnLMbQ5jqHCbprACmsPYb6WoACfLjuHD/d4YOcYKGo0WGpUavj5BeOejH5B2uhj5FY147NkPYWI2FOqx90D9TDTUiwuheaUEmtfpoK+B5tUqqF/Mh/bfu2HqNAtOHhp8stscDy/RwNrGAhbmlgif+wA+/vx3rPtxr1AodJSKKJyiOsQkZePBh5+BysQM7oNV2OE3HLpAKyT6qhDvYyFMXwwp5oj2NUe0lyU2eNhi3ogJeGT4SOzztUJUgApRgZaIFuYugoWKxQxRswYh0tcUsf6WQqXEB1iLkGGChYCJ87M0QMYAmiBrJBkUS6LIsNcqfpbQwYgPthJmsITZI/FXiBOOMV8lZCjig6hkqFiGi/wVXTjB4gAWnkwIMpi4QhxE6Xs653XBo6Fjb5YgO5E5rwtwRTx73dP85cckS2ckBzohJcQVuqCx+HDmDLiNnQA7l3F44eWVeOKptxAcsgARsRkoKjuHgpI6FJWfQ2JaLt77eCMCZz8Bl3G+GDPRC64eXgicMx9r1v4sijgyEo9VEiqrqQYMJVYGgENCQM6s/0Z4GO/L+nDiuACSrB8m1YtBkVQrgOJrRQCIUZSYMJ0ZnP16KhwDWARcDAqGAR2i8diAagwSJpyZ+8Iik/ml1fhlSyRWrPgZiUksYaRHTm6FUCaZ2TWISCjD6u+icOd9b8LZaTrGuk7GePdp8B8fhOV3PI1tXu9B5/M10j2/RcqMbxA34VNETHgHSS/8hKwDachMzxDl8I0hQVAwTFiChefkkMfkLI+bvLjiGyz78Gd8vG431m09JuzBdFUfaqwUtvzUS+duWfxobuq9rjizeYIL8tWtZ9Cy7DB6r3cIaDQtPSgA0/JBNK7vzxU+iuZlh3Hp+2Rxr9Y0PS4s3IFru7PFfrtBkXSUNeHajixc+U2plXXl1ww0PbET1/fkoKO4Cc1vHEFrTIlY9Buf+ws3YkrR3dKK5tcPofGRP4Uq6r7YhpZVx3F5vQLHq3+cFgqo/Ww9eppuoPHFvbi+L9cAB+VPo+mrPeecUEUduef7oNL42DZhjuu50o6mVw7g+qF85QX/zX+vttThz/fvxcYlvvh1RTh2fvow/vrycez+fCH0ecrf/9+8/B9P8RnQr8Jnwk/+Ykuj6H7IXicEQA19IYbGXZyVbc7FqKkhVMpF1Jjwnxiiu+gzkQpFzIQKI7wEVApRknsSWRmJqCzPR2UVo74UExUhIDpDGopScvGXQ4JCVCAWJVoUk1hluWIqk6DgLK81hoo8L5WKEt3FhEilqjGrCRAcMirsn6By9mw68vIyUFSaheLCLJTqc/Dxb69CY6OCxtoWaq0G1laDsWbdryjRNyMhLQ9Orj4YNCIA1q+chnZFPbSvVkOztAaWS2ugfq0W6ldroH5VD/XiMpj7vQsLlRVe/nIQfow1xwMva6EdrIatra0ob//b1iNgv/MCQiVfj5ycSvyweS9eWfohhg9zhItGiy0zRyDd3xbxfmqRo8KoL2H+8lKgEulljp8nazF3hCsetXPBvlm2Ipw4miAJUCEugP4TCwEUqpRYf3PEB1oiPlCNhCAtEhjpFcyhRbw/j3GbKkU5rgu2RWKQDRJDWHBSLUKNGYpMHwt9LoRLUqgtUufYI32OC1KCRyMl3AEp4Y5IEOVb7JAQMhpJoQ5Ime0ilEu8gIq9cM5Hho9FZPg4RIeOwZFgD/zqMxnvuzvit2mOAjSJwU5IDnJGWhBLuYzH4hkz4eo2Aa7jJuGnLQeRmd+ApLQ80U+FrXiLy9j2txZF5XUimTS7oAoxyVk4HHUC0fGZOJ1XJXrN09xIldJX24297AmWGqXemwQFZzkkSIxn5ZyibEQZHwEMpcwLK13LtsWKv6UZrBdXzfYI1S3Qs/SPvhkCIgSJYRhDhVWJCRbO/J0FWP4BKrL/ilKypRb5xZWI1xXi+ee/xjff7sGp7Eqcza9B4slK7DiUhxeXbMK4KfdghP0YjBhuBxe3SZg80Qdj3SbDw30a7pp8J5bMfBwbZ7yOQ3e8jeOhn+DUd0eQnXIWp9PTkJN5UkSFEhIyT0UCRoJDqhGpUuQsz3M22bQ7Dn8cSMOh6GxEJGSjueUKmnq6sOd8mWhvm3ddqbDL1a63uxeXv9Ph8ialzhWB0tt9E5fWJOLiJ7FiQbyyMR3Ni/bj4vtRaF56EDQ90Y9ClUJHOH9o9mrkN/8MJbGQPhOaz6gWuts70dXRJfwtlz6Lx8WPosU2zWfNy4+gLbUKHSWNaHx6FzryG4SZq3nRPqEoqHh6W7sEfC5vPgGqnYvvHsfFz+MFRAgtQupGtBLVRRNZb1u3cPTfiC8DQUWTV2flRTQ+tRstbx5Fz5U24bdpov8oohj02dyIKUPvxVbxtwz8z8VzZfhlWbDwp+xa/Qj2fv0U/vrqCez+7DEUpx8eePn/aJ/PgN02+Uz4bISzvpgJkFQVpagRZViUMi39UFGqEVfX0FFfLkxmEiqcGSFlDJU+5VJVghp9CSpLcnAqLR4VfVBRzGCEgPHruM97EQiKqYw9VJToL8JFKcfS78SXSkSCwxgu8l7y3ECoKPksSj4Mt+W+VCuchaO+4AyKSs+ioDADpeV52LT9V1hZ20BtbQ1La1uYmVvCY/I0RMVnYMuuCFio7GDqtQJWKxk+XAntMr0CFSqUV+ugWVoLq9erYbOiHBbh38DEYgRe+NAc6+NN8PVRS8x+RAutxgrOruNw4GgyistqkV/I5kmVyCmsQ8LJEixZ/jGG2AyFjYUl3pw0GCn+tkiaZYl45qb4WiLK0wzR7KfirUKEpzm2T7fGfSMd8cBIF2ybaYMIRnn5M9HRArGBFsKvQqDEB1kgIcQS8cGWiA+yREKwpYjmSghWIyFYgwSCJlCDxBDmp6jFrAu2gRh0zvN1IodFyW+hqYxlXKikEoJskTJnFFJnjzJAhQ277JHIki4hdkKtpMym054Z9vZICRmJ4yEueHu8HZ50s8Pj7va439UJQfYuCBgyFF9MZAtjJe+FUEkJdUFMyCTcNXEcRjqxoOQ4TPeZj2eXfIHIhCwUlp9TkkpFuLbSJbG08jzYxIr9asTCXNUkCnyWVzagkmYvvcHfwd43AxSKMVRkMzbjY8ZgEcqD9zJUrzZWMoqZi454goZQUd6LcBHDABWCRAwjhUKQyCHMXQaoyARKqVBoBiNMCFRGFbImGJXvwaM6vP3uJix7YxO27UvFkaRyfPLdEQTNXYwRDtPg6DIRrq4ecHQYA0d7V7hPmIHxk6bDfeJUTJw0FR7jJ8Pb4Q68d9+rOHkoGanpp5CqS0XemUzkGvwpBIqEijEsJEDkLIFjPAuoHEvMQVJGKTKyKpCVX4WO9k5UtV8XzuEdA0qzdPf24uqfZ8Q3en7z5w+VS/Prh3FtVza6z10VpqvmxftxeWMaOkuVxEEqj8aFO9BZcVE4yluWH0HzS3tFXgtXe/pAaJ7qabqO7ps94DLfXtCApuf/wpUtSvmTzqqLaHp5HzrLmoXSoFlMmNvKmtH41E5cXpss4NN94boA1PXD+QbF8RcIGP5cP1aIxke3oT2zVjj6qXwIGsLxOk1tL+9Dd9MNtJ+qFdfxb+WPgNiTu8TrOgouCNVC+PQMcPbz2vMV2fhpsbco0bJp6Sz88e7dImeF6iXz2GZxv//tf1iyhc+CDns+m66OdhFSK0vWV4saXQOgojf0RKkuRg2rD1czwqtUqBFCgWChv0UCQkKFfhfh3K8qFZVH2b6X1yjAKBYKQ75GHpdAIRT6wUJHOysKs6wKS7kwIiyvLxqM4CA0OBuDhf9AeZzH2AVSXGNQKIpKYWSYYgKTuTBKGDKPKUMxkxEqZ0SV46zcbHj7z8YgCw3U1raw0FjC3FSFjz9bj0++2QLTQcOgmroI1m/WwWpJPbRLKqB9rUYxfS3OhtWzabB+/iS0y3NgFvwerIaYYeWPptgQa4ofYgbhw63mcJpoDrVWi+WrVosIHtETg50Li8/hx027MeUOf3h5BsLG0gaBQ6yw9Q4bJPhZCagIsxdVihed9WpEeJljv5cVHh1xG/41zAUbJ7GIpLmiVvzNEGOASoy/KeKDVYgPodpgMUmaxcyREKyCgEoIwaIWpjLCJz7YQkAnMVQrVEpSqJUBNkp5fOa1JIRooQtnfTAqGcUHowsdhuSwUdCFEiQKVBJD7SAHy7skhNkjOXQEokLs8RlL0UxyxGvTJ8LTcQz+NWYMfpg1DhHB7kihvyXYFWmhrkgPc8ehEB8EjpuA4SOdEH7nPPyy9Sjuf3Q5gmY/h4NRGShiTSwBESUSSiSXltdDRHaxd01Vg+hVwpnmLuGUNzJlEQpSlUiA8JgxVORxOQugEEhGPpSBcJE+FXlcvEYUJ1V8J4SJKFhqBJSBaoU+FaoUkTBp8J0QJBylZQ1KEclSVimuQ1GRHoVFeqHKIhOLseDZz7DkrY14/vW1cB4XBrXVMAweZgdX99sx0s4Njg5uGDnCEa6uEzF5shfcJ0yCk4srJnvcjg/e/ggxMYlI0CUj42Q6cnPonO930MscFQJCbkuQcJagMT5mvG2SnVuL0qomFFU24ExOJTralKRHfjNm4t2Fzv5v5N03e9F14Rpa3jqGljcOi3BeEfn17F+4djBf+EiEr+SLeKFquHjS1NX03B40LtiBy79l4NJ3OgEYqouOsmYlcuy5v4Tv5EZ0CXpbWtGWXIWWFUdE/suNmBKx6Ldn1aH55X1i8ecszGIRxbjCoICH/8CNg/kij6Oz5hKant2Na/vyRChy44N/4NJXCYr5bOUxEShwI6lCqCse77nRIXxGralVwkxGR/2lT2PR9Nh2oaSYG9KWfQ5NT+0SCofnLq9LFs3JunuUhEdjSOjzdPjhxTtExNf6F+7ADy9Mw6alftj46iyk7mUJ/f/9D58BnwWfCZMge0QpfEUN0MQloNLX8dFg/qouRJUh3Li2uhA1NSVCsRgDQSoXCQfjfbFtFFIsocKZ1/M8YcIhYSIVRkV5sQKGCqXoI5MteR0hIa+XKoQqR76O51gHjOqGJfCVbal6FIVCkJSWZvVl4Jcy274oS4kIK5Ohxoq/hWHGxQVnUFFVgs+/3wATUwsRtaWysoCpmQVCwh7AivfWwlw1DGbW46BasA/WK6qhYbLj4lxYzP4Spi5zYDrKF6YjPGHqFAyLYdMwc/ZofHd0EH6MMsH6KFOsjR6EB16zhko9CC5u7li58htExmYgt6AWefmVSD+ZjyhdDla8uw5qMwuMtdTg1xlDEDeLhSM5VIihWhERYCpE+apwzFeDF0dbI8jKCZ+PY10vc0T5mSOa4cNBKgGWuEBzxAUp+wwrZjSYUC7BKgELoU6CmbfCpEkLJFLREC4hKiSEKVn2zLwXSZEESqgVEkLVSAq3RlIYw42Zga8WzvwkFpoMt4NuNmt/jUJS+AjRnjh5tgOYHEnAJNEkFmSP2BBXxAW6Y0vgFPi4TsTD4ychPoRAcRaVjlk+/1SoC9JDx+Frn2nwcPPA8JFj8PSLb+B0fgUy88rx5tsbMP+RlTidU4OyqvMor+QwAghLsBgqEUsVweguQsUYIgO3ufjzGKFiDBZ5XLleRoIpocXy/gIcBmD1HavtVzPCDEYTmFQowo/SLJQJVZWECpWKDB2W5e+pUFjrS/pQ2OGxkD1VSlg0kmBhH5Xz+PMvHT5bfxCvffALpvg8gKEjxsPB0R2j7J0xeLg9Rju5Y7TjGIwa5QgXZ3c42LvBzXU8nJxd8dBDC7Bjxz7EJeqQkJSAnOzTou5XrqE8i6xKTGgMHIQGv/BJoMjZGCY8z2FSob+Ck2ersedYBg4cPwEulJlXGoUNnw25LjPy6yaEU5sZ3Z293WgrakTLskPCsd20aD+aFu4QvopL3+iEs50RXHSy01lOhzeVwuUNaSJBkpFU1w8XCud787Ijwmx1bWcWLn+ThKandqP51UMCWnTw08TVntcA5tK3ZdeL1zfBQYaiAAAgAElEQVQ+uROX1qXg4uo4JZLslQNofG432jJq0YWb6LrYiuY3j4nIs+blh8X7EjJ08jcvPiB+H5qyWt6LRFfDNXT2dKOrpxvdzdfR8naEEhiw5AB4TWf1JQGczrrLQoExwZO/f0fVRXT19ogMd5H5b+T0Lz8TLYpIrn/+Dvzw4jT8+PJM/PTqLPz4iicSd6wWRKEyMn7df7fNz57PgM+CfhU+m5s3e8GWvsxAZxIki0dylgmRnJnDohegKUKNXnHa60Ui5K0ViSUgJGyMwVJtgAePyfOcJVg4S6BwW8KB2wQEB7cJEKE4DI54eY4zjxsrFaX8fb6IPFN8MzIHRnaMZJl8Zt/noLIsF8X5Z5CXnYEqkSOTixKjmmFKsmQmiopycPJsJuY/PQ9DnJkEaQULlRbWg0cgaO582AxzgdbZG+b2odA+GgntC8mwmPA8Bg2/A+aTHoEq5ENY3PUdLANegYXNOMyaNxprYwZhXaQJ1kaYYl20CV7fYI4JM6xhYaHC3HkLse9IPFgAMCefJjA90rKqsPCZN2Az2BbObNA1bSSOeA9GlLcV4nzVBie9JaJZTNLHHJE+5njbhX3p7bHIwRbHAtUiF4VQiQu2FCOWQAk0Q6y/KeICzRRg0BwWbGkEFTXigzi0SAjmsBTmsqRwlnRRmnglhdkgKcwKutnW0M22QmKYBolhWiSEWop8GGbpJwQPRmIIWxKPFG2J2TmS2fcCMGEs1TIaiUyUDHZCXKAzYgPGYJP3JPg6j8eD7u6ICRknqhmLsi/sex8yHjGzZ2CV9wy4O06Ewyh3+ATNx/pN21FQXoPTuTW46+7loI+qqpaZ6YSIEtk1ECZc7OWQraIlNOQ8EC4SKHzdwHMiMozhx4awYNHoi8ASlY+bRFVr8Rr25TFElUmzF9WJ8K3oCRGqFpq7lAgv6UchUPpMYIaSLoSJLHNfYqjOUFyqFJU8m12NOF0RNm2JxU9bE/H0ki8wPfB+TJwRBAeXSRjt4AyXsVNh5zoB9m4TMXbCVJFIam/viOHDR2KWXyC++/4HRMUkICYmHidPpot6XYWECsvf57K1sDKk6UtCQ8JFQoWzPGcMFHleQGX3wRP44bdIbPwjCmmni8RiJ/qn1Bfh4IVKXO/sUCK0urvFt/POzk60dXWgs/4KCAMu/ld+P4W2k9Xoau1A1/V2oRAEHFZF4EZUCbo7u9B5ox0d5c3obL6OLvSg7WydgE2rrlKArPPSDbRlVAt10EUzWMsN3IgrQ8+1drR1tKPrciuubjsL5r50t3ais+k62k7XgsqkveACuq61o729He2dHWgvbcSNiCJ0VF4U7912ug7X9uag+Z0IoTgY8tx98Ybyd3R2QkSydSp/E6/tqL6E9sIL6G7tEPfs4N9c0IAbkcXoOncV7V2d6OzoVNRKd7d4Pe9BWBSlH8aWlXOwgcUkX/HGpqX+2PRagIBK7NYPRXg1WzDz+v/JYG4NnwGfxZ/1RaK/CiFUXV0mFlcFKgpQlGx65qoUGvqeULUwVJij39RlDAlu09zFxZ3OeAkVZWaoMfNXGJ58a0FKwkKChtsSHgQLtwkKbjMggP9QZcl6KhPpg2EeC9/XGDIsv8LsfFlYktnz2dkZ4pjIvpdVjctyUFGag/zcTPz5+884k5GKcqFislHKyDDmtBSfQX5RJvILM1BYkYtjuZvxxp8OCF44BDYjVTAxMcHUWbMw2nUCTB1mQOU0BYOGz4Cp0xyYOs+DxV2boXn2BNQv50OzOBfWL6TCdPKTGOWixeptlvg+ahDWRg7C2ohB+HK/BTzv0sLE1BSz734AJ7NKRX8LmpSjk7Lw+orP4Og6EbbaoRiq0WL6UC0+dFAhykeDaIOjPtbbAlFeahz3Nke0tznWTrLFLM1wzBtiiz3+Noj1sxRKJS6YSoXDDDEB/TCJM2xTlVCdCBMYa32xJpghEZLO+aRQxcfC7YRgK+jCrKEjVMJ4jjBRIz5EUTQ0rYk6YmzkFTIM8cG3CZWSGDZMJEVyPyFkBBJCHBAfbCdGXKA9EoMd8dXMSfB0nICnxjsgluXyw1yQwlDk8An4xWsynvIYh7DxE+HsNgFTpnlh9+FYYYbPLa5FblkDHpi/Ch9+tA7V9cz1MG5X0L8tgVBdp6gPfe3FvykRAoTwkICRQJEz78HzVB8ESjV9IwIKzdATLNUGxUIFQmjUXERNzcU+RaJARDF3UY2I19PPomfRUiUPxRgion+KUcdHUY6FhUhp+mIRyVKav86htLRWqJPDMTn44MtdePTZj+AZ+BDG3x6CiVMDwBxD9yl+sBluB3vXCRjt6gF7Nw+4e0yDvb0rho0YjhcXvYSIqBhERMUjJi4BWWfYQyUTOTmnkJWTKUqzEBISJsazMVAkNAaCRALGWMWY/LY7Hkdis3Ayqxy19U3o6e1F0sV6URrkaGMVWrs60NPdvwhyQezo7BALPRdXbnd0d6GtuwOtbW1oa28TxzovXkcXQdLdida2VrR2tOFGZztaO9rRxus629He3SmGON/ehraudrRydLShtb0VbeK1bWIBF/ftMlzfrtxPXN9puG9bK7q6ukDotXa2o62nU9yHkOlp7cLFL+PBCDQqq86iRgE21jeTC7t4Hd9XvH+7+F35e/Ke7R0d4p7t8p7t7X2vk6/v7qZy6cHpyN+wc/XD2PnpQ/h1RZiACnNVqFRifn+PaTx/g1H/Pf4OGn72fAZ8FizXwmfDZ1RXWyF6vUuFYjwTKjXMkGc/FVF+RclZMc5TkSAgGAgVQoCtgmlOE/3qRYFJbit5K8pxJZ/FGCbclkpDgsVYfRAg/IcqYZKfJ30mVDHsTGnIwmc+Cs1jwvxFxz9bCCs+kvz8U8JfQtiwUZfS1EspQsnS+7qEOJzJTBfKhaAhUGSdsNzckygoOg12qDtVlIANJ/3xRYIlXvtVDf8HNRg+dhjuXvAkpgfeDXNrVioeAXO3+6B9JhKaRbnQvlYH9VI91EsroF5cDNWcn2FqMwIvrzZTlArVSqQJvthrgqVfW8JtyiA42LngUEQ8zuTW4IffDyIgYB6s1cNhMUgFGwsNbDS3wcl2CN65ww6HPG0N5e5ViPQ2Q6QAizkifCxxwMsK9wy3gZ92OH72tEZ0IJ31ZogKoF/FDPSp0IcikyBp2pImLsW3ojZEhFkhXoCF0KCTXm1w5isFKOlbIUwS6YMJtRRKJSlcI+CSEGqoJcZyLqHDkRA6HPEhgxEXSqgMRzzDjINHiMZeCcF2YLJjPBtzBbth5dQJmO4wAUumjEHCbLYUHgtdmDPSw8djV8B0zHYbD2eHMbBzHovxHr549c1vEKvLFiVvSivPYddfcThyNBUV+vMorzovzF2KsmgU4OC2sv93c5YxQCQ8Bh6Tr5ezjBITaqNGURxSiTAIoLq6ScCE5wkVCRNp1hKzCCFWzGdKJr3iY7nF5GXo9KgkOZ4XNb7oQykrZyY+a8g1gGV+CkpqEZFchDdX/467Hnoavv/2RtAD0zDFdwbcJ/tg0oxQTJ4ZAMexkzDSaTwcCRWnsbBzcEFQUBjW/fgTouLicfTYMaSnpyM7S2kRLLo9Goo/SqBI05cMH+b/sxIYxnCR8JDHjK+TwDHJyKpEYRkTeJrR3HwZdMbHt9Tij3NFON6kF9/Ke4y/VdNUxG/aPT3oNCy4XJy5KHNxVBbhdrQTHu1tfcfFt3PD67jN641fJ14rXs/796Kri9dwke0FF+yu7m5xvTEImKT59wVZAWBnZxe6urpFPsq1PbkimKA1qQJNrx0SAQI0X93yd/X9jV1/uyevE9d2dYmZv7881jfzb+poRcL2T7Dto/nY/cUC7PrsEWx55y6hVOhfidj0pvh9lM+Cf+d/Mwy/D+9PePNZ8Jnw2fAZ1dVWim/vA2GihBMXoKqc+Sul0FfTl1KCahEhptT9MlYjhAL35UxVU9VnTuuHiHyNBApnCSY5Ey5UHVQoxgqE/xCLCpU2wIUFObeYySrLC1HJro9s0EW1RKVTpoyKUqoY5sPIopX0pyi+FprA6LCnCZBmMllQUjrpafriNoGUl38SBXkZyC/JxYGcj/BpnCU+TRiEzyM0CHjCGrcH+eClFZ/Ahl0eh0yF5cIj0K6oVoDyOsOKq6BhSPGSGqifOwGTEbPw8CJTrIswwXfHaQIzwdrjJtgYY455T5vDUmWB5W99iEWvr4Kz81SoTFUwtxgCc7dQqKY/Bu34QAy1tMEkG0uscrFCpKc14rzUiPRR4biPBSK9LBDhbY5IXyssdbbCTKtReHecFpH+loj0M0WEvwmiAwgURaXQtxIfxEHTV79fJSmU/hBLKGBQIzFYg5RQK6Sw1hfBEqSBLoQqxdpgLlMjMYxDA5rH4kNpKtMYEh9tRb4KFUocu0aGDEFCyHDEBY0QfVhYDj+RJV2C7BEf5IzY4LF4cZIHptu5Y7X3eKTc6Sr61CeFuSI9xA17/D1w92QPOLiOh91od3jMCMeM4Kfwydd/oJDZ5BXnUEmY0JdiMH1J57i+tlGoDgkDY1hQdRjv/1fbUuHIewyc/+l8jVAxLSLqTIBngP+EUKHJjFn1NJVJqAxUKdKfwjIsMnue2fZHj5/GsagzyCtqQExyATZuicUTSz6H372z8fByL7z7Vxg+OR6O5Zvn4t6XZmGy71RMmhGMKTNmw3X8FIwYPhJ2o52waNFrOHIsGkePRSAqOhKZmSeU8is5SifHrLMZtygTCQgCRUJCHvuvFAqvk4PXyuuE+au04jzqzl3G+fOXcPniVbFgxTbXYmt9kUi6azcspFy8mfTX23tTOOF7O3vELPwDhnwVFnz8+yKvmM2Mr2NeCKEkFte+xbwbbNciikXe7MDN3mtA7xWm4uPmTcW09P/2LZ/3EzYoI194z7UOEYrMsOXWhHLQz8K8k74fxcFBJ4fIVjdWZfxbmCTZPWB03bwJ48EoMP5u1y41Im3/tyg+dQgXqnPRWFsAfZEOKfvWYMNLM3B47SLx9/G9jT+Pf9pmKX2+vwKVLvEs+Ez4bAiV+roqEVJrHELMTo/cLy/LQebJZAUkRlCRQCAgZIRXH0wMpVoUUxnVCf0ynJkDYzChVfVDRt5Lvp4z4SKhoigfAorl8wtFmDFNaRI8rBUmSuhzFhApRGWpMioYEUa4sGw+zV1lhkrGZUroMs1mil9FyVlRQonpnFfK5kuVUlCQKWqCiUTIQqqVXJwsjsH3SePwSZwJPo0xxZs7bDDtbifc/fgimKsdYDbzZdisqILV61VQv6aH+tUKaF5lAiRHNTSvF2OQ0zzMfsgUP0Sb4fsIE2UcU+Dy7CpzqNXmGD5yFKyGDIWZpQZqWxeoZr8Dm8VJUD+0GarRM6AxU2Osegi+8rBDhJca0TOtRTvhCC9LRHoTMOaI8lXjp9ut4WczGPcNtcJfPraI8LdAhJ8pIulHCVLMXErUl+Kop8+EocWK054mMDrlac5SCcAkh2nAkRisQlKwJZJDuG8FHZ3zdNIboEK4KKqFEWI2BrAwImyoAAp73ccHDUVCyEgRYpwoyuWPRhyhEuKCoyETcN9Yd/iMtMPWgLFIne2E1DA3UTNMFzoWe2Z7Y+7422HnPA52jhPhN2ch5r+wGgte+gC/7zoK9qgpqzwnzF6iPpYwQykmKuaODIRFTf3FvmPcNh681vg89yU05H24L8FifE5uc5ZQITw4pFKhr6TPEW9QKhIqAizGjvlbVApbCJ9HWSmd9Bew/+hp7Dx4Ct9tPIoP1+zBrLsfRtBD3lj8UwA+ivPGx9GeeD/GE5/FBeLLyFAs/80fDy33RcBdvhg/fiJ8fQOx6affcTwyAQePRSI9LRl5oiT9KdGPng55qhRCRQJEzgSDVCkSKHKWCsQYHgSKVDzG1wmoNLdcx5UrHWhouISmRjqgexHTXNMHlY4uw7f0mz2iNhb9J6xMfHljOq5sPoFr28+gNbIE7bkN6LnaIRZLoWQMsKBy6e3pRnteHG5EbRCju75IhOMaA6inpxc3OyvRfWEjus9/ha76d9BV9ya66t9HT8Na9F7eh5sd9PnQfHTzb/AS79N7E+eupyPvwu/IvfArzreeRE/DDTS9vB+tieUiX+XSumTRbKyw9ZLoEZN3rUXUNqvvuIEbrMTMoIReZUHv7epCS2cX9pw7j2119dheW49tA8aW2jrENV8UUKJSab1yBS2F11Ad24jq6AtoPHMJbc3tqDgbgxMH16OHprSEclw/mI/rhwv+Pg7l4/qRAvRcbhNKRoEKqxXrxTPhs+EzklCRSoVZ9bXC7KX4UypLc4QJjCqlhkUljZz0EgTGCkX4TEQCJZ3+SuKkoli4rZjSZMHJfwKKsZIhXOQ1Sva9kjNDnw/rk3FI/484z/IvzLynI98QZlzO0vaGtsI0eylDiR4T3SINSkVRLISN0kFSlGkpZu0vlnTJQEHBKeTnM8P+rHDq5xZkY8+Z1/Blggk+izPFx7EmePabURg21h4Wlvaw+PcWWL1VL7Lp1UuroX61CprXqqFeWgOrV6uhXVYooBI4bxDWRZniO4Na+e6oCb49ZobXvjOFxsYcFhZqWFoNgdc9dvB7ego0D/0C9RN7YWobAFPnOVCNnQ0bSw2Wuw1DlLc1Ir2shZM+2lODSA4fFQgYmsAeGaXFTPVt+HqiBsf91QIsUX4sLElHPVsIK+XwYwMVxzoTIONFbgqVihoihDhMK5zvSWFaoUISCJlgFXQhltCFaqHjceGgZ/SX4qSPD6EpjFChkmF4sS3iAocgMWSE6Gsf489Q5NsUE1jQCCSGjEJ8sCMSQlyxJ2gigh2c8fAENxwLZVVjRnu54US4C6LDJuDdqR7wHjcdI0e5wm/2vXh11VosfmcD9kdkIuUEK16zbzsd9HTOn+9rrKZEXV24xW9CMNSeuySGMUwGgsR4X8KiuqYZtbUtYhAa9KnIc3KWEOK1EiQSLLfM0rHPPip6pYCkKCzJpEzDkCYv/n2ESWnxeZQU1SO36Dx+3Z6EbQdOYfmH6xHyYDgWrPbC20e98UWiH1YnzMInsT74JMYTq2Nn4NMob3we7YkvI2bi+7+exsatm3H0WAyOHolAXHQMcpgEnJWO3LMnkJuVgdysU6LfSXb2qT6gSFVCmBjDRUJCnpdQkWqE53nOWPHw9fI6k5bmVjQ13RDF1s41XDQoFWOodKGHZib0gk71Cw/+oZS6f2wbGh/6Q5RbYel7Fn5kJntrcpXIF+lTIb296LnWiItrH0Xze/5ofscX1w5+jt6eTmHSIlgIhK5uoPdqNDoKAtFRGIaOwnC0F4aivTBEGUWh6Cibj56mzcDNvzvJqTC6elqRoH8de4vmYU/hv5BY/SY6W6/g4ueJaOTv9/ohEVp8DT3Y01AmoqkYUcWx63ypyFhndNW1ni5FuXR3o7qtHcvzCvHS2RwsysrD4mxlvJKdJ/ZfOJODHyqVml6dV7qQ90sZEhafROyLqYh5IRVxi9KR/t5ZnEttQXdnB3rbOkVyJvNlmBAq2gawdYAcPP7ETnRWNItIu16a/bqMlUqNolTq9cLk0784G9oI00n//zD31uFRnfkbdzwTN4Jb0OIWF0hIkXq7FUq93Trt1uhWtoIUt3a3LW2p4pZgSSAeAoSEuLsCERISQnwm4X6v+3nmSQa23d/7x/vHm+s6+5w5c0aY6Z7P3F+5v1UFoiKsslzCQToW0wJ/oIrLEALcF9DR+4YxjyK69fVhMBlSo7/YgNWLUhwKVur5uN4OFQkQqXwUVGRIi2EtBRXxfHqFIvIqTOIXZ4tZKVwlNPRQEd36A9318n4m+BWIZC6G+ZSMjPPIyr6I3Nxk5OWmIDf/ElKKTmN7wlisiTHCmjMm+OKkLab4WsNI4wrLx0/CZiUVSaXcqFYEXGQDpNWbaTBy9UXwY+YCKFtPESb6LcwIH/7HCNZDbGAxZQks/d7Ass9c8d5OazgsfAlWL52BRfAWWP/9PKyePgQT67GYaWWHr6e54pcZNojwtEaEuyXC3c0R4WWNCFaC+Vhi0xQNPKwc8YSLFY54OiLMz1KCxY9eYDbgvPqYAFvE+FuDSfyoBVaiK/4sgcEw10J7nA2mxxcNJa0RzwQ9E/YLLZAYaCkrvwRUqE4sRPiLKkWqGz4X8ypM5NMfzEHkVphfoX0Lb0cF0MV4MOIXuIqy4rjAcfiP913wGDEan3tORELwBJwN5iyW0Ui6ezxi7p6Cp+66C8NGjYfLsEnY+O9fkJJdga07Q/Dl2j2iYk40M5bLsmFWfREmtF7hpsJfSmVw/V8wufO8fljUGACl5vYSY3WOWqliFFDUqtSJAkt/dVdFg5ijIry99Al5MVuF00E5HoEgKb6C4uLLSE4px8kzWfj+9yhs+SYcjz7/Hh7+IABv756JNdFeWBvtjjXR7lhLpRLpji+j5uGraA98dXoGNod7IeTCWiSmnsapsHCEHT+OlAtnkZ1xUUAlM/U8stIu6G8nC6gYAkRBQ60KJmo1PE5gKJjwuAKIyrGo21yNqmvo6NmI/IIaVFfXiQvWQE6lCgx/idwFocJejqf34drz+0WDIXtJhC/Xs/tx7Zm9oneEppCs2mJIR8fQGS1Q8mLRtOpuNK1diqY1i3B922PobaqWYaXboBKN7oJF6C5ciu7i+9FT/hR6ypehu2gJusTxJegqXITe63tEuMlQ6dBV/lpHJk4UL8fxoidwrPBxnCh+Eo3dudDVtqPtZAG6ihoEyFp10qRxf20RDtaWCKCwB4T+WtxONlSioUe6H1d3deHj/EK8k52Hd/9kW5GZix+qqoXCKTxQjqhXLiD2zSTEvX0R8f9IRvRrFwRYeKzkeDV623rQxCo0fmYvHABLpAmR/o3l2c/vR095Uz9U+B2Eca7KHTkV/ipXUFGKRYXDZLNjkei6Z/WWAAIt7pV55B3z6SVU9Bb5Ilmfh8pyVaYsE/iGUOHzMNTF1RAo3FevwVUqFQk8CRbpGcbGTXbey7n3zMUUoJRQYYlxcb7YLy7OQ1GRtGkxzNEQHlQostlxoLOe+RXZICnvY/iLOZW8/EvIZygsm7+mLiGvJA17U1/BujgTrIkywboYCwQ9ZwEjcydYLP4Zdu8zn1IDDcHyD3bXV8J6BTvta2Cx7CjMrIbgsXdMsT3CCNv0QNlyygjcNh8ywbxHJsLypcOwfPEMFrx6FzYeMcL0Rz1gsfwErP6RC5tXU2H5Qjwsxj0GO2MNZto6YbGtBntmWeOkhyVOCbViK7rs2Qh5cI4VHh5sjZk2tlgz0Q7RPg44EWCOM34aMbs+MtAakQvtERXsiOhgzlCxQXwgPb6sETffEgmBGiTQkZj2LAF2iAlyQCybGRfaIWahJc4GWSGBeRShVFhOLENfhAqbKqMCOPyLcGH4i0rFCQkLmUthkt5JqJX4AHbLD9aXFk/E29MmINBtOA74T5STIwMnipHDZ5eMQfTCeXhg8jyMGDUZLiMm4eNV3yMtj+aRldj09UH8si9KdMdXVkiblYESYuZ+64S3Fy/2CiaG0FD7CjLqNlc+Rh0XjzdUKTUDITEFEvUYERar+m+oKJhwVSEwkZDXNzUqqNDSvoQNm8wVFdWisOAyiguuIKvwCn48kIBPNx/BI099jAWPPoIXtyzC6tN+WBPjji/PzBVAWR3tgdXR7lgX7YMN0b7YFOmJH2KfRHTGXsQnJSI09DBiIiOQmXYR2RlJyEo/j6z0i8hMS0Jm+sXbYKIUCcHwZ9BQQLlzVVBRxxVECBW1r1Yj+tfQdqC4tBa1ddfR23cLcQbVX53angGloocKf2E3b4wTZo3sLKf9CodpsSGRcKGdiu5amwjTMCdxM2QtmlYFS6gQLF8uRGfyEWGPcrtSkVDpyr8buqp30KctR29PBfrak0U4rLtgKboL7kZPxd/R19sInW4gDEaK5Tb8jJDCR3C8aJnYuJ/X8CvoSNzZKyu4WNHVqusRzr97rxYituky6ns6kdd2HacaqrC3lmApxImGCtzQ9aCnrw+l7R0oa+9AREOjUC3/yMrF+pJy5N9sQ97NNtR0d6GrsRvn/5WO2DeScO6jNNRnXEdzcQuKj1Qi/r0URL18HhnfFaKnqQvXPw0XnxUbQNvCCtB5oUrMouE8ms7ESvF5MpTYzc9epwO/A1X9xe+G31FNTdntc1UM+lSEUqkpQVV1mbzoMydSxdyI3KQS0c9S0cOFUKFHmACEOK9AeIrx3HJ6jLEr30Cp8DyqC0NVYggTtT8Q/pITIeVkSobYlPsxn0Nvfa9yKexxYShM5E5k8yOhIvtgZI5F2rRQkQxARYGGCXo2PhIq3AoL08SAr4LcVAEWNmMmFB7GtnMu+CrWCBtiTLD8Mw3MLM1hMXkZ7Fbmw/bdy8L3y+rdK7D6Rw2s3qmBzQeFMJn3AuwGW+KfP8gk/daTxthyQiqVzSeMsCncBA98MBwWT++D1Yo0jHtgKdbuNcLza2ygWfoZrN8ugsULl2DiuREWk16AldUQ2FhaYImzI3bPtUUEE/TuFoh0t0P4PA3C55rh9FxzfDXVCpMsreHlaIWds4din6c9jvk64pC/E/Z7O+NHz6FYN8MVP7kPQnQQTSXZg8JcCO1ZbMUslXMc1hU0CLs8h+PDCY44Sfv5IDY6soveGnHcFtJUUq9S9Il6NkDKjSXItMAnVAbpoeKCKIbE5rsgNsAF8YGuCF0wBfeMGYZXp7sgdv5Y4VocHzQeFxeMRdKiifjO1wOTx94F18EjsHjp3+Dr+yT+/e1+lFVUIS4pHx9/+QvyC6+gSu8qLFWKNIqkSmFO5U6oKFgoiKjbXNUxw1VChdVc+lzJHQl+9fxcFVQID6VSFFAMYaL2hRNxGcNfnFVP5+EGlJbIwVtUKEUll5FTeAV/HE7Fio93YckTT2Hxs/744NdFWBM3H6tiPbEmeja+PDMbq6PcsSbKA19Fe2FDjCd2xC7C4eR1iMuIRfjpU3bnr3kAACAASURBVDhx/ABSzp9FdloSMjJY4XUemZkXIMJc6cnISL/Ynyv5K6AoUPzVqmDBlef82Wp4jlFN7Q3U1rfiSl0zmhpbRJ9KYnMtfr9aKHoj2lmSq8JfCirL96BlewLYYX+zqx1dfVr0VF4XMBFgoS9X1lWhUnRNNWj++ik0rV40AJVVwWj943309bLSqtcg/KWgEgxdzT+h69WilbNZOvtwS3cNPRXPSsVS8jD6uvNEyIxQ6tX1gZMY4ypXIrTwb0KpSLXyGGIq/oGe3ptCbTHMRvWkoEJ4nG+uBXpvQdvdjXatFvHXr+rBUoSklnrRaNjd3g709CCvrR3v5+Tj7axcfM2Q161b6Oloh07bhbYrHUj85yUBlfOfpKHzOvtrWtCj7UZt0jWUhlahu70HfR09IkzIz4kqT9vQhq5bWnT0dIvSYZYPc2vvaBfVbn29vf19KvxO+N2wT6W6qkT8KqdSMVQpBArVChseq/UQkTC4HSxMvhuGruT+7aqDRpWypHgAQISFUiYKHIarggxXsU94cPww8yblhIe0ZZH3y2Oc20JAlbFyrCgHJYXZKCuhGpENj0KZGDgY9yfuSznEi130A/YsBAo3Vf1FuOTnScBwP4fVYNkpyCtNx2/JD2I9oRJrhE8OWGDEJFuYWTjDYsFnsHkzF7Yra2C98jKsP6iBzYdVsL5vJ4wdRiNomTk2nzIWlV9bThhj83EjbDluhI0njbE1zBjPrbeGxaM7YPNBPmwWr8WLqx2w/pARxj8SBMvno2G9IguaR4/AbPorsHScCI2lDR4e4Yzf5g3GnpkOOO6hz6vMtUHEXCucmmeBY+7WeNRVAwcTU0y3NYe/gwUWOmng72QJL2szTNNYwM3cHI+5mCEi0B4JgVaIEkO4aOFCPy8nxAUPxo9+Y7HYdTBGGmvw6WRnJCx0RkyQPlEvcikGKoVKRZQZWyN2obVwMI4JtENCsLNQK3ELOHrYFWf87XEmwElY3CcuHIWN8yZh8VAn7PUegsTACWA4LH7haEQvmIDQRR54dPpMDBkyCuMnTMe+A5E4GX4RJyMuiAmamfnV+GL1b0i5VIqqqjppCKmHS0U1cyncBrriCQ0FAEJDQcRwVfsKKjxfPKbaACr6XMqd56jkPUuLVYOjoTJRIa//LhmmPxmr164hMjIHe/5IQHZujRgpHB2fi207j+HRZ/6FucGL8fe1i7Hh9CKsjQ7A6mg/oUjWC5hQnXhjfaQHNkW548eEZxGdGYrYc4kIOXYIcdHhyE5l38l5ZGXIJHxm5kVwYx9KVnoKMlOpXnhOquhP4Sx59qkwgc/9OwFBaBA+Ch4KFuq2WtXjDG+rc43qrt1EY3MH6hpbcY1Q0fUi5UY9/tBPG2zu7gTj+iKnYgAVNj3KPIZO9KywDJhJfDr7MpTTdVGaRXamHkPTmsVoWrUQrb+/h5YfXkHTl8G4vulhaGtyeT2XF3yRU4mS4a+CYGirP0Qfcyd9EFtfd5kMhTEMVvwg+rpz0KOFSNjTmf9aZzZOFj+JowUPI7HqU5yt/gjHCh/DsaIncLU9GTynHypaqVQIFV6kRS9IRwc6OzrQptPi1LVK7L1ahNCGMrToegSIbum0yG69KZTKW5m52FZaIcuqu7tlX06XFqmbcxD9epIAS8a/89Hd2oOeXtnL06PrQXtnO3TthlAJEbY3HB/AEme1sdxalWj36XrB74CTH/md8Lvhd8RmxqLibBk+Yu6D7sTVBaiqLkRldaHMqzC/wlBWuewHEWqjHzQ0o5QJfLnSG4zw4OhhhsH0jY96iKhzDQHyZ3BR6kXBhecr2xbDyjDuC7NJfZVXOW+LUmSGu+S8ehnK0ld86cuUqVhkrkVOgaQ6IURkKOx2uPCYVC1pyM1l6CsZ+bmXkJ+bhILCDCTk/oqNCQ5YF22EDdFGWLbKBhaDaOXiAtNpy2C1fC9sVqTD9o2zsAxcC2PnuzB+jg3+9Ye5CH31qxQqlONG2BxqKgCz8hdjuNz3HKzfTofFM3GY+ogHNh0xwTNfOENz70pYv5kFzSOHYbZoM6wfXANzh5Fws7bBfBcbPGNvgaNzHBDuYYqIOdYIn6tB2DwrnHY3x79n2mK2jTkGWdphsLU97DQ2cLS0w4QhwzBtyly4WtrguVFWiGSoa6EVooKZO2Hjo6PoK/nedxgWuLhgpIMrFi18GA8MG4aw+U5IoIHkQgfEs7Q4yErkUqIXsHNfb+nC0mRxXOZq4sQUSSdwvkpckCtig1wROZ+2+CNxLGAKnnEbhX/NZgMkYTIGnLtCn6893pPw5JRpmOx2F0YOG43xY2fh2ec/R2JKIYrKLotJnHTmvZBciNyCyyirkLkUXtjFsCwxu4QhsAZUUVnoGxoJDQUOw1Xt3wkK3lZgEXAxcC3mbb6eWuVrMwwn59griChVorrueVsk40vrReNiSckVlNPPq7wBMYm52H/kLL75MQ57jqbhnfd2Yq7HQ5g8wx8z58/HE+/fj/d334fPIwPxVcwCbIjyw7ooD6yL9sTGaA98HbkURy9tQFx6NE6GH8OJ43uRfCFKwILgyGI1V0aKqMZSFVkCDCwRZoKeUMm4JGGiP5abeal/rrwhGLhvePtOeKj77zyH5zEUJqq/Gho70NTSDcLlSl0TeBHLab8uktf0m6rr6hDH/gsqWyRUdLQrYalxTy+ad5xFw/Ld0mo+s1YUzt489AUav1ggQl5d6WFoj/0ZTV8ECsh0xDI0JS/2MlGvoLII2srXcasrE32dmehrPiBCXl2FS0T4S1vxAvp0DejukT0pVAyFTfsQUvAwjhY8hJLrx1HecgohhX8TW2b9t+ALiRwMlcptULkKqgHmjdgD06fVgRVhKnlf3nkTt1iqrNMh++btUNGKx8mGS22vFg0Z1xH/brKACnMpGV/no6O+CzoqkY529DCcRahwvguVyhtHhDcaTTI5h4bTNOmQTGiofBG/j7rOduH9xffE76ZXq0Up/bFKslHG0l8V+mKCnlt1AaoFWAgXKhLVVW8QAmOjo0FehfsEAFcBkArZga9gYniuIVj+al8pFcOV5/K2UCVUJnp1UsHGS+6r6i+hUiRY8vPTobzDFJTkmGHZoyL7VGQORcGFKzdZWpwqChoIEd4u4qyVHOZY0pBXloxdyUtECGx9lDHWRlog4Gk7mJnZwsxUAyOHMTAb7Qez0XNgYjdIjBBe/o4LdkQZg9VeQqGcMBLhr016sGw6ZoStRy3g/+JwmC87BOt3c6G55194+tOh2HjYGXMenw+Le7fDgqXFwf+C+Rh/mJuZw8bSCfYaWzznZodQTyoVC4S5axDubolT86xxerYpItxt8Plke0yyscN0t5n4+Iut+Pd3u/Gf3Udw3yPPYaLGFjs8bBHD2fNB9iJ3ErfAEfGLnPGj1yh4ObvC2UKDN199Dz/tDsf8IRPxh6cLEmh5T6CwQixYQkXkU4RSoVqxlEqFppXCsoVVYLaI8ucMFlkNFhUwDHH+w/Hp5JFYNswZoQFjhEpJCB6D2KCx+N1nPL5Z4AvfyVPgNnI8xo2fhvXbf8QjT6zAE8vfR3p2hZjVzoovNS2RFVRKKciqr4HQV3UNGxAH8ioKIFzVviE87gSLIVQM99XrKaj0h96qmuQIYgOXYaoT5k34fqlexO1SjgHmJMd6YRSZU1KPnw+exc+HzuOXo+lY/tImzJizRHTET57lhSmzgzDFYz7clwTg4feD8d7PgVh3OhjrY3yxOWo+/jj3HuKzQhBzPhwhxw4gNiocTMBnZ57XQyVZQkVfJkyYqKosoUioOgw2pVSESjEIZQlY6McCK8XB1TD3Ynj8f+0bXa1vRd21NlyubRHNRr09OpR1topf6vvoUtzRKpQKf02rRD3NIZu3xItkOaHQ29IlpinS5+va03uF5b2uvgN9bQ1o/no5Gj8PxPWND6K3oQI95WlCuTR+vgCtv72Lvp5OaEXlFtB3Uw+VwnvQza3kXnQVLRUhr66CxeguZKJ+MXqb96Onp0//a74XPb1tSKj6EEcL/iaT8505uNlTg1MlT4twWEzFO+jWXUcvczB3QOVs81XRLyNUDENpPVpc7m6XI3xri5Dbdp01zLgloNL2X0pFPK63V7gEcP/KuXoBFioWgiVlfTZulN8UbTFanXYAKvpEPT3J+rcX5NRL3c2u/so4oUo6WsHvguqJ342uu1v0ZLDMlgqlvJIJb709ix4shIqYpSJyIQN9KSqvYhj+EjApl1CREKIli6wWUzDhOYaAEY/RQ0ntczXc7gSKApc6TqhwOBhVioAKLVuKpU2+Cn2x9+ROqFCp0L6FKkVtdyoVARA9WNgYyRAZQ2IF+Wko5JaXisKiXETnfYeNZ23xVZQp1scb4ekN1rBztMbEu+Zg3KSZsLMfBCsNbfMHwdjCHuPcNfhinxm2h5tg6wljUK0QLgIwoSbYGGqKrcdN8e43RnB84HlYv3EJls8exSDvefB/3A0jpgyBifUwmFoNg5nDBFhMWw7N5MWwsrCDraUNXpowBKGew7B3phPOzLPBmbkWODXPBmFzLREx1wQn3G3w4khLjLQYgqefeRd/hCTgiafexggbZ7w70QxhQZaIDJTmkKKUOHgIvvZwg5eLM4ZoHPDm6yuRmFKAg6eSMW/EdGybbYezdzsiJpBAsRGJ+7hg1QDJrnpLRAsDSjZD2gjLFuZVWHUmwBJgJyq/ogPdsHHaeCxyccC2meyoH4r4hW7CmiU2YBxW3jUcCyZMwMyJd2H4mHGYMNMXv4QkIPZCHnb+eBzp2SXCI6uM43XFhVo/C+U2A0fmUqTdSs2V66gxSL6zpNgQJgoid64KFgo4CiLqNu+XAJPd+twXhQIi9zxgDtkf7tKXEUug1IlmxqKiK2KoVlwSP+cMvPXpT3jrs18Q+OA7GDvFC5Nnzse0eYsxzX0Bps7xx/Q5/pg2ewFmeATAJ9gfD708HZ//dg9OZ/+GxIx4nDh5GCePHcKl5LMijEVw0LpIhrUG1Ig8fkkk5v8SJCrspV/zCBaqE31YjPsCOLzfwFhSJfX/LDFvCBjCyeja9XY0NLXhSt0NVNVcQ0+3FnW6bhwQ81SKkNvaJH45s45LQYWOvZyV0vLv82jZkShMFkU103P79SOE00U1VFdeDJpWB6PxiyC07v5QNjZ23UTL939H0+eBaNrwAHRXCqFjaIrhr5uq+ksPFVaBFS5Fl37Tlj2FvpZQ8Yu/s1Napciqr2wcL3oSoYWPIrbiffT2cexvHy5cXi3CYQyB1bVfEmqFF35DpZLQLJVKP1S0OtR3d/a7AmfflP9+QiXrJqGSJ3Iq28oqQKWiHse1o6NDvLfGvBYkfZkhoBL16nkkfpKKllI53ri3XSuVynP7ce35A7Ks+El9SfETf6Bx5UnoWrukyaVOJ2J//A5YlcbvhN9NR/tNARWZ9M4TbsTMq6jKL6FWaHnPAV1V0rNLwUFc2PUNjYSEutBzFdAQORk+14CS4fE7YWH4fGpfnUNocF/BgwqD++q11HlioqRepRAs3GjVImbb64d8MQczkKSX3frCQr8kR59PkXBRoS6lUpRqUccJFibtCRahYPJTUZCXguzSS9iZvADr4o2wOcYYX4aZwfsBG6z4ZB32h8Tgp30n8dOvR7Hzj2PwDb4PRmbmeOgVC2wPM8FW9qboE/VM1rP6a0eECTYfs8TK7+wwzn8yTCYshmbUbFjaWMHc1BKmTnaYudQeC18cDvug5bB+LQIm4++H2RhPmNoMxyQbGzw+2Bn/HGaJEx42OE21MtdChMDC53HuijkOzNNgiaMFxlgNxrRZPhhrb49nxljgaKADooLsJFSC7RG2ZDjWzHbDdI0NBjs44sMPVuH8xXykZ5Uj9OR5zBw5DRvmaJB4t5MYypUQbCdyKEzWy1AYk/hUPjL8FRdsj+j5dgImkSxl9qd1jCMi/EfhO8+pWDJsKN6f6IwwfzdE+g+RkyADOVZ4ArYHemKK23gMHTMRI8ZPxvBhE3Hvo2/iq617kJZTifKKq9JkkY2E/5WgNzCM1CfUa64090OFILhTodwJE97mOTz3/9oUaLgqqLCJ0bBDXoa62Eujn9yob2pkyTCdhdNzarD9h3C8+eF/4BX8NCbNXQy3aT64a5Y/prnPxwyPBZjmHogZnoGYPi8YMzyCMHOuP2ZOnYlnn1+O0PBQnIk9g0OHfkVMTIhIuGdns4mRG0FyuwIRYa6sVJkPuUOZ9ENCDxIC585jAi5ZqSIkxn1u+QxpMTmvBwz3FWj+F1yMmm/2CKjUN7airr4ZHe2d6MItHK0vE3PRLzTXivDXbVB54YC4IFKViE1f9SWqwjbFCeVCqrAfhZVeLCdmYr4rIwKdqcdlXmXV3Wj8Mgid5/aBU+r/HCqEyxJoK55FX0sI+rR16OruRVub9PliiIi5kryGX0SYizmU+KqVqLxxBhU3zuBCzRoBmqOFDyG7/meRdKe5pWGi/k6oUJVUd93EvtoikbAv7mgWSu3/gooKVxEs3bputNd2IG17nignZq9KyldZ6G7pwa1OrXBhJpip7K6viUTL5jhhz9/8VbQw4+ztYA+PtIth6I3fAWfU8zvhdyMmPxZl9rsSK5iola7FUokQKrcrDgkAdrpLVaEu/DzO6q/yiizk5EejrDzzNrVCECgo/BmM1H0KGOp5FVwM1zvPEY2PrCSjzQvLibmWytHCBBI3goX+YQIwJbmi014YSLK02ECx3AkTQ6j0A6UwHXl5aTK3UpyH8LwN2BynwZZYY2yMN8ZDKy0QcM8irN/+AzKLq1BUVoO8smvYvvMQLKycMXG2GT7caYyNx41lj8pJCZOvDtng758Ogs8Sa4yYYAEzCwsYWxjBZNBQmM97HpqHv4FV4It4ZoszPv7VBMOXPgzz+3bA2HUJbJ4NgemsN2Fp7oS7HJzw7dzhiPRwwBkPG0R50GDSEpEetjjtqQGNJ3fNskSAnRmcjSyxeIQN9vi44PSCoYgKHIQTC4bgJ5/ReGHkIIw10mDq+CnYsv0HXLiYj0uZpcjOrsDB/XGY6DIaG2ZZC6VydqGjCIP1T4kMlKXJ7KZnaCxaVIY5IibYAQTKGS9bnPG1RMT8ofj3rPFY7DwIT7hZIdxvOCL9xyDKdxTi/EYhPnAcwgKn4I050zFh2HgMHz0WE9ymYcTISVi35QccPZWIjLxKUYFaqm8aVCXEhhd3ta+AUE1I6O3rFUD+TK3wfHU/V/V4w30e4/Or+yqqm4SJJPMochBXg5jVwvcnciiiQ56TGznP5aqY50Kr+oKSGhSXXkVubiO+/i4Cy579EnN8HsL4aV6YMmc+ZsxbgOncPAIxdd4CTPVYhCnugZg6xw+Tp8+Dl08w1m/chuj4RBwNPYqQo7tx8WI0MjKSkK6v6srKvCjDWQZQIVAymJDX50uUSlFKRgFDwUTdVmBR5/P2bUDRw0Wdx1UpFqVO1G0VJhM5lbrGdpFPudbUhmuNN9Da2iZCNRHXqsSvY670+DLMqbC/4toL+4XjL3tWGl8+hOufhKMtJAfa1i7R29LbUo/mHU/KJD3LiFcvEoql6cuggWOEzS9vo1eEwNj8eEf4q1CGvLpL/obe5n3ou0UzS9ksyYs4w1na3nbEi6qvR0UZ8bGix0VZMcuJuc/yYiqY6PK30KVrgk7bi1at7FNhot4QKizfZWUVXZqpDGg3f62nC9qeHhECy2KiPlsqla13KBXxfiibONSLlVxdHei+0YPMbwv6cyylp6qBnl40fajPqbwVgu6aGwIg3V1d6O7kJo05majn+6HnWcS16v7vgs9fV8ehPenCE4sgUdVfSq1UV+SjWiiUIigTSV7IJThu767nxZ8XbXlfuagqq6hMQznBJECjT9qztFjvYqygwvvv3BQw/mwV4a47QmQ8T+VY+D4G9mWZMW/zuPITI1TYbS+VDZsh/zoEpkqMVSWYzLFQqaQiLz8FBZwQmZeN9LJEfHd+HjbGmmFDjDE+O2qGWYuH4qPV65GUmoP8kmrkl5QjKiEDoyfMhbWLMV76whzrj7ICzBhbjlvildX2mOZjA5tB7Hcxg4WdCab6meKRt+ww5O6/wWZFBqw5OfKRvVj6z+H4cp8Rpjw+C6YLN8Ai4BtYvpELiyfDoHGYBnszU9w73AnfznRChJcTIj2tccbLCtGeGpzxtkK4hzlOuxvj+zlWCB5kjpn2lnh89CC8PN4FL40ahCBHe0y1tcOUkePx0qtv4djxOKSkluJiajEuXSpCRlYZNu44gpFWLtg22xFn2Ry50BHxgSwXpsU9w1vWiGZXfhBLjK0RR+t7VpAtdEB0gD1O+9jimOcgfDZhHLwc7HH/SDv84TUc4QHDEeM7EtEBY/Cf2aPxg/s0fO3vDs/xd2HsyMmYN3UavKfOxohhk/Dj70dRXFErZojQhZj5CeZRDMNPCiZcDUEgQKEvF1Zhr/+lVhQwuBo+jzquXoczWcorBlyJhTrRz25R0xlLSq/qO+QbcP5iOc6nlqC4rAFZWXU4eDgVH3/+C4KWvAS3yQGYNMMf0+cF6j26uM7HXYTILH9MdQ/E5Nl+GH/XTCx/+iWcOBGJiIgY7N+/F5GRx0XjbnZ2kiwRzkhCtgBKMnIymXyXay6dhsVt6T6sAMFVqJeMFJmQ16sUBQ5DUBjuK6ioVagVfUhMPLe+mz4l+ZwoDGC4SwFFgcaotuEG6htvouF6O67WNaPhWrOwKUm6US9+HYfUl6GZyXqDnMq1p/fh+qpI0WHfebEaXeVN0LZ2ir4KVjj19PahK+u0aHQUDY9fLkTjF4Fy+5zrAn0z5BJcX38/evRVYL39OZXF0FavgK7mA5GYl7mURdDVbwT62oRHmFApvUBjZy5OFj8lqrxYTny08GFQmTBhz02WGC9DaNHjuNp2Ebd6gRv9UCkSrr+0ZeHGXpei9hYRZtpdW4izVGmUQvphXLkMfymolFYIgIAgoWtAXy90nTpcTbomFImuT4eevh60VrQh4f0URL96Aalbc6G90Y3rH52Sifq3QkSvTzd0wuWZIwW40dmZjgRM0rd0d4LfAZUKvxO+z+rqUhH6YZJalRRzZTiMkKkqz0eNGMo1UP4rAXG7auEFXSkKVnyJ0cRVFaip5nlM7stEP0NhdAOmX9efPY8hWBSk/gwq6vUMV+4rkKhVwYUgUZsCC2/TaJI+YRXCfJKuxbLK6868ioKKCokRKrLEOEXYtxTmZ6EgNxn5xXk4lPUBvoo3FuXFq8NNseQtI/guDURE9Dkx0javuBgZ+ZVYdO9yGJka4dE3zLD+KMNf5nh4hSUcR5vBWGMME2tTuM0ywXMfmWPtPjNsOWKCOcsDYPHCeVi9UQyLF2Mw80lfrDpghMXvusHsgZ+geSUNmtcyYP63ozBxuwfmNoNga2qBpYOsETLHGjGEircNYjytEOXBccMWiJxnimgPS/w61wpLhppjmJk5xpvbwn3ybDyxbDk+X7MBR0OjcCGlECmZZUjJLMWl9GJkpBfjQnoFHv/75xhtYY0fPVxwLshBACWOzY1M2gcxAW+H2CBbkaCPDrLC6UBrRMy3QnSQPc4EumK/rxvecZuAuZZOCHbQ4D8eQxDvOxKnfYcg0ssVMT4jsHbmCNw3ZgweuGsaJowahzGjR+OhufOweO4cDBkyHr/sOS5+5Ytuc5pG6pWKggov+EpBqFVBgGBQMBGA0asWdczwPLXPVZ1reEwBhav07JJQUSGvMv174/vk3BNpBClLhvftT8RvexNw8NQFHIrIwf1P/AsTpi7CpBkEhzcmzfQWQKFSIUjEOtMXk2f4YezkeZgffB82bf0aMXHncPjwURw6tBcpF6KRnXUBWVlJyMpkR7y0WpGgkA2O2ennhQ1LbmYScjK4ETIyrGW4ChDow2EKFIYQUZDhfWqfIFHnqOO8TUgx/MXczcWks/2lxwos/VBpbu5ES0sXGps7RV6l+kqDKLEt72kTv46ZIC5vaxGVXCqn0vDkXjH8ir/LaWff3tWBto52mawWv/b70HZkjQhvNa1djPawr9GZegqdl46h81KoWG8e+EyC5ctgtMfuEhdolajvKlgI3ZU1uMUGx6tr0FVwt+yyL7gb2ssfA9paYWwpINB0WMKj6FGk1m7Th77CUd4ShoqWCKRd3SEUCyvB0uu+Ea9zU6dFSH2p+PfRSp79Nte0naJc96DevuVEQ7lofuzs60P2zTZktLbheF2D6Kpn8+PaolJktbaJ+2pood/Ri/zdpSKPkv51PpqLbwjV01La2g+Vi2uz0N3Yiesfqeqvo+hIqhZjlntKm9C/lTXhVpdWwKqivUUk6amc+J1QNYnQUIkEiiFU1H5VOS/+rABj+ItgkaEupTB44b/zos/7RJK+iiApEYqFvTDMyfR3xesrxqqrSkX+xRAmap/Py/07n9/wtgKZ4ftQQFHKhBCRqkSGvxRcBFT05ceES5nwBWM/i6wWUyAhYLivNt4egEoa8nIvIa8gHQX5ySgsysLFkkRsPTdZ5FY2xpjh40MmuP/ladh9KBSnziQhp7AG+RVX8O6nG2BkZAqfpRZYfdABj7zpAo2zKUw0pnAcZYL7XjbDqj0moiJs21FTbA4xwt1vjIfFkwegWVEKzWtZsF/0Nt74jxne3GELx7vfheaVbGjeKID1skhYeL0KjdVgmJuaY66zA/a4uyLO3QaRHhaI5kAvT0sBk2gPW8R6OCDa3Q4H5gzGsuFWGGVtg8effRuhUWk4l1OG1KwypKaXICW1CCnpRUjPLEV6dhlCzmRi0rRAuDua4ljAICQGOYqcSixDXSLcxY57O0SzgVJY32sQuUCDMwF2CPEZhjUzR2Dp0EGYae+KB0fb4mf3oYjwHoII78GI8xuKMz7sXRmJAwtnInjSVIwZOQpuI0bh7imjsXz2FMyk5f3YaThyPEZ0zleUM19BV1+pUmhBbwgWBYA/A4uCWT9T2QAAIABJREFUxJ2regyPq/2/XlVSnrYwUqkooFA9qZG/An7lDSguZkKeY38v43hYCqISivH553/gkQfexqzZQZgxNwiTZ/hihnugCHXN8AwS4S5C5a5ZAbhrhg8mT/fEinc+wpmoeEREROH3P/bgxKlQpKcnIjf7AhjmyswkTC4gJz0JOXQWpodX+kXk6H29CBQBlfQk5GXerlQIgQG46IGgD28pYIj8SKZMyKvciSFE5OMHEvcCUFQ8+ioxUTFmkMxXx41utHaj5UYP6q6143JtKyqrGkSynmll+mMxRJTcXCeS7LdB5Ztz6BXhqO7+ZLXw+2LpbvNVNH/ztCgdvr7jSfQ216L7FtCh5WyQXvSwjLg6G01f3SNCYjd+eRu3urvQ1xYj+lS6CoKhu/yZnD2iuwld7XrwGDvqCRxt5RuAtgY9fR1IrP5UQOVkydNo7ipCnxbo7uxFT1cvdD1AW89lhJU8j2OFjyKyfAU6dQ1o6+0VUGHehCogorFK9oFcKRS9IOymZ5c9FUpNVxc+yS/SW7TkD1i15OSJpD3tW3bVXIb2hhaXNmSLznlWfSWsTEHqlhxc+CIdcW9dFEolfUcedK09uM6SYuZUxETKQ2h89TAaX9FvLx/CtdePiGZSTnhMaakT38HhuhLwO+nsaENhoSynVeqEq+FWJfpTClAtAMGqrf8esMULP0HCi724uOtDXTU1RQIoorue91cSKmxSZJhtIIRmCBEBJINkviEsDGEi99kUSeUjw2nqfkOoqH2aS7IhUgGGQJH5FtkoKfpcONRLWOOzv0U2QjIhTxXH6rhi4VyciXxWfBWyKZIlylxTkccwWB6779NQWJaLvWnvY008e1aMsSnOBC9vccALb7+On/ecwrotOxEedxaHTp6Fo4sbnEdYYfHzI+E82gLGGjMMmWCM19ZbYeMxU2w+aYRNocbYGGKCDSdM8MJaZ1gtXQurFYXQvFYM80d/h/dLE/HFYQvMeGIeLB47DqtnImE+8RmYOs6E+ZwXYOYyCS6WliKcFeHuimhPC8R6WiHSxxIx3qaI9dAgVoTErBArjCft8c/RTphp54BFQQ/j212HcfZiHjKzK5CRWYX09FJkZFXgQloVVqz8Nxw1rnhmMqu9nBATZIdYJuSD7BAjKsccQOuXKPp/LbRBRKAdjgYMw5apQ7B8qD0mWmkwxcoEL462wx7PMTjt5YoIH8JkMKIDXBHlOxLh3hOwavZ0TBs3EUNGjsCscdOw5u65eNVzGkYPHYep07xxJu4SKirqUVEmoSLyFSwj5nx4w2mO+uS6goohKAxDXneqFAURBRx1Wz2P4WuwD0aoFEKF1vUVHAwmk/BlZXUoLr2GYiqVsnqwlyb5YjHOJhbj250n8NnH6/Hhsofx7SsB+OQpfwR5zcfU2QswbXYQZtGa3isYU+csgNtUT4yb7IHF9z6Bn37Zi/jEC9i3bz/27d2HxMR4ZLBpMfsCMrOSkJZ2ToS9aLmSk3YBObRgoTlkGqFyEbkZF5GXmSz305ORm5EM9p7wwi9DY3I/L5t5EgKG0OE5KchjyEyoDo4TluErAqY/Ea9PzMuKsAFY8flVDoVAIUQUWHi8HyoMfbGs+PLVVlytv4nq6mtobW2HDsDpxmrRWX+aeRX0idnxwgjxsd/RsjVB2MIzPHTbOFzmFAoTwdxJ46d+aAtdJzrOuzn9Ud/U19WjRW9bM1p+fB2N//JH0/r7oLtaglsd8ejSG0nqaj6GTgzp4gyTNvQ27EBXkexT6SldBvSU4Hp3KU4UL8Ph/PsRX/UhenQ30dOt63+d7q5u6Hq7ceHyKhwpeBChRY+i5mYc2nsBXqR3Xy0QF2z2f7Bcl4C5eKMezdpuoQhYuktDyZW5BcJI8q2sXNy2ZebitfQcfFvBRs9baLvSjvSv9cn5Vy8I1RLzhvT+Ilgun68HunTSeeAp6ZXWX+ygih5oLPncfmjLr6MbvTjdSM+vQpxprBbfyfWmenFhVKEvacooocJ9dVvkVSpUn0oxqC7+DAQ8piDAcBfVDTc2QlYIexcJFjHsSw8n9TxqVQpIAYrHua/uV7clQBSg5Kq66fkeFEwM1QpzJ4QK/6M1LC2mL5hI2tMfrJANkFQlnKtCgKT3Q+XixQRcOB8vkp1ZWcn9TZIqv0IAcb+oJBfni05gY+JIfBVjhE0xRvgixAzPvr8UkQlp2H8kEkmpeUjNqUTwPctFFZilkyWs7C1hPdQUD60wx/ojptii71/ZFGqE9YRKqBE+/NUcrvc9As3rmbB+vQSWr2TDIfjveO1ba7z8tRUcFr0C80f2w2LO+7BethtWT++F3ej5sLFxxgiNJT6d4Iow/vr3scJZD25mQq1EMWnvYQ46G8fMtUa4pxM2zHJCwCBLTB46Go89+jK+2xmChHO5SMuuwIXMKqzdcRLDx8zGeDszbPV1FNYsUQx/LXRGfJArohc4IyrQGRHBjjgZ4Ip9XqOxftoQPOk8CDM1dphsb4x7h1tjE8chB4zAqYBhCPN1xWlPV0T6jUSIlxt+dp+KbV5z4DtyLFyHjcL4UW7wGTce39w9Eyt85mLM8PHw8b4X5y4VoKy8DuVlVAeckHgNVZVNonNdXfAJAkOIKED81THD4woi/2vl6wh1UsmkvB4kekNIYbGir+4qLmlAcdkV5BdcwaFD5/DNf47hw0924NM3/4Gtz3oj9av5uPpNAIp3LMSxjwPx0fIF8Hefh5nTPTBt5nxMmuqJ6XP98N6HnyEq5izCwsLwyy8/4lRYCNJSL4CVXeyEZ1KeCiWTXfIi9HUeDHXlMcQlVAqBkoycjIvIzZT7vE2lkkvVkcV8C5P2KWKft/PoeZfF+yWMxPnMtRAuOamiuosKhWEvEcrSqw8BCgEr2UDJ8BdDX4ZgMYSLgozoqL989YaACvMrNVeacLWuSYAis61J/HI/WFuMBm0ntAXXRAlx87azoi+F81MIFPXHfSaWta0N6LxwAC0/voruvFhxMTQ8j7PuOaOkI3GPqATrvHgYvZ1tuNWZDG3lc9BWPIPehu3o6+Mslj50dckBYH3X94n7+jozRDd9p7YFla2ROFv9T9H8yHwJ572oP+7zWOWN08Kupej6QbRpqZr6kNragHMtdUhqqUNWWxOqOm+KUmP2sXTpJz6yqfJaTw92VV/Bfypq8F1lDb6/Y+PxiMYm0UDZ3dOFnk6tyKtk7SxE0qpMXFyVKZL1DdnXZZ6kS4uWnUloXh8r/NPooaa2lk1xaNkQK3qAbtW14VpPBw7VlojvgN8FlUt19e2eX3eqFQUWhrwYupIhLX0D5B2JdaUw1EWfikadL/IplTIMpo5JxSPDadL6RaodQ6gQCApSSoUYrgOqR06ULC+Xdi4KKIZwEQaTVCcGs+y5r26rarCiQjkAjKOICRZpOJkt8kA52anCB4ld+jk5KRIg+uZI5ldkRVga8vIzkFNWjD8uvYANCUaiEmx7vBFeWj0Mr77zHr7fdQiFpVdQWFaPXbuPwcl1OEwtTWGkMYP7/ZaiGoxlxbJnxRhsglwfaoz1IYSLKfzeGAnzx45As6IAVm8UwfyJI5jyhA8+32+BBz8cDKu7X4PNG2dhuyIamsB3Ye44ARqNJaw0FhhjY4WXhjvihKc94j1NEeNjjigvc8R5WiLGnVVhVojzsEScuwYxXvY45GGPDyZaw8fBDNOGumFR4DK89e52vPvpt5g+914MdxqFB8cNw6GFbjgT7IqIhUMQvmAEjvmNxu9eI/HtvDFYPX0snho2BAEOTphtb43pGg3uG+KEVXNdsN/XCae8HRDp44JI/2GI8huGcF8XRPkOx64543HvyNHwdBsjYDJuxDg8MGkCPpg9EbsDJ+O9OTMx1nUsHnr4JWQVVImcSoVIjEuwEC4MfRmGvwxBoaDyf8HG8DEEh+FtPlZBi5VmzJmIMBet9ssawF6Z8nIm42UjY3FpA4pKr4rRvhExBdiy/SieX/YengwKwMEPAlC6zReXd/jg8lYfVG/3Q/l2X+RvDkboR0vwybOLEOTniXsefAy794YgJiYRv//2K/bt+Rln4yKki3ZWsigVZu+JtFjhEK2LyBLW9RdEiIvKhP5eQpEIZUKoSND0Q0WEvKhGZKhM5lmS+6GSI843fA6lXKgypPKgYlGKQwCDCifDoMGSHfr6KjAFFwUTpVqMmlo6UdvQhporN3C1/gau1LWg+kqj6DCv1XYKB1/+ks9sroeOs9l1WrlpteDsdkNY8GLOBHoHZ8WzK7yrHbou9m5o1XVerHxMD/3EOm9C29mGbl0vOruoDrqg07ZC19MKrZbeV/L5eTElWJhP6NNdA1UP59GzV0VLZaLtQLeW+QZpWa9eTECuR4tuXTu6xPOySVHOnWdfSf/W3QNtV7eAieiqZ9KeTZ0cndwtw3vqXEKHm7qtVn4W/Ld3dncKaxZOney+2S02vi+WGdPMkuqJUyk5495w47/NcGPpc1ZLg0jQ05af3wWt83nBpEpR8DAMe3GfFWBcVZJd5FWqWcH135VahlDhxVzcrqJSocLRlyXrh3zx+bhV6O3x5e0/D4f9tUqha3H+7ZsIgxmCRSoWvh+WGCulQpAo8BAmIhSmh43Y5zji4jwU5GeJ6jCGvmSeRULGMIkvlInedJJQyWcoLDcVhSXFiC88hO2Jg7A51gjb4o3wyT5TPPXWvUhMzhfTCAtKriCnpBZvvf8lLKw1Qqk8/q4FVu0z0qsU5lMkVDaGGmHDUW5m+OA7CzgsehWa1zJhuaIYmtfzYXHfDwh4dTq+2OOCRW/PhcW0+2A+OgDWGgfYWFjCxtoBzk6uMLcwxkiNPVZNcUa0pyMi5tkhwcMSZz0tEOdtIcJf0Z5WiPGyRoyHDWK9mNS3xT4PG3x8lyUWD7LAXIehmOw6FkNtHTHcyQkewwZh+egReM5tPJ4bNQSPDnLG/U6DEGTnAl8rR3ha22OunRUWDjLHe5Nt8d1MJxz2GIYwn6E47e6ICE8nRHgPQrjfIIT5D8Ehbzec9HDDj/OmwG/MXRg9ahzcho/H3NGTsMpnNqIXzUF88HR8NHc2hrsMwetvfYyC0svi1z/9sUTV1V/0pyiQEAQKJgoSf3bsTmWizlEgkZYvDLHJRkcqFRHqEh3y+mR8KTvi5XjfgqIrSMuuwqnTGXj/nXVYtuQhrH7MB+dWLUDN1wGo2+aPq9t8ULPVEzXbFqBq60IUbQtAztaHkPjvj3Fy/x84ExmPYyEn8fsvv+N4SAiSk+KRJRQJzR+l6aO0WElBVnYKsgkGA2VCcCilIsNfBIJUKlQpckuV4NEfp2IRIS+qlCzCQSb1+yFEFSIUiz70xb4Uwx4VAsZAqWQxBKefvaIUiwKLAgoBY9TU3I7ahpuoqmnWg6UVVZcHQmB0x2VehaXFnbzwESzceIHXV0Wpi7haeTHnBZZQ6Orq/tPz5AW4W5zDC7O8gHPEsNy6uuVFWj0nw0u8GHd28j1ISBm+Tk9XjzB4HDhf7rEqi++hW692CCi+Fp9DhePU6/P57vzj+1Tnce2/8BuAhcf5nOpPPYbKRW7d4vPg/eo+w+fkPqGkNt7mZ82wIz97fgcMR7Y0X7ut6qu8nPNIbs+nGN4mYKgyaIN/J1R44f9vqDBMVqKHikz2SzgRMgYOxwIwSrHIx1DFVJQPFACo0JcCDFcBCk6TFPkZaSY5oFQUTPT2LXobFwUVAoXQKCqU/SqEjAIL595nZaYKBcNjMsEvk/cyUT+wL/Mu0itMAEXvZiws8fPSkF2ejV3J92FDPENgZtgUa4xH3x2Ozd98j/SsEnEhLKpoxL6j8XBxdYOtvQme/9QEqw8qqBiDbsUbQ42xIdQE60KNsCbECJuOGWPRB8Nhfu9mOU1yRT6sXs+C1T3/gsey2ZjsPxLmZhpYmVjA1MgIg4YPwwNPPAvfhUswcfxdsDC2wHQ7S7wwehDeGWqLsHkuOOdhiXhvS8S7a4RKifM2R7ynJWK9rRHtzdyLFaJ8nRDiY4Mf59ngy1l2eMXNDk+Otscjw23wgKsFHh5ii8cGW+DJ4VZ4brQV3p5oi8+mOeDrOYOwi6rEywVhfs4I87bFaR97hHm74JSHEyJ8nRDuY4/TXnY44TUYHwxzwYuj3PDEpFmYMnISxg0fjakj3TBzlBuecRuOiAUzcXbpPLw8cw6cHV2xactOMXyrqPSKvHhXcBhXfb9KoVIxhIOCiAKM4X1q/6/u64dKDZsZB8qF6dAuVAqnTJY2iMouTsK9lF6J73eGISm5QhRonE8txqoNu/Dk/S/g9bv9EfoPP5RsWoDL271Rs80PNdsDULXNB1VbfVC51R+lW4KQt3UZsvZvQeb5s4iLOovdv+/Fvj9+RWLcGWSkX0JWdhoyqEw4+0SsMrTEi7W4YAuIyFyJCG0JAOjDXGL/IvKymFdJkeEwkWe5JHMsmfrjzLkI1aKHC2GTqUJlDIcRNtIDTCXoFVTUbXGOvgiAHmPMs6j3qFYVAlMKx6ipqR21da2ovszQ1w0BmMu1zairaxTlq5daG0SV1IG6Ylzt6lDXzf9P1j+7iP9fT/xXj+no7UXOzZuIuNaAyMZGNGlZDiD//uox6v7/P65Xu9rBz5xVX/wOWErMCzfLYwkOlTuREKE6IWBy+pWKgotoiKTRpOhbub2k2DBsxQu+BAhDYHQnzhODvjiiuKIqHxXV+ais0g8AYwEAQ2XKyoUqSMxgUXNXZJ5GhakIlH6olDHhT7BIdaKOC7sWcUxChbYtBAoT9QRKRVkRoqMiEBUZgbTUJGFcJ6FCiMimSFUtprzBDCu/DJUKj6ucCsHCCZHZOclgqKyotAgRhd9j81lbbIk2wqZEY7zxb1PMmjcKR47HoaiKpaT1iDqXi5FjZsDMwgj3vWaF1fuNsVXvA7b5uIkIf4kQWIgR1oUY4atQI3yxzxiez42G+eKPoHkpBpoXwmAx+wVobFxhprGGmZEJLC1ssOTev+Hbnw9i2d/fx5ebvsXBI5GYNcsLduZWcLG0w4JBtMgfhQR3G5FbIVTOetogwcsKCT52SPCzR5yfNaJ9NYjxt0GMrzUiuQXYiQqu8AAHnPSzxzEfGxz3scExX3sc93VEmL8LTvs544yPA6J8HRDpbY8ITzuEe9rhtJcjwr2cEO7ljDBPR4T7OSDCzwGnCRmfEfhgkhvG2rti/JDhGD1qNCaNHoaV3hPxjd8EfO89CZGL5iBskQfudpsBtzEzcOR4tMhhqIoqEYbSQ0UpCsLCEBQKLAoi6n6ufIzhueo5uKpQmgirVVIVSbDIyi4Z+iouZQL+imh0Tc8pwaHQJOw7dB4//BqD338LxfLF/tj0nBcufRWEyzsCcXmrN2q2eqOa6zYPAZPyLfNRtDkQOd89j9zTB5F2/hKOHzqK33/9DSeOheoHaKUI80cBDv30REMTSO5TDQxUb+nzIVnJyOOmVyVKbSioSEVhkDMR8JBQUspGKR2em5OVLIDSXwnGRLt+MwSLqPgy6NA3VCrq36DCX1QteqXSgXp6f10lWFpQ33AT9fU3UH25Hl2d3Wjp04lBVry4MQfx37/lBy7JfTe60NvcgVs0eqyVflfq3r726+i7eQ3QdaP3+mX9lHZ5L23tb+nqxUTHWz3s/5DhJ97b3dsimhZv3eoVfl6imUQ9qX5t1enwS00NVubn4v2CXLyXl4Md5aVoYNPi/8s//rta2cV+6xa6+3rR2UdtIP94X213D1hefFOnu/15WdV2rQu6rl5o23XobOpWDxOrru4m+mh5f7MbvY3tt933Vzf4evys+ZlziBi/A1qziAmH+t4UFf7iqsb+UgEwZyEv2Kq6qlAoFZYJGyoTKgnD27y4U9UwXMZxvxzDW1Emw2kEE/3FCA4RTqP6oSuycDXWuxtXcu4KgTGgVggDQ8UiAKJ3TC4upvswVRYfow+JiWS9hE15aWG/L1hZGVVTIRITY7Drp+9w/Nhh5GanCxt9fiYiHEZ7l/78S47IlRAkBIgCiiFkCBVOhmSinrmV3HzGiukNloWMikz8kDQfG2KMsC7OGJtiTbDoSXu8u/ILFJTXorC8DpnFDbj7nudgZGSEqX7WWLnLSigUAkXkVYRaMRKJ+vXHjLE2xAhrjhnj84MmuPu1kbC6Kxhmw+fA3MoJGjMTmBiZYcasueIX/MXUQiSllSA07DwuppUiLb8GG78+ACd7V1ibMhRmjbfHDEeY12AkeFkj0csK53ytkOBrj0QfJyT6OiDe1xqxPhaI8bVEvK+NgEycvw2ifa0QG2CD2Pm2iPa3RpS/NSL9CB07RPo6ItLHEWe87BHuZSu2MC9bnPK2wykfF5zydhJAifByQLiPI8K9ByHCZxR+9ZiIh0eNwRCHwXAd5Iqhgx3w7HRHRARPxrmg8QifPwO7PKZjm48HxjmNQEDgg0i+VCQu7rywM0HOC75SKgSBITAMYaH2Dc8xhA33FUgERAzyM+I1ROmyQXVX+TXxI6G4rEZApbisEVGJ6fh+dzjORKfgX2+9hy+fWYCYj31Rtc0Xldu9UL3FA1VbvVGxxQtVWzxxdas3irYsQv7Wh1F0YBWykuIQFRWH3b/8gSN7fkV8/GlRIszyYI75ZRI9S/+L3zA/wX1xob7NRkVCJSfzIvKzkpGfdUlsAiL6kFg/YLJU4v6SqAy7DTiG4TPuCxVDpSJhIsuH/xssCm6qkZJuyDSsNJxzT6Wi3jv3RU6FhpK19e1SqdBgsuGm+ILr6q+L617s9SvCtZc2IbSC/6s/NkJe/zISnak1uP7FGXScLe8/tTsvHjd2vYHugkS0/vymsGxRd/a2RkFb+RL62ri+gN6WY+ouXGk7Jyq7atuTkVD1kUi699+p3wlrqMd7Bbn4ODcXO04n48u0bLxXkIOD1ZfFTHueVtnZieP19ThcW4u01lZ06fMm6rk4TIyVXxda6lDWcUNUvrVoJSB6b93CHzVX8Xv1FSReb8b64jJwIqT4uwUU7C8XPSpsfGRZMWerqL8bu5LR8vVZtMeXo+mzCPRUNau7/nLlZyxtcgrBz55/tbU1oiRWQkTmTRRYZJ5CJsipONSvf7VPm/xKAYIBl2JlKEmw8HwBGX3+hBd59TpULBIgvLAbJv8HVAmbI+UwL06KlKqCz2m48fnF+yrnc/P9c2iXDN/xNWQvDP8NA7kTMYNFJP5lqKysLF9Ux1CpsJxYQlbOpzcMh9EvjAaSJSUDvSpUeAoqBAphImfYc5AXK8syxf8x8nKTUFhegpO5m7A+3gzr40yx6awRnlttjsAlC3EmLhUFlVdRVFOPb344Ao21LTQOZlj6dw3Wh5phE8uJaTB5gh5gtHIxwoYTRlh3TCqWDceN8MHPFnBxs4KJqRVMrSzgMnwMXn/rI4RHJyIjtxzZ+ZXIzq8Sszcy86oQm5SPex9/Gy6Dx2CwkzMszMwxzMoKL7o64ufpQ3DW1wVJXpZI9LPFOT87nPdzwDk/G8T5WiLaxxyxvtaI8bMWMOHIYe5TvcT4ETI2Aiqn/WwQ7mOHCIa0vB0QIZSJA055OeAkIePjgDDCxMsRYZ5O2D/bGT/OHIQds0bjqQkz4OE2FY42jhjiPAiLJwzD0fluSAwci8SF0/DNnOl4Z8oUPDPbG852w/DSKx+gsLReVHuxjLiikrYo/52gV4pEgcQQHkqdqHPUbQKFuZI7waJuy36YAaiUlXFAYR1yCquQklGBvYcScCw8BV+s/h0rnnsRP6wIQs7WIFRsI0TcUb7FExVb3VG5xRtVWz1QvdkbJVvuQe5P/0Be3EkkX7iI4/sP4+BPu3D82H6kXEpANhPxrOZKTwQbGUXZryj9leW64sJu0O/BEBOnOErFICu6mD/Jzx6AigJGFivHRAJflhhLJZPWHxZT8FGrUCsMnzHHIsJffH6pjBRg1JrX39cy0J2vLPaVSlGrAgvhYlR3jaXErQIolZebUXWFWwsKSmpFxQOHaFX1tGNvbbEASw6rkP7ictjXqcWNnRfR9PlptO7LQON7x9GVcVWcfaunAzePb0LLj6+hPep7XP/mKXTlxMj7+lqhu7oWPZUvQle/FT1lj6OvNULcp+vrRHrtN4itfB8F1/7AmfJXUXMzof8dUNP8eLkan6RlIfTTo8hYuhNhr+/DxxdSsaGgSPTFNGp7sL6kGO/n5+Cjonx8UpCP3ZdrRL9K/xMBotmRY3vPt9QisfmqyCPRJ4x/V7u6sa6oDLuqa/BbzRVsKCnD1W55X0d9J1LWZSH3lxIBl5SN2eAx/ulqW3F9TRSavz2Plh+S0PTZaWgv3xD3/dn/8LPlZyzKnOkS3dOOXp0WvKDyFzfDWrwIK6DIlRflAZUiLt5qSFYZfb6k1QqVxsAmQSLyHHqzx/4qL9HfIod9KaiwRJlqwfAc+Vyy874fKkIpyedW78MQLgQFiw0IKnbpD4TvBnJDhI7ceA7NKFXnP/tb5L+T/15ZtMAGSFkRJsNtNKRkFRjzKH8OFQKG3l90Os7NTRVbIXMrVCxs7CrMR3JlMr497ys67NdxiNdhY3gtdcDKT1cjo7AMBcX1uJRdhnsefhpGRsZwGWGGVzdZYHMYcyoDpcUKKuuPG2HtcSOsO26CtSHGeOYTcwxxM4WxmRl85i9F9IUs5BZUITOvAll5lcgpqEFO4WVkF1bh/MVSPP/qP/Hdj7uxdcevGO48DBpzCwwx18DdygzfznJFgo8zEn0dcc7XGon+djg33w7x/laI9+OmQayACufY2yLKjwqFMLFBpK8NovxsccbPHhGEiacdIjxsEO5pi3Bve5zyscNJb1uE+zjhhLcr9s5yRojnCOxkt7yzE+53c8OCsZMw1mUkhjo4Y5iTM56eMhTRwbS+H4q4oDl4deJYvOc+F3PHz8UI1/H44eeDKGZYqqxBWMYLjy2D0JcCxZ0QUce5qvsULCRMZM6EzydzJwOhrv5yYSbjK66JhkbTFXYbAAAgAElEQVSZnK9DYWkdjp1OwVdb9uPtD/6DZU+vxGz3exDo541/v7UEKRvuRcm2hSjf5ofyrT4SKoTJZl/kbnsU+Ye2itxJRPgZ7P/lBxzc8xsSoo4hMzUemRzvK2bGX5RlwEIlyMZE/vpXCoFhJV6QRX6CgNHPO5F9Jrzoy/BXAftO+hPzKQIohApLjAfCY6n9eRYFH8PHMK/C8JfqWxHlxvpkvuhj4Wsz1yJgo0/yU12lXxChO77PO7fboCKS9FeaUcI59eX1KKpsREFZAzLzr+DCpWLU1jaJCY682HJI1LF6dprfXs1leHG8pe3FjV8voWlVJG4ezRE9GZ0pcmDXLQ6qCv8GN379BzoSfsf1r5eju+CsfPitTujqt0Bb9Tp6r/2IntLHhBU+7+y91YPsup8QV/k+ipoO4EzZq7jSdl48junxnRUVOPL+QcS/sgdrElJx/JMQhL6+F19m5KNDxwbCFqwsysMX59Kw9lA8PsrMErdDrtSCKsTwjxBhf05ySz2SbtSJ2fAMi/GvvrsHm0vLsavqMv64fBVfFZWitluqmc7GLmHDkvtrMfL3lCJlfRY6GqSa6b3eIcDS8t0FtOxKRtOn4QI2hq+r9vnZ8jPmZ83PnP8+Gkgqry/5q17mVNQvfbXy1z4v9IRIuTKMLKU7sD4HIoZyySoww3yKuuiLY2L2SiFqRJUXQ1P6OfUitCVVi5guKarD9M7DYkJknkzAK9WjV0AMgSlw8XUIBSoECZMcoUzEaGEBRRkOU+f/2Sqej+eqEcSlnCQp1Q2hwqS9dBxg9ZesALsz/EWosBGSSocGeGyAZEllXi4HDWUiNzcDBeUlOJ69FRupVmKN8VWiMZZ/pMGCuwPwyfptSLpUirySqwgJT8TU6d4wNjbGzABzfHXEQlR/rT9phA1ULSeNsJ5KhVBhfoWKRagXY7y6yRyuI8zgZO+CNdt24pe90Tgdm4qcwkrkFV1GbmE1couqkZN/GRnZlQI62fk12Pr1bgwbOhmWZpYYbafB06MH47PxTvhtlh2SfO1wlv0s821wYb49zvpbIc5PgzjCxd9Wr06shFqJ9rcTQDntY4VwH0uE+1oizNsGEd52CPd1wClfR5zyJVQcEeFr//9wd97hUVVtuw/pvZPeSAKhSFPpoGDvrxW7ohRpUgQBpYN0qdIJXXrvLaGl9z6ZlJlJoQlWRJDmfa57rb0yO3nxnPPH9/me7+S6lmvP3nv27Nnq+s39VOzpEIRPAzwxvEkkBkdF4VH/YLQJbIJIL28Eujrh5ZgoPB8TjdciPHGoZzCSe0Vh9aPN8EZ0FAZ26oQI/yh07NAT51JzYWQxRtOl+v4Orcy9Hhp6kKhtPVAUVKh0CBMFFzEzidJC89o1mYsicmJkn5OyclYYvgRz1WWcSyvD/FVH8engmXio/VOIavYImrbqgrhWHdHh0U745PmuWDfkKWR88wxMC16Eed4zKJn7PIrWjEBJ4l5knDuDnZvisWn1Ehzasw3pKWeRl5WE/BwOZsXLLoxCAWgdGIVa0aCi31YqgbNQKoU5MBRma2avDDHXA0RDE5hw3GfUixSjOlHvoWIhgDhEdBgd/Mp5rwUDKFWjZgUm8b5/AwpNeekiz0aBxubi5d9grvkJBtMPyCqqRoHxMvINFwVU0nNMyCuyiLItxj9+lW12LxmR/dtVtQY+cL6ZVYurg3fjjxQLrn1xENe35Nad92dZKn6a96ZQKb8s74cbCbJEC0+4f+Msble8ivu/HcJtcx/c+2FZnX/lyo0cHC7/CNW/nUGieQSKr24SfhkioSA+BYkfrMPXuQUYU1mKr/IKsOuzzdi0J0uoqsTffsKEhHSkvL8BBa+uxvFh2zAhLQdfFpXg8h/1fSC8j8xfruD4tSphBmPHxSu3pTmLn7XtwiVMM1Yg+adfMKrQAMPvVj+JcZcF6d/k42LaVZwfnYmfjVZFcn1TNn4cfwQ3zptxbdBu/Fl8pe6Z6Df4bDdrFZL5zFn/i5nszLNQC7x+tgKFCkb6NARQGI1VV55FM1upTo/m+kUlaZriAi78H6LelxUqVBSEiN7xL6AifCrSZ8LOkjxeWVFUz/SmrsvFXpm/JPR4PtUVz9fuWZnFdCHGCip6MHFbqhitr32FVakwOVKVzZdAkVFfCiqEiXWb2ff5AiYlRXkoKbaOoqIcGIylyDAnY1FSG9FymAmRX+10wqPPBaPf4HFIzilFMXuNl1/EvMVr4ermAxc3O7z/lQPmHLYRFYxn7bfF7AM2oEpRg6AhVDhmH7TDG6Nt4ehli9i41nj1nc9x8nQuikurJVSM1Sgpq0VJGXMkLqK4tAalZReQlleDx554G3Y2jvB2cMLDvgHo6uuN3oFuWNHaHye6+iGthxtShDpxFVBJ6OaC091dcI4+la504lOlUKF44BjNXp1ccKyzM46wYGU3bxxhdFdnaQ47zIz5rj7Y+mgQXmkcjBZeHvhXdBwe9Q9DoKsn/D290SMsAAu7xWDKw1EY19wPp3qG48wTzfFFXFN80qo9nmjWAo19QoWZr6iiBga22jVfrmemIggUONSsAKJeq1nBRM0ikosOeJ0ZTW5fEkDhZ5WVX4Gx9DJMFRdQUV6N7PwqHDpRhEnfbEL3Jz5EXOteiG7ZATGtOiCubTfEte6MFm06omXrR9GpfUe81fNRzHqvE07P7YPCw2tRkJaEYwcOYMPqZdi6YQXOntyP/OxkMPQ2L4v+Ey7cVCNWXwVhQYg8aOiBoqDCuaQgG1Qoyp+iAKHmuvyV3HTkZiTVM30pIBAQ3OY1uM1wZZmhb8114X7l1Ffb6jXNbASkKO2iM9UV5LO3S1odVIRPpar2Z1RUXUOu4QLOZ1YiOasSadkmZBXUIKewFunZJly8/JP4xXzkmqxcLKr33pHmHf2CyO1beRdxbdQB/LYjHz9NOwX6FNiXnX+3KzLx85IPceN0PH5dPxzXd07G/VuyKvL9G+dx2/Qe7l5dgjtVQ3DnwjjgnlyUL9/IxknTYBT9sA5JNRORcXE2bt+X72Ov4aoxh/DNnvP4qsKA8SXF+KrMgEkHklG8v1B8buEv15E4aAs2zT6IyZn52DdsK04P2IwvkrJg+E27jhY6UHD9Gg5ftYjujyzXYrjxswATcyr3X/oBU43lOHDlKiYaynDi6jWpdP4CKg9VI21aHkxHa5E6KRfVCZfwF5Mv//oLN46W4tqYw/h9b5GA7I3DBvzFPskN/lh/jM+WDno+a6FSfroqMsS5GBIgnOkPKCrKEJFg3Key6wkbseDSBCXaAStfCZ3yVoWid9ALkNRBRZqyWN6FSqVa63evwMLrC/9KXWVkBgUw90SDCh37DXwpAmw0v1VpmfkEnVA2CizMh+G2GtaoMAEQndJRryVYpG9G7SNMmEmvmntx5nNRfhQFE87cx1n2WMkRJi8FFf7aKinJR3FRAQxVpdiR/TVmJthi1olGmJpoi54DndC8XQcsXrNTOO2NlZeQXWTCMy/RDOaE2E6OmLzLDnOP2GLO4UZSpTARcn8jzNxnIyGjKReCZtJeN7R+0hO2Nrb4qP+XyMixCKgwN4JAKSZUjLXgaw62qU3NNaNLz7fwUZ+h6Nbxcfi5esLXyQmdggLxdogXxoS5YW1LXxzvFIDkbp5I6uaIc91dcaabO0538UQCnfJdPHC8iwwTPtaZocFuAiyHO7vgKKsQd2W0Fx30vtjdORSzHwpCv1B//CsyBA95+qC5TxD8nV0Q4O6ADn5ueDbIFRPiPHC4RziOPt4EST2bYV33ZvgoOg4D2nRGZGAYYiNbYc+eE6LeV0WlNYRYqAqtLAshwqEAo+YHwUXVCJOhwVZTlyizIqK8ZPkX5ptQrRw+movvlh9EaqYF6TlVmLV4D3q+9BlatHsC0TEPo2nLTohp3RlRLR5GbOtOiG3VAS3bdkG79l3wUFx7xEbEoO/77+D00UM4cyYROzaux/erFuHgnk3ISE1EQS79JskSKKKsCnNDsrRM9/pg0cNFwYSgERDR5YsItcL/JvMz68DSEBQKKpyz087VwYfvUeBRUFHvJVCEWqHpTMuHUTPP5eD1OLifQJFQkSY6wkOOLKFU8lgpWVMxNoz4MlReQVJ2Bc6mVSIp3YS0bAsy82qRW3QRGXlVosQDk/Gqb/8hypmwYq4oGd/AdMSWuPSjXN+ah59mnsIvi5Nw/6aMorpTXYyfF7+HG6dWid4q13dOwv1bMkJMZMhX9sa9qwtxt2ow7taOwV/3WMQS+PFWKY5Xfobiq+uRVvsN0i58g9v3dJFl94GKtRmYkF+Ir0qLMa5Y+k3GnUhD+blKcY2bhZdxaPgOjMstwFcVpRhfasCxUTuw8sudMN6QcKQKKfn9J5ETomYDuz5qsDn6wzVMLi3HkatXMa2sAsd+uCaO8R9Vpy4idUouLCcuCLBUnZTOdR67cahEmAB/P1CCa2MOiUoEdW/UbTBQgM+Uz5YlY/is72u+FC5+QgloZVioWliOhH4B/tpWs3Swy1pYJrMWRVVJUNBpTgd+fbAooFSZGfFFs5l0uFOJ1IgOklbzF/cpqHDmwszzhQIR75N+HUJFXVcAhopJP1QJFy0EWX2mvD/ep+bQ15Vt0SsWBZEH+VOY8FhRwcKSsrikShLl3BAq9LdI5cLOklQsssc2QzqpVAqLslFWZkCqMQELzrYQfeypVkZuckaH55pj/ZZ9og8IS3eUVV3CglW74eQeABdve7w/2R/954fig+ke6DfXG1/Ge2PGAQfhsJ99oBHorKd5bOouG7w80hltnvGEm489Wj/yGA6fzkcxs7fLCJVqGMovCnVChUKolJVdAk1g2/cm4nx2OZasP4TA4Gh4OjuLRf5Rfy8MaRGOYVG++CLKHUvbB2BPtxCR9X62S2MkdvHC8c7ush9KZ08RPny8qxeOdXLHsc7uONTFBfs6u2FH5wCs7RiJeW3CMSzUG0/6uuPlyEi806oFwj294W7vgFBPT3wYF4nvujfByi4B+L6LL870DENKrzAkPtkKw1vE4LN2j+KJ2Nbw9QzGO69/jOLCKlmahWYpC/vNyzpfSoFwVvv0QFH71Hl8LZSIFh5Mn0mlSZZ6UX3k2ZqYIcvlzIw3XcLZlHLsO5qLb5fvx7T5u/D8q/0RHtMezdt0QbMWHdCsdSfEte2Cpg91QrO2ndAkri1i49qheWxrPNG1J+bMmYPzKWk4fGAvNq1agh0bVyHh5AHkZJ0XpVVEiRVmwWenSBWQKx3cChYKHvpZf0xtEyQ8Rzrqs4VSUXBQUNADQ39MHVezgokChdrPlsTCNKdBg8cJD1HiRTON8bgwebFmmCr/wgZhmu+nsIA/yBiSnynLu2j7bQyma8guvoCkTDPOpZWLX0oCJrnVyMivRUq2BSfPFaGq5gexBCb8WFvXv9188zfdsshyXNdwM70G9366iT9OleH+71Kh8KQ7tSW4VXIG969fw83sg/hL996/bhZI/8m9q7j/y078dc8aIfXjLSMuXE8WocXmXw7j9v36n8lrX0+yYMXcQxhrKMYEowHjcwuwpe86mFMs4v5+y7mAxScyMbbcgHHFRRhTVoLJZzKRPHwP/vxV+j2oGyw3r+PHO7fEqNYUFC/AY6k//wLLHzdFLbCUn36pF6xwKeMqrlffwPXaG8L0JT5U+weLcP5Z+gNum3/CzfPmByZo8lQ+S2bO00HPZ8w/WeeLPgJriXsqBdFCmKYuoRhKxK9z0VqY/g9LMSrNRTCZZaMrWcNLmsLYW0W/6HPxF6HG1RWoFKG+1pbEVCrC+S78NMxzMaDKwmRKKgv6MDT/hzBjaUARcJFwkmYuLbyYIKkqQ4Vm2hKwMRuF34fJj+K1pnBYC6xCON41FdTAHEZTmnLEEyzy/GJUVEo/E5+VhItUKvJ1gQAIIaJUCpUMw5pViRcqFfpX+OuLYCkuzEZpYT4MJgO2ZgwXJrDpJ9jH3g4vfxaIp556EXMXxmPXgWScTC3Csi0n4B0QA1s7B3iFeMK1sRscPJzg6eeEsLZueH5wMMZt8BJhxzMONMKMg7aYtc8GY+MbYdJWZ3R/ywX2zv54pfcgzFqwGadOF6K0TJq7jOwmqA1CxVh+EcXGS1i74wxe7P05Rk9egjff7gcnGzu4NbJDC1dXvBDRGC+EB6KXpyeGRfljahNfrG8biN0dgnC4YxCOdAzEkW4B2NuxMfZ2ZqZ8MHY9EoQNDwdiQZvG6B/qh2f83DAoqjHGt2qKt5vGoo2vL5q6BcPT2RHBHs5o5euLN6OiMDwmEFu7NsbZXr441zMYGU+HYlXnpngvKhLvtOmIUJ8whAc1Q/zKLaIECqOtKqkkNB+KAoaASPU1WfvLQn/IVViqrqKajnkV0aXLOxFg0fJOpNOdtbuuwmy6Zu0Xb74Cg/EK8kssiN9yEmu3nca4KcvQst2TiGjSGlHRDwnfCcES16YTIpu3RXSLRxHVrDWaNG2F2NiH8MF7fbHv4DGcOnsGmzetw/rVy7B3z1akp5xGbk4KcnNTkJfLRMYMMfL5K5+LdJ2ZS4buKlgQGAogesDot+W5dJano6SACYoZKCnMgIEzQ+F1KuRBgFEQUVBR4FH7lQJRMFH7GVSQl50ihoAOQ6BzafaiEmE5GVlSpqBA1g0rKiJUrMUlCRyb9IIqpORakJRlwvmMcqTnWZCeW4XEZCMSkiuQkFKBw4kFOH4uHzdu3MKVO7dEMUba/Znp/fu9v3faa+vqf//0+22UfrYTMzYl4EuzEZOOp2LxiC1IuiB9PzeMV7H0cDpGlxbj6+JiTCgzYERePk6tSmLp5P/++/s/fAKfoahccMkoni2f8Z3bf4rFk6Gxym9ChSAHgcKSKTRHqX2aQ11Ah3ChOakEFYykEqYlq4IQMNFaCdMUxv4sVDb8HEKDCY/V9cqxaFDRgMLkSCZT8jPMZunL4WfRtyLL7BMs/DxrWDEz+oViqQstLpXBBDpzGJUWvy8d6CKcWNx3sXDmW9WKjPqSZq5CWbqlkvuUuevBUCFM1CgrI1zYh0Vm59MXw0G1cu4se1lQ4meKX4hl5UacLd+BeWcDMT3RBtNO2qJ7b3vExLXBrkPnMHPlLkyatxXte70OW3s32Nq5wt45ALbhPWHb7Fk4hHSDnVMw7J09EN3VHYMWO4i2w3P3y8x71gv79pg9PphiD0dfewRGRGPQiAlYv/kwDMaLMDIKUzfKKy6JX97ZhWaMnbIcC1YfwvLvE9Dq4Sfw1NOv4PnnXkdjNx/4OjsixNsFDwf54YuH4/BF2zi8HhSIfmG++DLKC2PD3fFllA/6hgTjzQBffBEdiE+CPfFBhA96Bzjh1chgdGrsj34tm+PD6Fg85O2PQDcPRHv549kQd0ztEIjBLXzxtJ8zeno5YFl7N5x/wh9JT/rh9BPR+DgmCG+3bIn2Uc3g7xGCt175CHn5lZpyYL0tqVD0QCFkLISK5ZoIN7ZYfkRV1TVUC9A8GEJUOxIoLFF/FRWV12Bi1eOKqzCWX0ZSmgG79mZh5brjWLj6EJ544WNEN++A4LA4hEW1RHBkc0Q3b4+4Nl0Q3eJhRDZrg6hmbRAc0QwdOj+OxUtW4kxSKnbs2oV1a1Zh6/p4JBw/IBfd/HStACSz4gmUTOTmyDwOht4qcCi46KHy7wCpDxqeW0K1ks/8FKqDTGRksNR9FgyF9I3I0iwKGioqTL1WsCBM9NBR8KAq0W8LlaKZuepBRfRy0XwmbGdckCYCbVhHr7AoXVhJ1I8xZRKzSck1ISXXjKQcM85lmsQ4nVKOw4nF2HWkALuOFmDn4Wxs2H1eNPphZnfu9WvCaU8zDQsy0nTzn/6jCW/i6Qx8VVqCsUWFGF5YiAMXL4vbun/xN5wfuAWTEtMx3mjAOGMJZi06gvK9Bf/p2xbPjs+Qz/L7S0bxbPmML12qrpeXYgUKVUExTFzQdUARCkaDjvSzMAdEKohK4QQ3iC6Qyp/ScCYEaGLjdahKGEIs4aEy7ensN8AihkyotLB0S5VSTtInolRHw46TwiTGiDBCRAsikCpFmthMVFcmhgLTdMV713wmIpdFAkuZvtgsTEKETnpm4FOpSN+SUiq8jvI3WYFjTYSkOYyZ94SJwWB10hMoVC15+fxlmInSkiLkVRdjVeobmHraBpOP26PNMy5wdvFDvxFjMWXhOrzy/tewcY+Anasv7IM7wuXNrXAbXAT3wQVwHZAOhze3w6Htx7B3DkZInAsGz3PAPIYdH5B97ucfaYRv9jui1eMO8PEPwpr1u0TkV7GhRgCFv+wVWMpZk8p0CfTl5JVcxILV+xEa2xHPv9Ab51MKkJZXia+nzIdf4yh4ePkgyN8PbfwC0S0oFA95BWFg66aY3yUO37aPwOx2Yfi8WSQe8XTGkNbR+DQ2GKPax2JYq2g83yQG7RpHIdo7GGFe/gj19EKwizOej/HC9539RM2vg48FYGtnH2zr4oaDPXxw5jF/nH8iGLPbNsHr0XHoFNoEvt6BiApqLr4T77ncfBmy9tYPdWYuvclLbFdRoUi4VIltK1Ck892a01KhKwZJ34lo8WtimPAPyCysxfTvDqDfmIXo9UofPNzxBYREtUF4TCvRbZFqJCymlQBJXNtOiGraBiGRzRAd1wb9Bo7AgUMncOz4KWxYF491K5di3/bNSE05I3+t57HfSZoIGVZKhTkbSq1wFr3dmVyoS2b8O7A0hIyAiggfltFZGRnJ2LV7L9JSkmAsZlixtYSLAgfhoQCin9W2goiaCRI9XKheqE5ys5KRkykj10SZF6VOBNzSBVTo05WDYfhS4RMqIqM+KduC81kmJKSW4UBiMfYcL8DuY/nYejAHa3elYc2OVMTvSMPanSnYvC9FOO2JkJOaGYxNvCr+sEY5/adWacudWxhfRqAUYbyhBF8WF+K7skrcufcX7vz1F44uT8RXO05jXIUBU46k4Ps3V6Gy0uoX+U/dN58dnyHNXnymfLY3fv9VAIULo4iQqlMoSpUww50Z7DJnxWwqhmjMZZLHuZhyEEQW8V4ZYSX8FiK8WPVMKReLMgFDvwIXWgmOEgEVCRiV28IaYnLIkvgVsFQbRQkXSzVVB++HCsXqQ1GmLeVj4VwXmaYc+sJkpoHFJMHAjH6pVAgWZWbTO+b1UKEpTg8VXkP5VuqbwPg8lW9FbhfCUELfFJt10bciIcMFgbK+tISwyUWZuRxHC9dj5ulIfLXXAeFtvWFv64TIpq3w3sDxCGj2GGyD28I2qBPc3t0Nl2FmuA4sg+MgM5wHVYrXbgNL4Pzkt7DxjkPTbu74aosNFhyR9cLmH7LB/BO2eGWQPRrZOaLPJ1+iyFALgzJ/aUqFcBE+AtEb/RLKTJexZNV2jBgxAekZhTBUMKLqCo6dzsUbfUej42PPw9fVB14ePmjs4Q8/D3808/HFcxGheD86Gp/FNsGQli3xiK8PnouJwFORkegaEop2fn4IdvNElEcQwj390c7HG281DcDjQa4YEOeBE90DcaqzD85298fZx0NwpkcAzvQIRGrPCMR3iMGLIeF4ufkjaBocAx+PQLz9Vl/kGqpFUyuT+YowaelNX3o/iV65CMWi662i3sNZlXURs1nW7aIyIViMlVeQVXIJ89cexqdfzEH7p99FSKueCIxqjfCmbcSIipOKJCK2FWJbtEdsq0cQHBWHJ174F9Zu2YXT59Kwdes2rFy+CJvWr8TJ4yxRfxa5NA9p1YQJFfZAkaXqOVvrd/HHiVC8DUxdhIUCi5oJFKVq9PukUpFRW8IslZsJY1EeDIVaHokuX4XgUGpFmbr0sOE2YaLmhkDhMe5TUCFYuE0FxqG+DxVTQSEDhbKEL0WG4jMkXwa8CKicSTPjRFIZ9pwswOaDWVi/Ow3rdqdh9Y5UrNyegmXfJ2H5lhSs2JqMpZsSse9EFm7+8Sd+undbRCrRscw+JFfZ1Oo/+Pfr3buYX1mBMcVF+KqkCKOLCjAxtxi/3r6Ln+/dwSxzBcaVFGN8aQnGZeZi1KkMVD8gnPif/Ap8ZqpVMKO++Ezv3bkjTEs0AwkosERKg6KRQrUwI11XUJJgIUCEv0P71S7UC0N/hSlLmrBUSC9NU+yxQuVQZTaKRj4MAJAVitW58r1MeBQKgyYt1hCrYoY+B7dLYa6yQkVBw0Ro1Jm26Dcp1SK8OGtmMVHSRR3jfhm9xqx6Kh6CRTTz0vJSVD4KIUKfjkx6lEpFH+2llAlnQkmGIFMFSYe9Ci3mawY8MBCCM/0rBAvlvKFEDhFRZixCfmU+lqe+g9HbvBAU6wM7Rwf4+IWg8zO94dykC2xjesG27WC4DTbAaVA1nAZWwvmzCjgOrIDTwHI4DzbD5fNyOD01F7a+MXhuoBsWHLYVprBvD9jh2+O2+HyhHZy9GqFFXC+cSSoQZh2lUDiXVUqoSHMPzT6yYVSFBpsS4civQVqWAfOXbccHfcciKLw1nn6lH3waR8DLwwPeHt4IcPFGmLMfIly8EObpjQAPN/i7OcPfxQ2B7r4I83JDE09PtPH1QZvGnhgQ64NtPULxbTsvrG7vhcRugTjV1RsJXVxwtoe3AEtSz3Ac7dIU78eEoUtIDJr6ByPYLxRtWnfBvkNntM6OV0TeiKpIrAeIftuqRq6ismGIsOUqKsw0dV2B0XQRhSUXUVB0AeWma6BjPj3/AnYdLcaXM7agx0v9EfXYJ3h45Fp0mnIQ0R/NRGDnfyEwpi0imrRAZLO2iIptheDQCMS2bIcR46bi2JlU7DlwFCtWrcKKFYuwa/s6JCWdQG4em2bx17v0obDCcEEeExtTkSeSAmUFX+viq0FFRUkRHFQtGlT08HgQVJjNTlAoMxdnDgPNstzOk6pEniO3HwQVBRYFEzULn4ouL0UlQtJvkke1ooIN/i0vpf73IkT4/4saAipHzhqw90QhthzKxYb9GVi9Mxmrd6YKiCzedBaLN54TY9q5meMAACAASURBVNHGM1i4PgHz44/gxLk8ERJbxtwVzWzDRL3/XQmXf2KxPn3tRwzLzRP+ko/PpWNerhF37/8lSrR8bSgRwKGjfnRxIabmG3D9jrW+1z9xf/rP4LPiM6PJi8+Qz5JhxhcvVomclDqloUGFrwkXtb9K/IKXJiMunvwFbtIUDc+zaJn3ohgkVY1Wx0uatLQFu4JFIrnAG0TPBS7AwiEvIr9kRr1UKwSPdPZXsdmXaDPMVsOy/Av9OzSxiYgzzbTFApAEl/CrCHjImmQCLqqdsQYVEU6sACIc8zIHhX4UmrdoClPbwtxFPxHBUs7zZECCHiT1t/nM6HOhg1/6VaxQUcolV/hyRCHK0kJNseShxMCe9nlgL/tyUwUOGVZhxLr28A1zhoubG5yd3WDn5AHb8EfRKKwXHHvNgevnBEk1XIZQpZjh+FmlGM6DTKLkvcuHZ2Hb4nX4NXFHv9ktMHOfO+YfaoQFx2wwcZc9QuPs4e/dFJu3Hxaht2V6lSJMX1eEGpFmH4LlsjD5mBjlxHNF6HENCo0XMHvhRvR64VP8q+/XcHaJgLtvOFy9/eDl5QNPL1/4enkj2CsAAZ5uiPV3Q7SPHToGuuLjOB+MaBuOtyK9MKJtABa38cCxXiGiadfRbj5IfMwPp3r4iPDkM139kNyLGfQxGNIsEl2i4tDcPwj+ru7w82yMryfOgrFC5ooIhUGVoavHpYeJ2tYrEitgqE6kI55AKTddRrn5EvYfKsTilUdwKqUQmXnV2LYvHZ1e/QKBHXoj9u3J6DznJB5dkoFHF2Xh4QXJaDNhN6LemYCwHm8gMLY1QiJi8ezLb2D9tr04eTYdazduwJLFcxC/dgmOHNmNzPRk0YExLy8FOTlJov9Jbp7sH8/+JKq8PBdl4TvR6mAp/4JQKwosmnmIQGkIFYJF7ZezBEUxs9s1RUKAUFEQKASIGgocfM1z1Plqf8N9vIYoq6+Z0MRrrUw+HfFCgTFpk9Ff2j3TtJevRX6xRp76fiICrMAKFgGVnUfzsHFfJtbvycKaXalYtuU8ln6fhKVbkrBkcxIWbTiHBevOYO6ak5i+9CCmLNqNGUv3IrtAhutm/HpF5FVQsZy8VoNbd+/gr3v3RCl4loP/J8efd+/iSPUlzM0xYn2JBZd+vymirar+uIEJpSX42lCMSaUGjCwowJzcUrAsPv0X/+Q98tnwGfFZ8ZkxJ4XPkH8//cjS9tIXoHwoSqXwdR1UTEXC3KWOETQKOkrdWLTkQkaCUalIM5LcppOdhSGpWji4aLN9KRMGlVIRKqcuL4WJkfS5GGGprkCVNqRaUSYx2SnSpExcDFNmufpyCQRhFhM5LVbnvcxXoRLTOeNFpWKjaBtM2AhY1YOKZu6qYFgzG3jRFCZ7zEhlonwrnLmfz4ZQUSYza3gxz9ebxBggwErHVCz0s9A0VlqaL7bLjCXIrc7FiMWfwNXPGd5efnD38JXVhQPboFHjx+H46ka4DLfAdVAVnIdWwUmYv0wgUBypXNj1cUAJ7B/7Go3svOHh741Or4Vg9AYXLDxug1mH7fHwk05wsPPG9FkrUGGRykSZvdhAikl80vRz2bptviKinSorr6C09AKMxlqUlVUjLduIuat3I6LNS7CNfQ3OXT+Fg29TeIe3hZt3BDxdvRDoE4K4AHd83TYAs9o1xpKO3tjbMwxre0ShT6QbNncLxInHg3Cypz9Od/dHQncfJPbwwVkqlccaI+kxLxzrHoYRzULQISwSLYPj4OftC1cHN/zrpd7IzisTLXgJBGWyUtBQEFFzw/18zfeI/aJ3PKEifUo0AzKE+HRSGQ6fKcbqjYlYsPwI3hj0DQKf/gztJ+9Fh4XZ6LQwBx3nZ6DLggx0W5iFLgsz0Xl+ErpM2YvnBs7C+G+W4XBCOnbuP4XlK1dh5aqF2LZtPc6dPY6cnDRk56SL/zcYLkzTl/CfKKgUpInyKaLMiYiOspqJrIuuNTJKLNANlArLySugcFbbLM8irqszWSkTFSGhgMLthsOg8lrq1E5mnbIpZrdH+lJEdJr0yyioMGKNHSg5RGkZtjGm2ayAgQIqcz4TjPwS0V+8RxH5papREC45sInfnYrVO9OwbEsyFm88iwXrTguILFx/VgBl/trTmLXiOKYtOYjJi/aKMWXxHny34TiqL1wVCXoJP1oXyHM/XcCfd+6IHirsHfJPjnt37wL3RftHgF0pCTXtHr6vqsHAjCwMyczBx4lpOGq5LM75J++P/Wf4bPiMCBNChc+OSY6sQixNOgVahJeEiAKHggVfc7tamLWUL0IqFnWMQFBQMZbnQUZpSTMa30u1QqhU11jL3Gdnnxd2UqlMrCqFQKL5S/hHtCRGQoVAoamLvhQZiSbVSll5sbZfCxnWWhLXnW8qFdWEy8ukn4f3LIFIpSPfQ0e+ieqHhS01k1hlheq3ImcqD4JS+k+kacsKFQUUHi/SwCOhotQKZ6VoFFiMNIEZWEafVY7zhcNewMWQixL2va8tw7xVS+Hu4wNPbz+4evrCydUdTv5NYefdFo5vboLLCItQKM5DTZpPxQSXwWY4DaqE0wAqlyLYPzYNdo7BaOTkh0YObojt4IYx650x/6QdHu/tChsbN/QdMAVGOrUt0tRTXsmyJlKlqMXZChgZAUWolJddEqOCfUpMl3D8fAGatX0Vdk+Mgv1T0+Ec9RQc278Gr6bd4e3hBw8PH3SJ9Ma2buziGIQjj0uojG0ViH7hbjjQPRQnegYh8bEgnHssEOd6BCKxR2Oc7dkYyY8F4vhjofi8ZQy6RcShXVhThHj5wdXVC61bdMTBQ2dEjS2a7WiyUoAgJBoCRA8WeUz2quf3Z1ixmSavisvCBEhfUpHxCgoMl7EkPhGrt57D7OU70emt0Xho0GI8Mvc8Oi3OxCMLsvDowkx0WZiBjovS0HFRKrovyMBLi1Iwdks+TmTV4tSpFKxbtwHLli/H+nWrcfToPqSnpSAnOx052anIyaZCSUYOs+QZMlzXWIstgBkJlYFCbSEWC7J43TBBUP6y5694MTR4ECDMuFcgqTeLcxhBZo3S4uIvhtZrviFM+JrQKKFiKcgU5V34Wg5rFBhNXzL50dr4i4qL9cVEzgnLrqgyLipHRQsnVtDhLL47c1R0gzlzNku/P4clm85hfvxpzF2dgHlrOBJBmBAsc1adxLQlhzBtyQGhVKZ9dwCTF+7BlEW7sHrrSfz8y3X8gfs4crWq7pd36s+XBExYYuSfXLT/7rMIl19u/okDlgtYXmxCYvUV0XlSAefv3vdfuV89Cz4bBRQ+Mz47hg9b+Au9olA6yFkK/t+c87qQYfpPRP6IzBkhKGje4qiylIhMeM4EhKE0G5VUNtprYd6ySKVCVSKiuXisyiBMQFzglUqRfhpGgUnHvoXqRoQSU+UwQ56RXPSnKJVSCmMZky/ptJdRXsJUpoeQqVSYoqgGpFLSFAQrF2tQEWY0s0HLt5E+kTr/Cq9dUaqBgvCQABG+kzrFoocKTWVahJjKYREth6VKUYmSNB8K34qBiaVUJxIqdNQTLEXFOTCWlSIlPR9t2nWGk6sTnN094OrqBgdGfbkFwuX1NXAeZoLTQJNoxOU82CR9KYMtcBogFYtz/0zYdvwSdr5d4fL2cjg8Mwk2jduh82semHmkEZ7o5wybRi7o+exHSM4vQ2UNF1SZvEeTjwJKw5mLNqFTaZKqhfkaNBMVFFfhtQ9HwiboaTg+8zVcHn4Xrs1egk94e3h7+cPdMwBdwgOxvWcITjweglPdArH2EX/0D3HF0odDkdA9CImP++NMzyCcf6Ixzvfyw7mevkjuFYzdXSPQN7oJHvaLwEPBsQjxD4WXlx8iQqKwZtVWGCuuoLSCviDCUILk78AiQFOtkiGlOmEWPCsYW0Ri4xVUlF9GSfllnMs0YsfhTCzffBLfbTqNFz6dijYfzETnGSfQdXE2OizKFuaujovSBUg6z89El/npeHJ+EvrHZyD+dBUOny/Ftp2HsHrZMqxdtgA7tq/F2TMnkJmVhJzc88jJTkJOFn0Lacilj4Hl3nVQyc+XJjC5uPKXOxdkLrRcZBtARMFEzZp/hT3hi3VDvZa+l0zZ/ZF9T5inUpiJkqIs4e8oIGhEvgrBkSWiFEUuS2EWivm6KFucayjOQQn3aT3qBYQ0h71QKzTZiZwaXi8TbFTH++d2oahizMKT7O+SLn1HeYQoEx218wqpVOiwl0MVZ7VZQnWy9jS+jU8UAJm7+hRmrzwhtjlP/+4Qpn63H1OX7MeUxfswYf4ufDV3O76etx2TF2zDpj2J+OPmLeFkPniVXSKljyDrlyu4c/c/o1geBIP79+4KZQKWvL9vVTAPOve/eh8VCp8Fnwn9J3xGfFZ0zN+/exc1VRWoLCsQpVFqGaYranhJpzuBoYZetXBbqQqCgsqFg0mLHMppz3O4eBMsNDOxXEttVSVqq8pQo1Ujrqo2oLpGhhQrtWM2FenCirUukdV0ymtJkcKkRPOUlm+i5aHwNaGisugJCmkmKxf7pY/EACNzUbScGgK0zifDfBmau4TJi0CxRn+JfZopTJq2pBIRjngBDvpXZMSXVDFFKCuTDn2eI8OOqVxollPhy1KxSAXDJMl8Ue6FjntWMRZQKSFgclBUkofKKjPGjJuFRvaOcHR3gbOHE5zcnGHv6AenTjPhMpRKhTCpgdMQC1wGV8GVKmWQES6f5cP17d1wCH8ats0+heuIYrgOyYXTc8vhHRmDzxZ54dUx4XBw9IGLayhefP0L7D6cBpP5mvAhVNJ/QlOXznnNRVqvWCRsGFr7gzAP0WS273gKWj78Emx828ProZcR0KQr3H2C4ezuC1fPAAR4+OHTFpE48FQ0zjweiN2PhWDzI4E43iMcCT0a48zj/jjbyx/JTwYj5YlwHOkRiukPheHlkHC0CmqCoMah8PcNgY+XPwL8QzFzxmKUGi+KkvJUF8JUxZ4puoRH9R2oUKQy4czIMOam/CAUGtv8mph7wqg202XhmM8uqMWC1cfw1dxtePrNLxDzzGA0H7oKHeefQ7cl2ei8OBsdF2QIpdJ1SQa6LMxCt/kp+NfKVMzZX4yTGVXYdyINq+I3YtmShdiwZjmOHtiFtORTyEg/g8zMc8jKOos8llvJSRUmMKtKUT3kU5GfL4eECoEi8zcYNcgQ2zpVokBSmFOXiV5Av4vmq2h4nnT0E1KaualQbhcVse+PzF5nKC8/r0jkibB1gxrZdVW3qRg4CAqGxhMsBI+CTDGrEhdkyug19mEpyqozfSlQKgUifCzMV6E6KbCqsLp7L8iRPhaawoqyYLNg7Sl8K9RJgoAJQcIhTV6HMGnBPkxetA+TFu7B1/N2YOzsrWKeuGA3xs7ZghHT1mD9jpOi9/qvf93F/h/MIjyWyZFJP18U5h46oP+rF+r/Kdfjd6fJi8+Cz4Shw3xGfFYEysVaswAKQ4KZG0IgVLHMPBdcveNdlIrXwoS1Y8qpTsXRcKhjyjFPJcIMeYb1EmISKjLKi0CxVNPvYr0+3y/uRYBHJk5SlRBQMtOe5qf6ioQgUWYuPVTqbZuMKDMWy8WeCkc06JJQEUmaVCjMUVFgETPvjZ9H/4z00RAqAhTaTOCo1zxG/5B+FuDR+rjQD/MgqPD7WyPCrMqlpJhQ4f+kuTBWGJBwPgNNWjaFjZ0jnN284ejqAgcnd9gGPQ2XjxLgMrwSLkMq4Da4TKgWx/5lcO2bC8d39sO+82ew9e4I19e3wGWYBc4MPf4oCXZtP0bnNx7C0591RiPfJrANaQsHlzC0afcctu9PF7kdZguVyr+bkRr++hfRVYSK5ncorazFkaPn8FG/kQiLeRTubqFwCWwHl1dmwaHth3B3C0OodyA+bhaATd2aYUOnGGzrGoODPZrhYPcoHOoRjT09YrG8YzQmtmuK3pEh6BLUBLGNIxHsH4IA/xC4u3nA3zcI48fPRHFplXSka2VSGK0m63NZ80tUboqCi5gtzE25imrLNVRVXRYVhE2mixKOpqvIKq7G4o1H8dlXK/HwC4MR8uIQtJ24B10W5aLTolx0XpyGjouz0HVxBjovTkfHhRnotTATg9ZnY3uSBQmpJdi2fS9WrliJNauWYde2jaK9b3bGOWSknUZmBoGShNzs88hllWHhR0lFNospitL0XODTkJ/PwUVWFVKkH4JgSUdxEf0L9aOhuPjqfSzCt6KDjf4YoZJf57/Q/BtUK0UEBxdtWfePQFG5IhIqWTIRUZwj2znUhf0WSXMYFQx7BxUXWYcCB2c66dVrPVhUFWJ5LFs0yFP3rMCiYCigMm/1CcxbcwpKoeihMnXxQUxeuF+AZcK3uzFm1haMmb0F4+ZsE+PzKevwyajF6PflEmzecxo3b/6Ja3dugYUYuYDyFzn9B9dv/wnc+3/DFPZPwojfmd9d+VD4TPhs+IyonC5fqkZ5aR6qTCWgQlGDpiou6g3BotQJYcPjyqkuANIALNbjsvaXgIFWVJJ96C/Qp8LM+epS1NQaUVXD0F6pisR7taKSzK6XZiqavOiDoVlLAkqavqxmLmXyIkQetC32mUtFQyyhIDSfTN2CT8VCU54AiwQW36Oy6a0RYDKrXr2PM5+JDBlmlr08TtOY8p3QNyPAI0rAEDpUOQw5Vpn4VsVCUxhDuqVa0RIjRT5LPopLMmE0l+K7rZPR/Y1geIU4o5GdF+xdXODg4g772Bfh0vsQXIaWwWVEGZwHFcLpgxNw+tcKOD70MWy928O+xxy4DjXAeVAFnAeXwbVfFmy7jIKzVwR8A6Lh2ORZuL63Do7PTYFNQHc8+9wApKWVw1TzUz2VUm9B1qkXQsVsuqpTKxdRUV6L1IIavPTB12jkGgLH9sPgPrIMju+fgkPsm/B1DUOYX2M8HtwE3RoH4qXwGPRpEoMBMWH4NCoE70eH4fXIMDwbEYVOYVGibXBg4yD4+/nB29sfIaGR+GbmfJSU1qDMJCsQq0x3NsaiOU7vV2noQxFqhUEIrKVWehWMepMq7AIKii/iWGIh5i3bg+deG4yobq+j3aAFeHJ+MrovzETXhanouDAN7Remo9PCFHRflIHHFqbg9RVZ+PaQEccyLdh9+AzWxW/C6hXLsGljPI4fP4j0jCRkZiYhI/0c0tMkUOg/yeXISpJqJS8FmZnnBVT4K90KFQJFW4RFdJdUFA2hQsCohVctxAQUt9UxFSEm5vxsDSrSlKYUBBd0CRQrTKxQkaqkTp0QGkqp6LYJlCKtGK0CEa+v4KOAwlmWY+FnWRWMOC6c89acFPXdBFR4jEpl4Tr6TxIFVOg/oUKZufyY8KNMmk9z116Mm7cLo2ZuxchvNmPo5HUYNmUdBk+KR7+xK9Bn1Hf4ZNQyDBizFGu2HsOtm7dw/a97otIvf5VzIWXV30s3fwcrCv+Tfox/EiD6zxIBA/fui+/M764UCrf5bKhQLl2wCKCwZa+CyYVqo1QH2mIvYKGDi/61UiZqnzRhlQo4EBAEgYrykiAohcnCrPgKECq11UZYKoskVGqMqKklMKwOesJEKBUFEBN7srDHvaxkTIUhFnOqFwEa+lX4udLfIgEiHe/lDOcVCYrWKDS2Hpb1xjRTl3DIs2aZhIr0qxBOsiy/Aov0j/A6GiREQy8ZQcY8GxaDtEaE6aDCfJUKqhyayApRznbGGlSkQpHhxQpCNINJqOSLxEiqFENxvrBhlxqNSC4/hFknO6LfQhc8+rw33IOpVlxh7+gOW/92cHjoY9h1HQ27riNg27w3Gnl1RKPgJ+Hy/Eq4DCqA0+BKOA8xwW2wCU590+DQfgDsXMLg4BYBW5cI2D82Fq5Dk+D40mK4Ne6BqZPXodxMpzUz0q2/+NkvxKIbfC0G/RFakUU2pTKZLyGrqBbPvjoaNo2fhsNTs+H2eQFcR1TA6b2DcGzRG94+UfByD4aPmw9aBITh8fBoPB/bFC/GtcZzLVrh8WZxaB4ciuDGAQgMCISvfxDc3T0Q1ywOS5avF1UASssviBBiEVhglhFqKutddF20XPk3h738PtIZbzZfwfbtyViz/hjOphuQZ7Bgx94UvPn+OMS27o6g6PZo0vkNtB30HR6dlYBOC9LwyIJ0PLIwHY/MT0PH+al4ZnEGRnyfj+3nzDh2rghbtu1H/Oq1WLd2Nfbs2Yrk5ARk5ySLqK7MrPPIyDiPzIwUZGUmCac8czRE8l9uMgryU5FBBZOZrC20qaIGllImwp8gzD/SzyB/4WcLXwkXXAEOnalLgUXN8hc+fRL0w2jNrzSfBRdxXq++UlBmNoJDdi1VYNCDhPel9ltnmQVvNZfJJEYe1wNFqRTu52fT/GU9znvkfcl7rrt/AUnN/DU/PhEcVCoEyvTvDmPKogOYOH8vxs7ZidGztmPkN1swdPIGDBy/Bv3HrsKnY1bg0y+X49Mvl6Lv6CX4ZPQSfDxiIfqM/BarNh/Gjd9vCgc0CyNSrWy+VCoSJSt+/1n0B6GPQb8I//+0ze9Gpzy/qyhjf6lUPAM+Czrl79+5iws1JpQb84VCoclLQYUzX7P0fBWVRDUhwEWci730sdRQWVgM4j0Xa8pQW02TGWEklQ6PcRAcslgk3y8d8WZxvXLUWMqEUuHnsRoxZwKtupaqo1iY38R9iMgv+kdKhNNcNNPSckxEdrxJAoVQkepC+m+Y9CiVChMgZRSb3tehfENi1kxoyjkvVJBmqmMgQCXDkLXr0V8jRoXMYxH+mQpWY5ZNuvhaQoFhxFKJSF+JDNMmPDjUvUioqH2sOcZ+K1Qs9MUwEVJm2TPbvrg4D4biPJSKpl75KDYbEJ/aF5NPemDCbld8MNMPzTp7wsbRDbaOrmjk0hh2zv6wcwiHbchTcHxmFtz6pQoFIyLBBlfCaYgZLoONcHzvKGwjXoXto/3g+PpSOLR4F408n4Pj27vgNjQdtu2G4/EufZCRUy7KwiuosJRJFYsuCqhw1ooxsvIvCzISJqLTIX0VV1BYdhnvDZiJRhGvwOGJGXB58wDcx5rgPrYSrm8sh5tvU7h7B8PHPQD+7l5o7BGIxh4eCPcNRLBnY0Q0Doa/tze83N3g7uYOT08fvPTyG9hz4BgKDVXSKa/5UBgGrZSKmkX3RRUFxgrF9JnoACn8J5W1OHO+FIdOZmP64m1YtTEBAwZORkhkGwSExCAoqiUiYtohsEVPePXsjyaD49Fpbgq6Lk5D1wUp6L0yC4uOWnA8zYLdB89g/fqtiF8Vj61bNuLUycMCDnS6y8iuNGRnpwiTF1tUEypZWVQqzI5Xjng66JNx+vQxJCedRh5NRBokFBikaUx2DaX/ha+FA571u3Q5Kup8+X5dqHGhNJ9xMVdDAUW9VrNa3Lng6yFiBYceEKqUioSHHiZquyFQ1GvChJ+VnZ0sno+8H2bT8x6p0pRSk4pKf382jPYiTGYsOyqAMvHbPZjw7R6Mm7MTo2Ztw/BpmzF44jr0H7dKgOTjL77DRyM5luCjkYvw8YgF+ODzeXh/6Fx8OGwePhn5LeYu3YbLV34EUwvTf70iWhETLqzCm/zTJfyumcP+f1ItUp3cE9+N35Hfld+ZbZj5DPgsbt+6KZII6ZRXMFGAUDBQgCFYlHlLOtuln4VQqa0y4EJ1KS7VVKK2mlAgSCSQ1HVkwUcJJ/pTqkSkFyFFlSLNXwSJftC3QrWi+qkoMxz3Md+FvhSZW0LVoimWumx66QuR5xBEPM6SLfV9QwIyWnkZCRcep6lLDgYCKMe9hIgVKgxrJmCEL0eFGHOmE15k2XMmJJiZb4WKhAlfSz/Lg+BCwEgA0XxGU1ohSrUMe1EfjGVcSggWaS83VlbilOEApiXGYvJRO3xz1A19vnWDb1NnuHp7ws2rMexd/WDrFAS7zhPhNrwEziLT3iwUitMQ+l3McO6bCrsnl8DO7zk4f3QUHqMr4dwvEY6xg2HXdRbcx5bA4fV4+Ee8hC07E2C5IHuNsJeIhAr9D7qhVfM1szijgIoqCX8Z5ZYfsHbbKXgEdoLtwx/AsesYOPaaDade4+Ea+hi83P3g7tccjiEd4OIRCl8nX3i5+cLfPRC+bj7wdvOCJ30nfgF48eXXsHzVeuTkG7VGYhdgrJfxT5PXAwZNYRaptmgCIxBNjFpj2HH5ZRQUXcKipYew63AWZs3fhW6Pv4PImLYIjoxDcEQLBEa0QHhES0RxO/whuEd1gF/Pj9Fh6GqM2VqAnedrcOBUJjZt/B5rV63C+vXrsGfvTiSnnEG2CBFOE+HBhAgBkJOTKkCSlSl9J9kCKlo1XuE/Ye5GOtLSzuL4sYNIPH1ctkbQqQ9CRJm0lDnIUJQLRnNxqH16qEiwyGNyQbbmiPC1goqCSH21IlWROqafFRSkUslACVtkCz+MnIuLM7R+TASN/Jz6SqS+OlJw4Wfk5KQIyMh7kferPltBhbMNw4WpTDjolCdMxsy2qpMBX61Gv7Er8cnoZWIQJh+O4FiMD4YtwPufz8V7Q+YIqBAs7w2ejQ+GzMLUbzeivLJGJPWxgyF/tTMvY5NmDrP88aswhTHc93+6UlH5MPxONHHxO/K78jvzu/Pv5o3rImy4wphfBxQFEAUW9bpWUyJskqU3SREuBA2BwvDjckMxLlQTElLtEFQKKlLdGFBTUy7yUWpqjCKqib+6a2sq6pQK36PAIkCmfab4bE2p8B4kAKiWCBZZbFJsi5BiAoVDaynMgIAqo6iQXF5ZIEv1ayX5meFPQFWwxIyFpi7pfBc+DwYmVMlwaumsZ2Km6gsjS+SLUvdUN1QtWsSXhIoGDJq4tDL+SpVwVqpIAkepE31tMAUcGYJMSDFfhcmQlPhcNEpF4Um5EJSWFiLPYsLSpD6YctwG047ZYPIhW7w83Bdv9PsMs1dsQ7O2T8DW3g92HafAbXgZXIaYhNnLabAJrsxd+SQfLm/vg23MB7BtNQLuI41wH1ktTFIOI8/RbwAAIABJREFUzy4R+zxG58G53zG4hL2EhfM2oFpBhdAQMGG0VP1qvqKWlrZgM79DKRZT1WUUltXgq4nz4eP3EBr5x8HT/yF4uPrCzdkPHp6NYd/iDbj3PwnX3uvh3HkYHFu9Bu/AVmgW0wYvvvg6xoybgH0HjiErtxRllRdRVsniljJ/RPYusVYN1veFF/1OzNKvwmg1KhThV7H8gNKyy8jMrcKeIxnYuCsNi9ecxLv9J6Bl28cQGtEUkU1bwC8kFoHhcQhu0gLB0a0R2uQhhEc0ha9PANo/2gvzvtuFYynFos/MmvgNiF+zEt9/vwkJCceQmZWMrOwUZKQnIVvLN5FqRSmVZCioMHyY+Sj8980aV2qB52KdnJSAk6eOyGMMC9bAov774KxMXn8HFR7Xw0W8Fp9THypqkVaLtoKKuh/uV9tq5j7eJ4dUMYwYk8pFf466pgIQEzsVPHieGtxH4KjX3ObQ34s6pmZe22bMzG0YN3sHxs9lNNdO4TsZMf17Ye5S6kSaupYLqPT5YqmAyvvDFuLdoVKhKKVCuLwzaBbeGTQTHwydjdFTVyAzrxS4/5comX/0WrVmDjNi2+VypP5yCb/8eVMkKdLP8D8NLrxnkQPz503xXfid6D+hQuF3ZQl7fvfffv0ZpopimCsKRSZ8HTw0sxNBoBZ2/TFuEyKECRdFhhrzNc1eZSX5OLL/MEzlEjL69/FzTOUFmmnLiJoqmsnY/VEuxEx8rK2hCUz6cNR7FZAIkXqDgQMCGCpXRs4CCDqVwddUIoSOVBxSvSgVwmRGARLChJCxSB+KDHeWSZ0sklnOKCz2a2GjMZq+9N0f6RNhSZd6UKF/p0CEDAvQiJIvMqlSqhLZj0Y4+oWKoYNegoXvk9uy7hj7tfAaFeVFAiqqyCTLtYgQ45IckRRJW7mh6gKOFW3D3JOBmJbQCNMTbDBikwPeGfsaBk6dDY+wJrB1cINtq6FwG2KEy+dmOH/OkONKOH6aDZcPT8K+9QA08ukJpw+OwXVULdxG1MJleAXsX94G2+i+cP88Ca5DU+AS9RbmTF6NqgvXRHl48StfmL9+ElCprv5RKxH/AxRURIVf+lhYZt78IywWOr8vwlBqwfL4bXjm2TfQNK49WrZojVbtOsDTJxwO7T6Gx4gSuH9VDY9xJniMyYFj+4/wycdfiJwXo4mK5EJdCXvW22Jmu1IlBAv3qdf6WXZg1KoCVHG+JGqCpWdbMGPhDoybuQ5vfjIOHXu9gqDw5gIorM0V0qQFQpq0RHBUawSGxSAkKg5+wdGIimmGj/sOxZ7Dp3HkRCI2rd+C+NUrsW5dPPbt24PUdJZVyRCmruxMVt5NEXknhIbIO6EZjGHDVCzZaaB6Yda8AEo+zVMM4ZWLLH/V0xR07PhBZGYk18FDQUKBRUBFUyiq7ArzThSAOPPzeX4dXAqtfhMuznpgqG0u5GooKDxobggVmrms+TP/rnAUWHjthtfjPqoT3pPaVvegINJw5jVsRk3fgtHfbMGXM7fiy5nfY9SMzRgxbQMGTViDvmPoN+GQSoUqpc+opcL09c6QeXh38ByhUhRM3h44Exy9P5uB3p99g3cGTceA0fOwaddx/PrLddHsKv/6j9hxubwuUXLPlQrk/PoDrt++JSLE/if4W3iPMrLrlrh3fgeChOqE343fkY297t2+LSK8KsoKhFOcizcXcrWI/x1I9OcwQouLPcOMmVei3nOxplyEBddarNfTX5/nUYUwskxFl9VdV5i9JFTU9dQxfpa6P85KKREWhBtn9ctfAkQBRoKCsKDaqBsaaOpMWlzMWeZeA4uYCSKL9MuUMRSYCz9DiUXIsbUTpHLWq1mYwVgfTECECqMAlcLEpUChwKFmmfdC85ZMppTRX9w2E1wESlmxGOVGOvMJFtlzxVhaKEKKWRafpSiKirNgqCxCviUbq5LfEJ0hpx5vhElHG+GtybHoP30cnnrtPdg6e8I2sCdcP0yE6ygTXIdVw3UYlUoWHDt/hUYeneD47Cq4flEF15HVcB9VDfcRFbB/ZTtsYz+D28gMuPY/BQffHpg9Ix6WamvJeBVBJSBSc03CpOFcTdOYVc0wZJcqodJ8BblFlTh9PhtnUvKwcddxBMR0QqOYf8H1/WNwHVcDj6+r4TokBQwwGD1qBowVUpmwYViZqAhsBYiAiekHARsBFTrkRYCAVqeLJWa0zHo67unIp+M+q7Aaq7cmYPC4xej2bG8ERjRHcEQ0QiNjERrVDOGxrRAY3gxB4U0FaPwCIuDjH4AuPXpiyfK1OHU2Ddt27cPq1fHYEL8OW79fj5PHDyErU4YBExBKlRAcIitea6altlmOhRn0PM+64OuinkQ9L/Ziz8CZsyeRlHxamMD4w0Jfw0tfaZgFIZkhLwGlA0hBNliaRdQKY2Kh5pSniU0BhQuzflu91i/86rh+VttWONCnQtVCtWJVLDxPDZ6rwGJ9n/x8eY70n6gwaglZ673qr8NtXsPmyxnbMPqbrRg9Ywu+mL4RI6aux+eT12Lg+NXoP26FVCejlkL6UqTZS6qUbwVU3h08W6gTCRLCZAbeGvANen82HW8P/AZvfzYN7w6chklz41FcahK1uC7fuYVT12q1REAZIXbgihmFv17Drxpc/l80i/GeCBPeI++V9yyVSan4LvxO/G746y/8+stPws5fbsyrA4pa9PULecNttaAr1aDeo/bXP9/qtFfH1czz6l9DDzQChX6V+j4Vvle9h8f4WikW5dchSKia9EDhtgAOFZUwaUnA1POnqARHJmHqoKJCiBmGTBMagaKUjXD2MzNfVCy2msEUVNRcBxXhhC8UTna9E96qSmTEmPS/yEg0+l6oTAgVDgUVzlQteqgUqcJ5TIQsyhBwKasx4nDxIsxJ8MaUYzaYcswOQ9d6oM+0TzFi6kI4ufvBwTUUdl3GwnVIHtyGVcD10zOw6zwOdp7d4NhjJtyY1zKyFi4jLsL1y1q4DSmE/VPfwTbmU3gMPAy7Nn3h27gltu5MRHXNjzAzy57mrYYAecBrM/cJsFwFlQv9L3xvZZVMmhSmKMsFZBaY8PKrn8PWuxk8Wr8Ij+fGwvWlWXCMeRX+AW2w+fsjIslSFnNUbXolOES4sKZWhJlLbGuNuFiWvpKJiwwzlsqEwQNsQHYmvRzfxR/Gc6/1R9OHOiMoojlCo+IQEdMcYTEthTqJbNoaYVHNEBzWBD5BgQiOisDAocNw/OQZHD56EmvXbcSKFcsRH78K+/ftRkrymTrlQUAoUHBbLfBqP48p6HBbDaoIMVjjigu89pr//rOyUpGWzvbBGVKx0hnPKC+awlT5FTrqtRpfBTp/S50yER0h0wRYuBArs5J+UVfbasFXi7dauHm84bZ6rd6jv0bDfeqYmnmc0KIpTH0WX1ud8jIvh3BRINTfg3oP99VBZdT0zRg2eS0+nxSPIRPXYOD4Veg3liYvAoVO+cVCodCXQqhQqbw3WPpTaPKyKpQZYpsmMILlzf5T8XrfyXir/2ShWjbvOo6ff/5N1LtiH3b6IFipV4QfXzRi3xUTMn65jMs3f8cdzbzEaKr/hFOfn8nPJkx4L7wn3hvvUSqTUnHv/A78LqzhdffObVy6WI1CZsAWZ/6buUst+pzVoq621ayAoH+tFnn9Pm4TApz1+9W5ChDquJzLRLRYbZUECk1p+vuguuHguULpNMiZUXARYNHBRakYAkYt4nrw8Hxh/tJDqUozg4kOlcqsRYWi6onJysh/BxXCgCVbpOqQyZAMG2aZFTra+ZnWoUKXtVn4ZWRYtIKKpbJUqBUqFo7ysmJRsZgqhWawkpJc4ZeinbqEUCnIgLGiFLmWNCxLehrTTtpg6gkbTD5qg96THsbbQ4cjJCIGNo6ecPAKhX3s87B9+B04hDwOW++ucHhmFlyHlcNteA1cRl6E28gLcBtRBcd+WXDoNBwugY/APvYx2Nj54omeLyOrwIiqWq074gMA8n+CDKHCLoqEioq6Ehn4zFY3X8SBYyno3OVlODn7wN3eFS5O7vBwc0b/oVNRUFSl5Y3QbCXDgmX2vlaPjP4SJlwKUxuz5zVfjvmKiAyLX3cISedLkV1YjoLyy1i79Qze+WgcmrfvhrDopggJjUZEVFNExkiohNJ3EtkCkdEtEB4Zg4CQcHTp+TS+W7URpxLOY/v27Vi9ejni16zC5k1rkZBwVMCEYFDmLM4KHAooBIQ6hzMBUw8yWnMt1a1RlCgRiY/W0iu8bvL5ROmAp1rRnPGcCY7MjCShlBRE+JnKTCb28Xqs4yWUyv+dWUst2vpZAYGzBIBUCvSnqGOEBQffp/bpt/X71H51vvWzrP4eUaKFEW1aC2GaCNV5SkkJ89fIqZswbOI6DJ24RoxB41dhwNcr0X/ccvQdsxR9Ri1Gn1FL8NEX3+GD4YTKIrz/+QK8P5QmsNmauUvChEqF5rD3hszGWwOm4Y1+U/Dap5Pw6icT8fbA6Xh34HSMnb4cp89n4caNPzRH/i84pMFlo5bbQjPSqWs1MP7+k/C70N9ClcCh6mj9d/hgeG31Obw+fT68B94L74nKhPdIEPKejX/8Ir7D3Tt38NO1yzIPgtVuyxiOml23QHOR5iLPhZqzfiFX2woG+pnbauHnNfTH1DX1YFHX5nt43DqoPLhPqhQFFV6Pjn8ZQSbvT90jr6U3f3GBVlAR6oSFLev8KA82iymwVNB3odU0qzOfaY56o7EQhcW5WskX+lFkJJgKJaYi4cIvIMKFv8GQ2fZShYhzRfa99JHIz9KO1cvSl9cRKkczfSkTmB4qCigMcGBvFSqUkpJMGEqyUVSchpLSQpTVlGF3/jzMPO2F6ads8E2iDYavDUD/yQMxa8k6hDVpAVt7O9jbOMDG3g1OzgFwCOkF149PwPWLC3AdSajUwmPkRbgMLoTzWzvhGN4Nbu4BsGvkipgmj2DH7rMwV/8o2+3WXBOhxYRIVe2P9Yaltv6xeqCpvooqKhwNLPIYAXMVleYfYay6gNPnCzBm7FS88MKrePWtPli0bC3yi2q0+l1amLAOKqpEjEhs1LL4qUQYIMBy/BWmSygqrcXBY2nYfzQFS1bswumkfHzU9xNEhjdGaFgIIpo0RUST5oiKbobI2DjhmA+LikNAcAQCA0PQrt2j+HrSDBw6fg47d+/HihVLsXrld9i4YQ0OH96HtLQzsq2vBhTCQoFDmbyU2iBcFETUMaVWuJ9tgIXi0PrLs+CjKmmvIMFz+F6CokhLbizUgFKQl4XMzGSRWMlcDn4u3ydm5aQXUGEBR2mGUgt7w5mLO/epRZuzHh58rd6jP0ftU7P+2IO21XkKQHzN89Rn1XsPqxxrYdLy+1sBpt5nM2LaZgydtBFDJq4VCoUlEPqPXYZ+Y5fVQYW5KJ+OXoI+IoR4IT4cvgAfDV8g4PHWAKqRaXiz/3QBF6oWGRE2S6gUAuVffSYIqHD7tU/G441Pv8Lb/b/GhBlLcS41B3/++SduA7D8+bsoCb9NdEKUDm8qgt2XK3DqWjXyfr2K2pvXceP2n0K5cPGnivjrrkwopLJQ4++Ao45LFXJXvFeZtbiP1+Zn8LP4mfxs3oPymfDeWLae98p7/vPWnzibnIN9ew6L3tEV5YXCoU7zi8GQDX1yIxd4tWArOHCfgoZc4OubpPT7FCD+bp86ztl6DiEiB0FCp31NdQVqqsrFqK2uAAf3897U/Uk48VyZK8OeK4SKgoSaZWdJza+iKQN1jLN6j1Av2nGlZNSxCtFIi9emilD+FIKFgCkFe7MosLBul4QKZ6k0mFdCtcJBdSEjvBherPlQtERJZtTrh5n71WeLQAoqlOI630pFaTHKS5VPRZbDp+OTSsVQmoPiknRRUK/MYkS6ORULkrpjcoItvklohKlH7PHGqNYYO2sJ5ixYjadffgvtOnRBp6494RfUBLZOoXBs+Slc+2fBdfRFuI+8ANcxNXAfnAHH9sPh6hECP78wPPPcq9i54zhM7NPewOQlgFJzTZjEaBbjqOLQgaYeVGp/FCYz5YtRs4XmNMuPwiRGc5nJ/ANKjBdRwsZgbH4loKOpEy3PxKpSVAl+lo+R4cEMEaaaKau4JOByLrUEyzfsQ2q+EatXbcH4oS9i3lhXxM+3R/8+bmjVpjECg4MQFhmF8KhmiIyORlhkNAIDgvDe+x9h74GjOJpwFvHr1mHVqiVYs2Yxtm1dh4SEI7KCcA6rCsvij1zslQLhNgehoRZ2Lu5KneRRqejUCmFBf4eqHEy4KMWi5joTF81dmolL5aTQIa/MXbyfPBZr1D5bLcRqFmXtCZc81tNiMUelhGQCoVro6y/udKYTUlZ/T70FX/OVqPeqRf5B56jr6s1dhAoLV6rzJVT47Ph5mhoSPVXkvfK7KKWiPpPvtRk0IR6Dxq/DoIlrMOArKpNlQp1QoRAsnPtzWyQ4LkCfkQvxkZabQlVC09Yb/aYJPwpNYO8Omo3eg2bgjQFThUIhUOSYiFc/mYB/fTwOr348Fq99Mk6M9wdNxLRv1yA1Mx9/3JDdI6/dv4O0X64IM9P3F8uw8UIpNlw0CBPZ9svlOPiDCWeu1SL316sw3/gFP9y6gd9u38KtO7dx++4dEUV2j6BR0KG6EWXwZfgyz+G5fA/fy2vwWrwmr83PoDmOn8nP5j3Q5MV74r3xj/eanJGHibOX46V3R+GLMTNFZzezuVAoES6c/FVL57FeSahF27roS9+Feq0HwoMgoT/O9+jPUZ8jgSDhpNSJUCZULiKpsgLV1RzlqKmRc7VQMXplQzCVo6a6XOSkmE2yTpdULgwrliDhrNSLgoV+Jjj+bqjzTKKDpWpCRue5LCJprf9FoCmIyOgsCQcJLUJEqReWxC8zFggnO01hKotewUQBh7OF5V0EeAphroOKNH0Jn4qxCOUGGQXG8GI28eIPBRb2Y0VjbrMqrKGsCKUXK7E5dxqmnvYWUWAzE23Q93/VdSbAUd33HV8J8J2JO2WaOE4nSafHtPVMZ5K2mbq2wUIGA5YAHSAQIBDoAEkgcyOwDA6HjcHGMadkLsVAjA12zWEMOtGt1R7Sag/trqTV7kriMMYdu5lM4/LtfH//9999kh3P/PN/7//evrfsTP4ffX/n/vH4x2d/iWNnLsLmCqLD0Y82ex+WrtiEcY/8GOMf+gkmPFWIB3Pr8FipG48UNmL8pFfw6KN/jR//1c+w77cn4PVHlEIJMT9ltDOe8CBIwqYhYDFBRQNmFFwM05mGytiZpebp0OcQxTEmSZFA6QupEZR6ZN81h/UFR+DxhnG9zonrN5yoOH4eu8tL8VrxT3H9/QT0d4xDpDMBrtoJeP/Qg1iQ/ij++R/+EhN/9AT+YuJEPPP0c9i7/xCu1jTj7LnzOHLoXVQc3o+qqgppntXaWisZ8ewDZLM3C0i0QtFQ0fDQakGboPQ6gUKIiEKh74NRWYYyMQNl7DHPtc+Es85HUWsKLHw2o80cna0xn4z+Hmx2xSrDfA7fp8DCrpC6MCM3cWVy0mpBqxYNHyYh6o2c9+j7uKnrdc5c/74wYPM1HjPKi5UD2PmR79Jg4XdWTbnoW2pT2fSGj4nrosZMjn++z1JQVoH8TZVYvukQlm8iRJRKIUz0KOC19e9i6Zr9yF37jmTQM4w4bZnhL8lnpBdDiXcjq3A30vNfw6xl5UjJKUNqzhaBCuFDqMxeshmzl2xC6uKNSFm0AWlLy5CxrAzZhVuxfc9RMYuN3FS94/+A+wj84Ss0fDksRRiZUKh9L1o90AxFs9THt/pw+dYAqu+EpXhj65cjsN4bge3eLRk85hoLO/Ie3svP8LN8hn6eUiReSV5k4Ue+m9+B34X/DY/cxvWGNpTtOoS03I2YllWKZ1IKMT29CDUN9egL2OWvfZam56bDhLrRm3x849YgYbguj7XJirN56Pu0otFgMQPFrDL0df05BRYDQISKlGqhQmGOiwo3ltkwl/H7KkCx5L1q4hVPfFS1wFTy42i48N+qQaEd5RooXNfKhLM+19f1mv68BouGhxkGSoFooPC5ury96i5JkxYVC01XOkSYa+YOk1KckqqESZOEEiPCDF+Kcta7EPC5EKBS8dGcqVsPsy6YU4aUcZHqxXb4w0E09tXg7aZ/xWs1FlEr5VfH4ZnFv0BJ2etw+sLwsIRJ/x1cqXdiUnIaxk/4IR545Ek8+KNfYsLfPo8HfvIcEh+YiB88PhHrN+6G2zuIfiPaaywUNCwEKhETWCJ3Y0plMHoXHPpe8zPMIOG6+VwSJ43SLyHmuZigwvvoL5HCllQtolxURWTChmYwf98tXKvz4NSHddixpwKvbNyFdQX/juNvjIe/0YLbjkRErRZEWy2ItiUi1J6A7rpxOH7gCczP/jcsLViJjz7+DJeuXMWxE6dw5GgFKisP49wHVaiv/wzs/SOJeFbChMokrk4IFAkNNsFC/UVtJBoaEVm8T1SM4VOhmiFUuk1Q4ab/fUDRaxosck6TEJWNaRAqLJ8fg5ZWTKyRxagvO6EWb0McL5mvzF564+cGr6ofMxiAMFI9XHidIwYA0+ZOkOh1M3T4u2kA6ZnP4P2Eir7OCs3sqaKKW9IUxveyJL4q08LfS0FSAcj8Dkv+5qPI21iBZVQlGwmSOFRYfmXJmv0CFEKFQKEpLGfNfvGlMMpr/spdWFiyJxYBRjPY7GWvInXpVqQs3SJQoT9FmcG2CExeWrgO0+e/LGNWzkakLt6AWYvXI3XROswvfAWryvbhnYozaOnowlf3/ht/+vZbMTXdxbdw/8891H0Zxae3+vH7YT9OG5nr9HNwnIx6cCLqic081sN8Td9PiPAZfBafyWfzHXwXzVt8970vv0Jjqx1vHjiF3NXbkLp4LZIyizElsxhJmSWYnLYSv55RiMMnTqPPb8Ngv3Kec6PvCyrlojd4zmYY6GPzdTNQNEh43XwcYb2uQWa2q/4pfI4Cgdn0pdWKAtkQ3y3Kww8qk9g7TeYy/X0iA0YkmJRMUbknLM1CpzlrgEkdMKlYHFcsGhBULxoOZljo65wJHX2uAaM/o84VLAgVnqts+NGhwvFnEypugYj4XhhiHPBI5BbNZdofM8onI34UKhWqHJPJiyDx9SDg6xao+Omk9xEoVCY2lWXPTHvd097tENt6b68bvVEvPnCsx47qx/AbgqUuAQt3PY7ZObm4dsMFTyAKT2AIPYFhXLnehukp8/Hgww9jXOIjSExkx8cH8eSTP0f5zr3weEPoC7GA5B2J9qKJaiBM89UXGDApEUIlErkrQxQLoUKQGEAZC5bvA4yGjRksolaoWEJxp7527st9oS+kTD3L8gelPL3RkbH/Jjq7BnH6Qi22bN+Dmc//GsVZD6PunAVRx3gM2RMw1DEOw+0JiLYkINyaAH+LBZ6WH6K7vRDWtmp8fr0WVafP4r33juD4MSYxHsfVq5fEd9LZyY2PNbqYAT8aJlqB2BkebIQIa3VAgDD5saubBRs7BCi8X22SRuiv4UfRMFFzh5jAeKwhwpnmML026hmGD6WHLXftHWJe05DTZjj6YXpo7uKmzZa9AhtzUmSHBPpoqDCMl/18XF12uNlaWErFmIBi5NJoiHDWwNCbvfmc1/Wz9XX9WWcXI+LU92IzL6eD6oRmPOVbEvgafikFlu9CzZK/6TDyNh4RqORueFfqeeUSIOvfFXjkGOYuzgQMR3aJctAvKNqD7GImPO4Sv8qcXKqRcqQs2YqUJVuQkrNFjmfnKtNXyuLNmJm9FjMXvIwZMkoxM3sNps8vlbXUxeuhIEPArMG8vE0o2bwHh0+cQ32TFQODUXz99TeiGPg/9/AtQn/8Gt1f35VSKHV3o7j6xaD0ficgqDSoRjh4zDX2hec9vJflU/hZPoPP0v/xHQPitGzHgcozKFj3G8xcUILkjBVIzihSIMkoRlI6j4sxZW4Rnk4pwabt++Fx2yTpcCjkAzdmqhCzUhkLFTkPG5v/gBfRkIKHBkts4zdDhU74sE+GlG0xQoMJhLH3a9BEmIkvtcIIFFVUkvcy30X7XPhOMc+x7At7rPQTWlQqChLMoGctMlEp/ez7opQKN3ez/0Qfa2jozd98nwaIvqbP9Rz/rFmRKIWj7qEfRcOLMwtFxn0s8bItDBk2eqqIs1/ltTChst/vwYBEkPUgSJgwjJhNxnzdCBIq3i74vU74vHZ4mZfC4bHD4+awwed2wNfjMMwfnQiF+tAYuIh9jU9hR60Fu+osWHd6Av7lxV9gtaiVm/AERqTgoq/vJtptPry5/wAy5i1GUvJ05K0qxbmL1+DvHxHfR2iANbvuIBS+bQxl7hqk2Ss27iIcMY8vEI6q88HIXcgwqRUNFfOsofIdxcIaYqZIMcmCD90SZ7/dGUZDS698VzYPC/hvwue/CatrEAePfYTZs7Ix54WfYt/Gcei8YsGwIwEjdgtG2pRCCbVbEG61IFRvgbfhb+C2lcFpv4JLFz/FyRNHceLYEZw8VYnzF86gufm6lKPvtN6A1UqosD4XG2cZKkXa/DIHhaYszmz7yzkeRlxbcxXV1y5LGLizy4qW5noJD5ZNkn4WbuyxkGArXA41NDw4x6DCxEjjuosmIPmrnX+5K3OTlEgRNaJMW4QKoSaKyVA09MfwL39Ggck76MwXHwufo/ws3Mi5qSufC6Fii7UOdklfE27ohAvVwujNXSkYlo+haYwmOMKBEFVr0h7YoX4vAYeDCZlG3gyfSYjw9+Mar8W+mwKwBriT16TdMP/t6vtaaNriEJCsUzARhbL2HSwqfUvGQmPOXrUXC0reFAc9zV+M8KKTnqYt+k20qWvssTovQ+riTUjN2SAjZdE6AQrhQrAooGwA119auFbWZma/jBkCnFKkLVmHJSXbULbzAH5bcQYfX66F1d6DoaFb+Obrb6TX/P/dv48/4T7+F/fxR9wXkxXNVnpwjdd4D+9lf3p+Nhq9CatG/qdeAAAL20lEQVStG+cvXsfbh6uwrvwtLFyxFS8tKMW0rGJMnVeCyXMK8NysPEzJKMGUuauQnFWKyWlFSEovRtLcYkyasxqL8raisaUF/f1diNKE1E/HvOonb97wY2rAgAABwQgsfiZqOO7NqsQMCgUCpTI0ePS95neM/Uz8GiHCfioBRDkGg8bgsQ/9YqbqBqsexxWJgofKWWENsrgfRQOk36jnxXO9pgHBOQ6JuI/FvK7vHWs247O+ex+BokOJmdhIExV9HjrJMV5+hZ9Vz2RzLhUmrHwtyuGvI75o5tI5KoRJ0ONEQIYDfo8NPlcnvC4rPAwndqtwcW9PpxSZZEkO/p+c1ZjdYRdOdOZjR70FO2sT8EZDAtLLHsNzaZnY/vYZNFg9YNXgYN8dBAdHEAzfgbePxR6jcAeHEWCBRYnSuoNBhgAbYcAMBTb7TvSxhoZWJISNVi561gAxm8L0GmczVMYem9ULj5WCuYWr1XYcPHYRn3zajuoGJ5ocvTj7SR1e3rATM6b8BwpzEnHllAXD1kSMdFpwqyMBQy2JiLQlYKgtEeEmC/pvPIJA63R4299Hc91FnK06huNH38XJY0dw9uxJ1NRcBJWJ3c7yKjdkWK1qVmqF/pRGKf5IhzNb/bLPCQtAyrE4wY3CjdwU7e3iA6Nfoq2tCQ03aqRIZGtbg6gXbvo9Dvo51L3c7M1Q0ccCFHHi038yJqdFfCE0PdGpzqHqgtkYAGCondhz5Bnxd/D7qcRIpYJ4H8+piFiYUqCmc2KMCCxt2nM6mGcSVy98L68RtFQjbBUsPejt6n18tn4fZwJE/t18jkOFXRO4Dqot/h5GBJvysSiwaNWivwNBQ1hbVpQdQv5G1vVS1YbpR2GklwaKKJXVqmgklQlDiFXCI9WJ8qnokGFChaYuDuWcV076VAHOVqQQKks2IUVMXusFIIQKgcJBoGioECy8RhXzYtbq2DEhM21uMWZklWDu8o1YumobSrfuxbY3jmDfwZOorPoI5z6+ikufN+BabQuq61tlXKtpxsWr9fjgwmeoqPoQew+cQPnrB1GyeTey8jcgZUERpsxehqTZyzAlvQDPzylEUtoKJKWvQHJmEZLS1HlyRjGS5yqwTE5bgcnpRZiSuQrJc9ciNWsdzl24gl7xq7iUU5xtf4OuUWrFDAEBjNTz8glQNFRYmj5KNWKYyzRMNEjM52ZImY9Hg4UqxqxkdEQYZ4LGHzOvUZ0oRcLSLqpwJJ3x5kRI8zGvMS+E/UzMUDGrEAWduKIxg4KOeg0VPfOz+ll6TQNHfVZHchFSPeKYpx9F+2C0uop/liY3ldAoZV9EtTDPxYMgM+lN/hTlS+lCkErF7YTfbReoeNj7201HPWfjuIfdIZ2qMZOnC8GwHw295/Fm08+wo8GCPbUTsK4qEb/KfArzistR3eqFP6RLwuuGW7cluot+CpWgqJIUQ0xaNAbNXIPhOFg0MKhKYkDh8fdAZdT171EtY0Ey9jwGFprCBpinchvVjT7UN/fgwws3cPmaE5erHciaOw8ZM36Aytct8NYkYsRmwXCHBcNtiRhus2CoNRHRRgsC9Rb03vh7BK274Gj8DJc+OYeq9ypxsvIgTp86iov/dRZtLdfhdBIYSp2weRYVCuFCtaLA0RwDCkuoKH+AaqIl5hwptRIv6EiHuuRZOJll34qmplrUNVxDbf3n6LQpJcHNVm+4yvylHO96XfwKomq48St1w001HpFFB7vO6yBU6B/phEOippTPRT+Xs34uZ/M5j9Wmz9Bjtgy2gX+8CFgMExvfqzd580y4iOqIOdRVr3uBxxhQcs28rkxahIZKHDWDQ71DQVKv8z5RSs52tLU1SEMzy8oth1G4+ZCEEedvPqwAs2Y/Fq/eJxWIF63aKyYu5p7MX6nqejFTPjN/O9KXv4q0ZSoHZfaSV5CWWy55KekSEfYq5tDsxeivHPpWygQqKYSH4T8hODhSFq4Vn0oMKNlrYiayF+etwvSs1YZyWSNwmTZvFaZmFoPXps0rwdS5xZiasRJT5uRhakYhpmYU4MW5K/BCWr6svZCeL+vTMguRnJaPqZkrMCWjAElz8pA0Zzkmp+bi2Rk5ePrFRXhm5hI8PzsPyekrMSV9pYCFM81efOcLGYTISkxOK5SRlFGEF+aW4sXs9ZiaXopdbzFihz3hu6W+VkhKgLD3vPKzhPupRggQI+O9XzvFvaoeF530UUZl9cqIRNRM01WUpqrYUFBQ6xoQ9NcoU1ocPsZ9pux5+lYUYBRoaBoT85gAzKeKUErpfMJF9Wah6ctcNXk0VGh6Yrl45ajXMOAcVyg8Ng8V7qvAEz+m76SnxyqQUSHGStkQDqoCMe+lelHPVoBR0WKiXliAUgpK8h5tLnOBYcsBfxeCva64Q97vFvVCBUPfC30pQfGnMOrLqcxfHid6aeZy2WRWPVZU5JdKhlT9VlgbrLvHBn/QDV/IjVPty/F6fQLeqLdgd+04JBU9gV9NTUHF6UtSIl6ipljGRJze7Oio+s8zh2Rs6DA3ea0sqFAIlGj0S+VHGQMVQkYDR89mqOjn/Ll5LFDk3FAobAccHLgDj38EByov4/ylFjj9g7h8uR7lq+bjtdIHYKu2IGpLwEg7fScWDLURKhaEOxLF3NVf/xgCLfPgdp5GdfXn+P2pKrx//DB+d0o54mtrrxjAaILNTlBomPC4Sa5xzW5XpenpYOYQx30nFUq830h3lw00denNVzZwbsh0jrM0i7UZN5pq0dBYgw5rs0Q58S9ymsK06YybJ8/pxNcmr24HYWAAgc8zkh8l+57OcsOBrtUCr/N7qM2eTnqlOjRQ1KZuBAWISqITn0pCzQKVLhs83QoqNNMpkKnQ3piK0JAx8mOcApVOcbjT6U6Tlg6Z1u/WswYLwaGfrU1c8ltIR8rRCoW/De/l70N/FWeWrrEUv3IUhZsPoqDsEPI2HzbyUd4WqLDqMH0mC4p2i0M+awUTHHeYMuXLkZFXrmCS+yoyl29XI28b0pcRMlslL2VWzmbIYMTXQgKj1DBrvSxAoYOeg3DheCl7jVynKiE46IOhiUz7XwgVgUlmEZKpJNILkTSnQGBAIEyetVzGsy8tBcek1GVyzmvPz8rDpFnLkZRegCTem7IMk2YuxbPTcwQs/zl9sdyroFIkioVQIUwIFcKFQHl2dp6hYlZKBNj0RWsxNXMNita+CVuXE6GQG0PRAKIDvRgMeBDp82GY5qaBXgyF/DJ4HO3vxdCA4VOJKKDI56JBRE0jEgmMOuc1run1Iak8rBSHUh0BcI1jOBJENByQ8OAIa4ZFehGN8FpQhjKB8ZxRZwFEwkGEBgJSkVjDg0UoCRUNFj2rcGKlbFSHSNVuWDpNMolR8ltoPvvuYESVgoNWHaoMvsqG171Z+Iz4dX1M5aPVDL+DlOTvUyVdpO+L8ZkY2Bg0EegyQoe9YPY8TV8xoNC30usWPwtVi198LIQQHfZd8Hsc6PWykVcXvD4nPHTce53w+lzw+lgm3yW1wXq8XQgPhnHddRxv107ErpqHsLPuYayqfBxPPfdP2Pb6QfgCVCgjUoiR0VOsHtw/OCIO+SB9GIYvw7zBEwKEgwaFnscqlbFQCRuf+3Ng0esaMuZ38lhMXoY5LjhwG77gTdhcA2ix+1DfGcTO/eeRMSsFFXt+Dl/zQxjpGo+hTqoSCyKtCYg0WWSEGhPRV/938Fs3oafrc1y48CGqKitx6tQR/O79Cnz80Tk0t9QKFNizxO5QTngqCvGV8Fz8JG2SrU4fheSCGFVzaf5iF0dChX+U9PRQlajNPJaEKArDih6awRxtYrJs7WhGcytNalQXnejqtsFBH4t52PnXOZ3z9KXQwU5/C01ljPiyGZ/rRLeLn1d+DuXrYP4JlZI9/lzCggrKaUOPw6aew2Mnj23otnfCZTfeYe+UdbfTDneXHV6XEz3dDnR329HtcqDbpZ7r5Pd22SEz1ZjLJgEJXV30wxgRY1RCNG0ZYdSECWFlHlzjd6P5i78djx0yrPJsJ+FIH5IxeI/DbkVraxPs/C1cTjicNvw/WT1wF/D/1WQAAAAASUVORK5CYII=" style="cursor: move;" /></a></div></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;">Task cards also work great as a center activity in both language arts and math. I will often lay task cards out on the carpet area and students work quietly there solving through their task cards. </p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;"><br /></p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;">Another reason I love task cards so much is that once it's done and prepped for, you don't need to do it again! I use my task cards, again and again, year after year. </p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;"><br /></p><h3>4: WHOLE CLASS/SMALL GROUP REVIEW</h3><div><a href="https://www.teacherspayteachers.com/Product/Fractions-on-a-Number-Line-Task-Cards-1205907"><img alt="" src="data:image/png;base64,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" style="cursor: move;" /></a></div><div><br /></div><div>Another way that I use task cards is for any review either whole class or small group. If I'm doing a whole class review, I just project the task card onto the board and have students solve on their whiteboards.</div><div><br /></div><div>If I'm using it in a small group, I'll either show the task card to each student or I may give each student their own task card. </div><div><br /></div><div>If all students are solving the same card, I'll usually have them hold their answers on their whiteboard to themselves until I ask them to show their boards. When I do, the students all show their boards to one another and look at the answers. I then ask students if they agree or disagree with everyone's answer OR I might say something like "2 students think the answer is ABC but 3 of you think that the answer is XYZ, what are your thoughts?" and then we go into a discussion about how the problem was solved and ask any clarifying questions.</div><div><br /></div><div><h3>5: EXIT PASSES</h3></div><div><a href="https://www.teacherspayteachers.com/Product/Differentiated-Elapsed-Time-Task-Cards-1057119?aref=2vbdel3i"><img alt="" height="640" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUkAAAGgCAYAAAAnwZXiAAAgAElEQVR4AYS893dUV7a2a2RUkkoRISFkTLAskFHOoUqlUs455xxAIEQG44xtsLGxTQ4mmmyicqhSItkGjEN3u0+7+7Tdfe79O5475toqQfft830/zLHWXnvV3qUe7od3zneueuHKiU+5evLzubhy4jOunpTYz7Uvv+DrUwdUXPvygNoja7Z4/nO2ue3e/2m07ZV3a+/T3m97l228fvogtpC1G2cOqZA12/z/NN48exiJW+eOcPv8Ue5cPE7fpRP0XzxB38WTDFw+zdDVcypGvv6K0esXVIxdv8jo9UuMXL/E6I3LjN28yujNa4zfucH4nZuM377J2J0bjN2+geXObax37mDtu8NEfz8TA4NaDA4yITE0xOTwMJNDw1gHh7AODGHpH2K8b5Dx/kHGBoewDA6rNUv/CBLjAyOMDWjj3HxwjLF+LcYHxpEY7RtVIevqWtYGxhnrH2d8cILxwcn/a1iGppAYG5hifHBahWVoBuvQDJbhGcZH7mIduatGmWtxj/Hh+4wN3fuPYRl5gITseT60tQeMDcln72MZecj4sOyT/d8yPvyNGq1j32EZ+w7r+DdMWh8xZf2eSctjrJZvsY7L+iMso98xLp9R8Zjxke+wjD7GOvYE65iMj9X1pOUpU9YfmBj/XsWk5Ues408ZHXnE2MhjrOM/MKHWfpibT1p/UvOpiZ+ZnvwDM1N/VKO6nviZmck/qOvpqT8ia7Jf3Zvd9++fkedPyHv+Q1jHnjI69Ijx0e+xjD1V4/iofJefmLDI+/+EZexHJix/YGpCvsefmJr4E5PWP6qQdZlPT/6iRrk3PfFn7k79lemJ/2LS8gvjIz9jGfuZ8dGfGRv7I9aJPzNl/TMTFvnMn1VMT/7K9PRfmZmR+G8mJv7C5OSvc+P09N/U+t27f0fFvb8zc/dv3L//OzN3/86DB//g4YN/8vDhP3nw4J9MTv/KxMxfGZv4Fcv4r/Tf/pFb177jylczfPXlFKePTnLi4DhHPx3hwJ5+3tj4JesaPqal7F2aynbSWLOVwtRuopdVkbCsgWT/LrKCesgL20yURwPBujIiHKoJ01US+mIZYfPLiXKsJtqxhghdBXH6GqL11cS71JK8qJ2MpesoCtnOprqPOPrpCe7cmWBy5q88fPj/Yhn7A8OD33Dt0gDr126gsDifiqpyqmoqqa6t4oVrX34+B71/Bdvns4AUKMoeLWwA+9e9z8D5f1q3fdY2Pr/XBk4ZbfdtMJTRtvY8FG0AtY1y7+ZZDaQ2QAocBZJ9F47Tf/kk/Ze+VHAcuHyG4WvnEThKjN24yPjNywqKozev8CyuMXb7ugKkte8m1r7bWO7cYvzmLUZv3cDa38dE/4CKyYFBJgeHtBgaVnCcGhllemRcxeTwKJPDI0wOjSowWgcFnCNYFDiHFRzHB0YVKAWSCpT9o1gGxrEMWhQIZVTzIQtjNiD2WxgfsjI2aFFhGbQq8D0D4ARjAxNza9bhaTUXiMoeAeL40AxjwzMIIMdn4agAOXYf69gDJsYeqpgc/4aJsW8VBAV61tGH/zKX68nxb5kY+0bdk2sJuZZ16+g3c2CUuS3kmdZR+dy3TFoeMWH5jqmJxyomrY/V2qTliVqX64lxgeB3TIw/YdIiAHzyXGiQFGAKHAWSAktt/hMCyonxp8xMaQB8HnQKdrMQvDv9J+7N/IKMan3iZ+5O/VFBU8ApsJyy/qRG2Xf/7p9V2D4je7Rn/8yU5We1V0Ap738+LKPfI7AUYAsopyf+xMyEvFM+r8Xd6T8jMTMlYBMwCqh/Ufdnpv7MvZm/qHuyJtff3P9v7s/8jbtTvzI99V9MTv7ChPWP3J3+G/fv/ZUHD/6ugHhX5t/8zjeP/snD735n6u5fmJz+Lyan/sz03b8xOfMrI2N/oL//e27d/I4b17/h66v3OX9qghNfDPHhm2d5/62z7Np0nM1rDtHb8QVdNR9Rl/0ujTnvU5X8NmVxu8h5bQMpK9oxLWnB6NOCYVEL6X7rSHqpgwSPVkJ1VYTbV5Hg2UBpcg8V6b2Yl7YS7VSHeWEXyQu6MHl0kOjajsGliUTnRpJcmjC5NJHs0ky6Zwcp7q2Y3Jowu7eS6N5MkkcraT5dFPhvoTx4B9URb7Ch7CMO7D7ExdNnsYw/4cHDf2K1/IJ1/EcGb0/wztvvU1CUpwBZU1dNXUOtQPIZ4L4+Jcrx2fWzexogRWFe+1JCU5jP7v+nz/znNRvsZPz3z9tAadvzf4PkjTOaurx++gASGiQ19WhTkHe+OqaU4+AlUY6nEDgOXtEAKcpR4KjFJcZvXmHMFreuMnbruhZ3rjPedwNL/6051SgKcvzWLaz9/XNgnBoaRkKU49TwCFMjI3OAFFBODY/NxfjgMBITCooaIOfAOGgD5ahSj6ISBYzWIasKy5CV8SEL4wqcFuTaMjyhQCkK0jILPxskbYpSAXF4GoGkDZRqPnQXy/BdxhUQ7zMx/oDJ0dnRokFPAGeLKct3Cno28Mn4PBRln+zRoPgMkhYB55goRk1N2pSkAuO47H/EhABWPmt9xN3pp0xPChhl7RHT1qcIKKcnnih1KQpTYnpC1KLM5b4AU4OkQNGmJKesGpimRR1O/MT0xI8KkqL6BGQSAjUBoi1ssJNrUY0yytqMjLJPIGj9SY1yTyD54N5/qX029alUpEWU5p+YtPykIGgd+4GxEYH7j8j3eQbMn5m2/pEHd//Kg+m/cHdKoCjg/Qv3Zv6L+zN/UXMbMGVd4uH9v3L/7q/MzEJ0euoXppQC/YmxkR8YG/2BkaEnDA9+z8DtR1w6N8HpE8Mc/OwGn+27yqd7LvP+m+fY2XOEjS2fsa76U9ZWfkpX+T7WVe6nwvQ62SEbKQjfSmXim9Qkv0Nt6rtUG96lMGwb2as2YPLtxLCwFePCNmJdGohzaiLRtZVYhwZi7OuJdqgj2rGBOOdmDO7tGD3aSfLuIs13Hck+azC6t2Fa1EpF8iaqM7ZSELSBnKXrFeySF7ZjdG4hyb2dZNc2zK7NKgSKAso4pxoSXZtIdW/D4NKIwa2JeJdG0hatoXTVdqpCdlERvIO66LdZk7+Hz944zKkDB+i7ZWFiUlPMk5afGemf4dN9h8gvzJ9TkbX1NbxgA5LA0abI/hPABGgCMVGU/w4z27UNerZrbf//DtRn79ZS+ef3yz0bJAV+tu/2TEnaACkpuQZJm3oU5WhLsSW1HpgD5Ok5QIqKFEiO37ykwGhTjgLK8dvXGOu7jmUutb6Opf8mE319CpKTA/1MDQ4wOZtez6nHwSGmbXAcHZ0Dok1JKkiOjKh1y9CIguTYwDAS44OjSjnaQPl8av08IK0jk3NAFDCqmE2ZbVCUUcD4PAxlbWJkRluTVFrFFNbhu0yM3sM6pkFxeuJbpqzfKFAKLLXQlKAoQlGPNiDaQCjXlrGHWszetwFS9s8pTtkz+pDRQUnT78+pyMnx75iZfMLdSQHdozkFOT2hQXBq4hFTk0+Ymfqe6UlRWlrMTP7A9IQWNkhqqbVAUgD5IwJHCYGiAuOsSrRBUWBmCxsEH97/C9/c/wv3Z36ZU5KyR4FxFpQaQLXP3puSff/F/XsCtF+YnlWo8hlJxW3puAKm9SkW61PGxx4zYfmBqcmfUNAcfsz48BNGBh4x2PeQob5v6b/9Df13vuH2zftcvTzBuXNDHDt2gw8/+JJ33znC++8cZ9eOA+zYdIA3Nx5jx7pD7Oo5whu9R2kve4eypE2UJm6kLm0HTZlvUmveRVnkVqXoUvw6SH21k6RlLST6NhG/qIm4hU3EeDYR596MwaOVWPcm4twaidY3kOjdSdbyXvJXb6Ng9TYKg7epeX7ADgoDtpO1bBPpvhtI9uom1WstaV5rSfHswiwwdG8n1WsNSZ4dpC7qJs1nHcleazG6t2Nyb8fg2kyCewv5kesoNfWQvKSVooDNCmypC9eQ7N6O2b2D9IVrMLu2kuzWQqK+QQFS5snuLSQvaFOjwFKUpMm1hQyfbspX76Aq5HXKg7ZTFryT2uhdvNn+KSc/2cfXF7/GavkTd+/+xr3pv6h/vA8fOEVufp5Kt0VJSjwHSQ1KAiMbvLS5KEJNPdrgJzC07bHB0wa456+fX7N9Rkbb3PYMGf/z+udztcd/h6QNiDYFKfC0gVHUo4Sk2ANz6bUA8uxcDfJfIHnrCmNKOV5VatJy52vG+29g6bulUuuxO9ex9t9RkJzo72NycICpoQGmhwa0eqPUHAeHlIq0QVJU5JxynE25bdeSbouKHBsYUjE+KMAcU6CUmqSA0lZvtKlIGyjnFOOsevxPkJxLo/9NMU6O3sU6m1IrOI7cY0pS6VFJqe8zaXnI85CUawHm5LgGSRvwbHVGm7K0QVJqiDaQ2lJsGW2hQDqq1SFFPdpCICmp9bSk189BUoPiE6Ump6e+R4OiphplfndKwCeQlDUtpq0/MTH2lCnLj1rtUNUVpbb3E9OTs+pxStJVuZ6tOU5rafHUxE9MTUqNUUvHx0ceMz72hNGRbxkcfEh/310G+h7Qf/Mhfdcf0nfzG25dv8+Vq+NcuDDE1YsWrl+e5vrlGc59OczJI3fYt/csH+w5xr6PjvPBh0d4481DbOrdS8/aD9jRvZ/Xu75gS/N+1tftZV3dHtKMTSRHNlEUt5EK4w5K4reRH7mRJP9WVi3MJ9S7lFCvMsJ9Kkhc0UySXxvJ/mvJ8t+AaWErid5tFAZtJnNFNzGudSS4NRLvUk+Mcx1xbg0kebaqul2Cvo4453rineuV+kpwbsbo1oLZs50kz3ZiXQWQzST7dJHx8noKVm+lKupNysJ2URr6OiUhOygK2k7R6m2UBu+kOHAHxYHbyXt1M7mvbMS8sJN4fSOJLi0YXFvUs+X5KQu7SFrQTpJHOxGONUQ51pG0sInSxB6qU7eov8Hg3kxJ0Faqw3ZhXtBBnL5eQS/FvZ0klxaS3VoVJE2Scrs2zcHSoK/D6FRPoksTBpcG0r27qAjYTkXQDsoDd1IWuIPS1dvpLdnDiX37uHDyBCND95mSksTEL4wPPeDUicvk5eeTk5dFWUWpUpQvXD/zGV+f0uqANhAJtGzzZ6OATPY9A6QNcs8DTuaa8aMpzufv2fb/+yjvsKnF5+/Z1p+px4Oq5iiAfLYmdchnBo0GRzFnTjJw6RSDlzX1KCm2mDS2OuScSXPjIqM3LzN+82ust65juf01FpVa38Q6cEurQfbdZmKgT0FSqcdZSM4MaWDUAPlMRSpA2iA5MsLkbJotitIq9cihMS0Gx7BKDIvR8kxJSl1yrG+MkTsaLDVQWpFao632qAwaqU8OT8ylzjYF+byitM1FVWpK8i6WIZlPz6XUAsqp8QcKiDZIChxtIQCVuuQcJMWUGbnP2PC9ubRbACkQlNqlQNQiwByzAVLg+S3jUpuUtH1MUmstpiyPkJC0WqB4V9SiKEWbcpx6wtTkYwSSoiKVgaPS6UfKtBkb+Y6x4W8Y6r9H/+0pbt+c4tqVUW58PcHNr61qfvniCFe+GuPy2TEunRnh3MkBThy9zudfnObI4aucOHybw59eZ/8HF/n0g4t8+M5JenvfYc3anbR3bKWmZi1lZe3k5zVRlL6OqrTtlCZtosS4kaKEHiJX5bNqeSKGVXWUGLdRnLCVlJUdxPnWs1SXhKcuAh99PEtdkwhYXEiwbzHRvpUYFzdi8mkm2qWCCH0pofpSAh0LiXSuVIZDnFsd0S7VRDhWEO1SS6xLHXGu9cS41WFc2IxpURtRLjVEu9YTqa8l0qmKSH0V2X7ryFy2FoN7IwmiBl0aCHesItKxSoExVl9HtHMtCa6NyDzepYFkrw4VKlV1bSTOtZH0Zd2Uhu6kOHi7irKw1ykNe53y8F2UhuygJGgbhQHbKAiQcTslQa9TErSTyvA3yXx5PXHODRhdWzC5tynYGQSYLi0kujVr6tGxHvOiZspMPSrNNvtIutyivm/W0nUUrNxC6qI1JC9oJ9Wjg4yFa0hybcXs1orJWVLuVlI82tW6WdJ1Ab1TI0Z9IwbHBgz6ZrJ9e6gM3qUgWb5qO5mL1tKZ8i4n9h3izOHPuHP91mwd+I9MjD3mwrlbFJeUk5GVTl5BrooXbpz9Aqnt2WBog9UzCNnS2WdOs22vjAK150Fom4s7LrB8Hnr/af7vILRd20bte2gQtcFQ1mxzGZ9XkMqguWgzZ54BUlTkoIKkuNiacz0s443LyqSx3Poa6+0bGhT7b6r02tp/m8n+Pk1FSu1RYmBgVkkOavXHWaNmWuqPo6MqpkZma48jYwqQ1uFRJmbnE8PPIClgtAHTBkmlKJ8zamzOtao/Sg1S1SM1WM6pyudcbIGiDYgaIG1wnE21xbQZlD0zTIh6FDjOQnJiXFOTKsWWNYuA8iGTFs10EcWo6pGWb5H6oqTOovymrY+YtIoaFOB9x6SqIYqpIqCU1P1bVYsUkI6PPWRs9AGjw/cYGZxheGCGgduTXL8+wqVL/Zw/f4tTp65y7NhlTh7+mqOfX+HgJxc49Okl9r5/gp07P2LXti94b/sJdu84yTtbjrGt6zNa63dQXtFOcUkz+bl15OfWk5tdQ3JSCXnGVsoNvRRHrCcveA1ZAe1ELi1gmVckRv8K0gLaifetI9y9gljvOkK9ivCYF8jCeSF420Xiq4vHz9mMnz6NAF0h4boqIh0qiXSoUo5qpL6cSNcSYpxrCXesJsKpmmh9rYo4t1qMXk2kvtxBtl83+at7KQraTEnwVjXmreolxbeNxEWtGDwbSfBoUGCM1dcS5VhJrLM4tDXEOdcR41RLnIsGtXi3emJcaol2qlbwk1Ec3Rh9JWlLOsn17yHerZZ413riXRuIcpJ72ncSB1hUZKxznYJkrEs9Rvdm4lzqMbg2KniKAs1Yvo6i4G0UBW9XytEGy4rwXZQEb6cwYCu5/pvJX7WVotU7KA9/k9JggeibSk2aJO11byNJaocerRhdWzG4NBPrpNUN05e1U5HSQ1HcekwL2zDqW0jzkhS9g5SFnZSs3k7Oso0kujSTsbCLTK+1CpJGpwYFxGR3SbGlRtmGyaUVk0uzBkp9E/H6BrUmcC1avplUj3YS9U2ke3ZRsnorH27+hJOffcT182cZHX7I5MRParx5bYTaukYystLIK8gjtyCXF26ePcDNs89AeOOMrb3GNmpusQ2etvqfQExCg6TUKv/dqBEl+czk+XdA2j7/DMbP3vP/XxMF+cyQeX5uqz/a0mtRkP2XxKA5rULB8cpZpSCHrl1g5Gsxai6rUO09kmrb1GOfuNW3sfbfUibNxHMptkqzBwZULXJ6eJBpMWdmjRpJsWckpVaQHMMGyekRrS4pgHw+bGC02hTl7CigFNX4fIot8zlQyvw5UAoklaM9oLnXtjqkwHFiLtUWON5VqlFGq5g0Q9r11PhDpSAVLMceMGl5wPSEgO0e1tH7zAj4rOI2a7ATKEqMjdxnZPAuIwMzCnZDg9PcuWXl9g0Ld65buXF5jCvnB7l0tp9zx2+yf98pPvrwCPvePcHeXcd5Z/MB3t70BZs6d1Nfs47K8g7y8xpIT6kkObGY2Ogs4oILSFndSMqrDSQuryFtVQuhSwrw8YgiwCtTAS3MtZxwlzJWv1iI77x43OetwnNeID52EfjYRbLIPppFdtGstEsn2K6Q0BeLiZxfSpSunBiXSiIXlBDrWUW0swCvjHDHcpJ928j3X4fRsw6Dez0JHnWYvBpJXdRCkmcj8W4NxLnVEO1cRbRLjVJuAq4E13oM6l4DBs9mldpGudRi9m0jfUUXOavWk72yh5yVPZSEbiE/UOp7G8hb3UOWfzdZ/uvIWNFF1itrSPRqJNalWgHSIFB0riHKqZoYvcCtVsEw3rkWCVGH0Y5VxDvLPgFpFWmL2ykM2ITRvZ445xoFyWgBqItAtp5YpzqMbs2aknSuI9qpVkFU9oi6FIDKmPrSWkrDdlES8roCZZEox1WbyXt1E7mvbCJ7eS8pi9eSsbSHXL9NSkWWh+yiOHAnBSu3KQVoEHU3C8dEcZ3dWonTN5Czeg11WVspitqA0aMJk1sLSaIQRSm6t5O2cA1lq3dQ8MoWBcG0BZ1KMQrkJO026psUIJNcW0hyEQOnVZk6oiaTXNowiKJ0bkKAquqY7m0ULNtAdeAb1Ea+xd6tBznx6cdcOPwF/TfHmJwUc+sBw/0ztLR2kZqeSm5hPtn5ebxw89wX3DwnJohAURs1CMlcM0f+FVoCx39NubWapQZKVbc89TlXZ13yf4ejXD+vEp+fP/8e+Q7Pg/Q/gVH1Pv5L/fEkg8rB1hTk0FWtBqn1QIp7rcHRcusqthi/I+m11BxvMTFwB+ugjLeZGLzN5MAdlEnTP6ApSIHj0CB3R4aZHhUwins9yszomBZjMlqYGh1nanacVIAcRVOT4wqWMpcUe0JixMLEiBXrsJXJkQkmxIx5zsmeGJlkcnSSyZEpJkensI6IWWPFKmvjU1hGJhgftjI+u24ZmmBsyMrwwASDfRYG+6wM91u5c3OEa1duc/ni11y88DVffXWNU6cu8OXxC5w9eZWThy5z8OMzfLb7BB++dYiNG99hw4Y32bFhL9vXfsSm1t1sbHufrro3KcprIzezkezUetLMlZjiiokJzyU+uJhyYw/FUd3kBneQG9SG+dVaghdnErUkj3jvUmLdyoh0LiVEX8gqu3SW2xlY9mICy+wS8bM3E+CUxmqndIJ0uQS/WECYrpgQXREGj1rSV3SSFbCWDL9OUpe0YfSqx+TdhNGzgRjXSiKdy4nQVxDjWk2May0xbrXEuNQQ71xFrL5iLmL05cQJ5EQBOpYS41hKlL6caNca0pd1UPDaBgweDUQ4VBDtUKki1qmaWL2m1uL01UTJuqMWCa4CKA1asc616jsYFjaS8coa8l/bQN6qHrJX9ZDjv558GVeuIzdgPbmvrSc3oEepSwGmRNFrvWSvWEOsfG/XWmL1lerZAkf5DnH6WuIl7XapI0avKVpRnQnO9RhdGonT15Hq005BwCaSPJtV2i41Sdkj90QxSkotKlJgaHRregZG53pMbs2YRfW5N5G5tIfioB0qJK1O9+0h0aMdk2cHOa9soiR4J1lLepRajJdWnMVryVmxkYKVW8lfuZUUry4SnVsUAMXAMS3oINGzhaKodVRnbCFlRRsJLk0qJU/x6FQGjShCSdEFpsUB2yletZ0Uzw6yfdaTuXCNAqRBTBvnZjVP8eiYVZPtCqbJru3E6+uQPWbXdpJc2yhcvpGKoNepCnqd6uA3qYp4i53tX3D4w30c2/c+N8TAkf5b6c8dvsemTa+TlpFOTn6uMnFeuHH2c7SU+5mSswHp1jlRbwLPf1eVz8wdGwS1PkpNTV499RkSoi5t923j8yD83+a299vu265lfD61thk04l4PXv5SiyvPDJrnzRnLrSuaKSOAFDDaov861oEbTA7eZmqoj6mhO0wO3mFySBzsfqaHh5ge0mJqdJipkSEFx5mxMe6Oj3N3VBvvWSzcs1i5Oz7B9LhVxb2Jae5ap5ken2Bq1Mr0iDZOjgkcrUwMS/uOZtiM3hljtH+Mkb4xhvvG6L8xyNeXrnP5/BUun7/MmZMXOHzgJPv2fs6+PV9w5OPTHNpzlg+3H+Stnn3s7N5DU906qkpaaS7eSEvhNuqyNlOdtpFyczcJEXkErTQR6p9C+Mp0QvzTCVyeQvDyTEyvVmJaVk2CbwXxPiVEehfivyCZle7JRCwoIMq9hAjXIsJdCwl3KWSFzkygcxbB+mxW6dLwfzGFAPt0Qh1zMS9uIMG1glC7fELn5xNol0mILo9Y5zJi9SWE6/IJ1xURMr9AjVGOJcTqy4gWuOkrMLjXkOAmqqmMWOcKDJ6SrtaRsaKDgsBeCmZhUhy8kcLAHnJXdpO6tINE7zri3SXNrSBaX0WsWx2xbgIGUVlVxOkr5yAZp95VTpRDKdGOZcQ4lKvPSKqa7NNC4eqNJHk1Ee0kn6tRcBQICqDkWkKMj3h9LQbXeoyuDRgkZXWuV3siHMox+7So75vn30Ou//q5yPNfR5bfWvICNpAfsIGCgA0Uiap8rYe813rJ9+8hz2898a4CtAYS3ZsweTSTJG0tzqIAG9WaNEnHOlUpIAggxdWN19cT61iLeWEbhas2kfFSl9ov8Ex0aVQATHIXE6VJGToCSwmTe4tqtZEewySBpLvUEZtJ9+2mIGAr2cs3kbRQ3OhOUnzWkO+3RRk1paGSdu8kz28z6S+vV6rSrNp5OknxWoNpQTtG3yYyIppJWtJErHsd2aEdVKdvJm15J8bZ9wpM0zw6Va1RXOxU6Yl0b6Fw5VYqQ94gw2etUphSjzRJzdKpTgEy07tbXZukPci1ValLk7OYOs3qOsW9U4Ey13cDVcG7KFu1g5rQt6gOf4vXW45yeM8XHNrzDhdPnFB9wlIWkla4d9/cS2ZmFtm5Oc8gqYHwmWq0QUmAZAOTjDZo2UZRlJrak1M5mvljS7ttUPz6lAD1kILl/6Yabc+T8fl3297//JpNPUrtse/CMfouHqf/ogDyFMNXpf/xX82Z8VuXsNy5ilXUYt91JvpvMDlwU40TgzeZHLrN9Egf0yP9zIwOcHd0kJmRAWZG+5ka7md6RFJrMWWGmBrRIGkdHMAyMMB4/wCW/gHG7vQxdPM2/V9f5+bla1w5d4lzX57lzPHTHP/iOJ9/dICP3tzH/ncOcuD9o3y0az/vb9nHjjXvUpnXTH5qDdWZa2nI6qXY1ElRXAvZkXUEL0sidEkioUtMrPJJxM8rgeWeMfh7JhLmmUXMwiLC3HIJ9ygg3D2fV/UmVjolE+yURYhjHoG6bAJ1OUS6lBDhnk/MomJifcqI8S4lwqOIMJc8QvX5rH4xg+AXcwjXFRCqy1NwC9MVEKITJZdHqBqLCdMVIevhDoUKaJEOpYTrionUFZPgXIXRvZrMpW0kLdeh3J4AACAASURBVKwlVJdPpOzV5RPlUKypNccSIh0KiXQoJkJXQpRDmZrLtaaYqjG6VKkweNSQvLiZtGVtZM6qu4LADWT6rSHbb42CY47/WnL81pAlCnNFp5qnL23D4K6pLIFugkBSga6SBKdqTJIW62uIV6qsigQ5laHgV0uMY5VSX/mrNpDi06bUV4KLAEhMgDoFwFh9DUZXcVAbFBQlvZU9ZvdmzG5Nak2UjMmrSUEwb2UPAspsP4n1ylBJX7aWotWbFDgzl3WT799L4apeil7bRNFrGylcuZFETzE3Gkj2bifNq0M9X8CRuqiTpAVtCnQC0GQPSU+bSZZU1rUJg15g2EKe3wZylq0jSZqq3bQwK3dZ2m5alXEiii3Js410nzWkiHHj0a5AlerZjig0UX7Sx2j26SZ58TqlEkuDdlIeuovK8DeUq10WsgtJsQWWZeG7KAwUxbmBdN/1ZER3ktPZRvnuLgoa2ihMbaXYtAazr/xtLapOKfVKqVOKu57o2qaUn7T8iCGTtayHqvC3yF+xmURJ2/VNKo2WVFrSaqlHSpptdGpSMJQ9mgMuJo4tBRfTp5OKgNepD32bhsj3qI96h66svby/+SMO7X2P01/sY/jWIBMWOfE1zcmj58jNLyI1I12B8gUBpC1silG7fr4GKPDSUnEBmQZGAaTEAa6L8XPmX1WjDZ6Sst86p6lROQ1z85yowWdx+/wRbkkIkGX9/BHVviPXEhoUj8/BWvoe1bHCC8e5c+E4N88d49Y5uX+Mvq++pP/SWQYuXaD/4jn6Lpzl1vnTXD99mutffsnNM2e5ceoM146f4dKxU1w4coKzB45y7OPPOfjBJ+x/Zy8f7/yQ9ze/w3u9b/NW99u8vfZ9Xm99l7c7P+D11t10l22hIrWZYkMDpcZmimMbyQ2uJXNVFcmvlhKxKJ1Qr3QC3JIIFDdTgcvEKgcTwfoU4twLMHqWEL+glCiXPIJ0qSriFpSSuqyBSJdCguwzCX4xi6AXMwjVZRPrUkyUvoCgFzMJ1+UqdRb0YhbB9llqX6iDgCyP8LnIJcKhgAh9EbHu5SQvbiR1cROpS5pIWdKsxrRlMjaS4is1tCqinEuI0BWoCHMQWBYqOMpzIxyKZoFWQpjAT0FPlFi5BklRZA5lGD1qyF7Rhcm7QcE02lEAmq/UWpxjBXGi2Bzlc2WzUU6krlSFPEvUXpy+nATXKgW9XP9ucl4RCK6hcPUGFQJISYkl3c5U9zrJWtZBnn83pUGbKFzVg3lh86wKrCbOqYpEl7q5EEganWsV9IzOs+v6ehKcajHq6xVUcl5ZR5o0R4s769ygICr3Vd1PAOjaqJ34cBUoNqg2FAHQHIykb8+zlcLAzRQHbyF/1UZyX91I1vIeUn3Xkr2ih4rQneS80kOKdycZvt1k+q4ld8V6BcjSwC0KcMmebQpeAi2BYNKsSyxmiABTwJa2UNJNzeXVUk/pS2wl338jRau2kObZoQAjABEVlijtOLOOs9a/2KWarpM9O0lZIM9qJ3VBJ8kCSUmBvbtJX7KBglXbKFq9nYrwNzUoBu1QkCwN3qXMmpKgHRSF7FCQLI7aSkl9D6m76kj8sJTM/fVk76snY30lafHVxLlLXbSBZM92zJ5tWnqt0uw2VY9McJJ/lBoxebRRGvQ6Bf5bMYk5I6m7S4uqMSonW9+kYCgN5pJmCzClZpng0ky0Yy1Sx8zy7kac7/KAndRFvEN9+NsqmqLf5/0NBzny0V6Ofbybr89/hWX0HpaRGW5fH6S4rJLk1FQNkrfOaf2Fz6fWt84e5PaZw7N9hicYuHySvovHuP2VBjEB250LWi/ina8Oc/P8QW6cP8j1swe5Km1CZw5w9dTnXDr+CVe+3M/l4/s5e/Ajzn6xl3MHPub8wY+5fOwzTn6ym0Pvv8mxPe9x/NPdHP9kN8f2fcD+t97k7Z6N7Oxcy3u9m3l33WbeWbORd7u38OHGnWxq6KCloJI1ZQ1UmIuoSimjOKGAnPBMCqLzqE6uodpcTWlsOdnBBUT7mjAsSyV5eRZJL2eQ4J1KzAIzsQvMhOoTWK2LJWB+DH7zwlk2Lwx/uzhW2sUR4pBCpD6HGNc8EhYUYvIqIso5hwh9NiG6dELs0wl8MZUQ+wxCdJmE6XIItc8kyjGXSKdcIvUCryyCdRkE6dIJ02US7SwwE8ClEWKfqtbC7DOI8ygibak4m0UE22cQpssm1D5LPVPm8hl5fqSDQCt3VuHlaumrQwGRAkUV+UTpC0nwrMTsU6dAKHA0+9QrIKYqSEp7RzPpy9rI9usiY3k7qUtbiXerUEpPYClqMdKxiEiH2dCJAixSwIxxrCDWsZIIh1IVMQ4VxDiWE+tcTubSdpK9Gol2kFqfwLCEaFX3KyfesUJFgqS+sl/SYn0l8rw4p2oMLqLqKjC61yrzJFdU4/I1ZL+yRsEyx6+bzOUCxS4yl4p67CLPby35/t3k+knLyHpkj9mzVak7o5gWs+oxSXoE3RqVkjS5ao3ISa7NKg01SC3OeTYldW0id8k6cpf2IPeN+gYSnLQal+yRSPVoI3VBG2me7eo4XKZX59yxOLknJ0HkvrTIlARvI8dvPRkvryV98Vry/HopC95GefBWSgSiq7comGW+tE4BQ06X5L7cQ/aSdaR7SbrYot4p30WeK0CUmmG6lzRXa4BUzdViWLjKeztJXdBBvrwnaDspkvLOglHqfLZ2HOlTlBMxci2AVJCU+p5np2r8FrPF6NpG+ks9yq2ujHhLtfhIT6QoR3GxKyTdDtxBUeA28gPllMx2yjK207xlJ23HN1N8uJPcg+1kftZExv56UvdUkdFTgzG8WqXeUo+UPkj5LgJBVb8Ul3r2e0nKXhn6lqpNpnlo7raMUmtMdu9QsDS7dqi/W9UflYHTohSnON6p7l0KlAn6BgpWbKIy6HXylmzQap+uLXSX7ubQHqlL7ub8sUOqnW5iRDMt65vaMaWmkpGbwwu3zx1CQlOPMh5CINl3/iiXju/nxL7dHNr9Fl/u/5DzBz/h9P49HPnwXQ68+yYfbt7Ch1s281b3Bt5a08u2ljWsLamnt6qd7rIm2vNq6SpooDKxhMygFNICkkgJMJMVlkJpYgGm5UbCPcIwLEkgNzqVorgUMgNTCHaNwG9eIMvnBeBntxp/uyAC54cT6hhDhD4W/3lB+M0Lxn9eKMH2CZgXFxLunIz/vChWzYtm5bxIAuZFEzQvjiA7A8F2iZgXFhKmSyHMzkzEi2Yi7ZPVGGpvIkqXSoR9KhG6NMJ16UQ5ZRPvXkjyogpSfapIWVxJ+ktVpC2pIsWnimTvcsxeFRgWSNtHPhFO2YQ7ZBOpyybiuRBwBunSFECDdZlokU6wLo1QnYBQIlPBNta9mBTfWsKcchRQZa+oyDBdFqECX10OYQ65CrgCXkljI1RISivg1FLbaH0hyYvrSVvWRJJvLSlLGkhZIoDUIJns26jWbJCUWl/q0hYylrWR5ttMtF5S4UIFN1GUkoLbQCewk/qh1MJEodkUYbSDVt+LcCgmw7eNVJ9mlYLHOZaT4DgLUAHkbF0wwbESUZZSC5TnxDpUYnCuRuCZIHU212oFQ0mlc/zWkusnaqad5IWNmDwbFBzFBTZ7N5G+RFTkutl9sncdKT4dGF0aMLnVq+cbXGoRSCpF6SrqsYFEZ4lGYp1qiBMV6dyAwDLBpYFMny51JC7JvUkDpHMDMZKeO9UqFSnqLcO7kxSPVqUe073Eje0gZYGki5q6FNWZ+XK3+i5JC1vIWLqGXL8NFK/eROFrGyl+bROlQVsoDdqqYJbn30vWy91kvrRWKURRiibXJhWiUOVUSapSky2YPFrn0mzZI3+rOLnSP6haYtxayFjSTdHqrSo9T3BuVC0x8fIPgWrLEZdZa/A2q8ZuUabSpiPKToApZ6Sl9teA2btLtfdIs7jUJ6UnUkApaXfuq5tI8VlH9iubyQ7ppaC4l/pPe+n8aistZ7bQfHoLree2U3uil/Ij3WR/1kT25w2kba0gLrqcGPdale4bFeAFks1KLad6ryV9UbdqSC9S5s0OxNhJcGpC3GzNwRZXu0Wp/TjHOrWmlLKL7GlD/uYYOSnk1KLgm+nVTabXepJc28n2WUea1xoajbv47C3NvDl9aD+Dt/qwjsxwb/IR27a8iTk9k7ScLF64c+4Qd85KaiuK8qByum+fPazS3IbcXHIjBFxmCmOyKIzOITc0nWQ/E0bfOEJdQgh1DWW1UxCrHUNYrQvCf14AgXZhBNtFEGofTej8aFbbhRI6P5LQ+VGsnLeaV+atZNk8f16dF8ir84JUrNKFEbsojijPcAJ1wfjbBbPKLpRVdsEE2UUQOD9CXau5XSSB8iy7SEKdDKS9VEisewoBdtGE2huJ1JmJ1CUTpUsmVGckxN5IuJOZEF0i0Q6phOuSidSlEKkTJZdElNqfQoJLHgb3IkwLS0n3rSHFt5q0xdWkvlRD2pIaUl+qJNW3mhSfSpIXV5KxrI7UxTUYF5YR41qoIBmqS9dUn70YFtpcwBkqMNQJIDXVKfsk5FqgGedeQvLiOsL1ubPqU/bnEKYT1ZhDiFKSoigFnDlzUJRUW+qGkgarVFhfRMqSJjKWt5AsYFSQbMDsW4d5sSjLJpJ9G0hb2kz6cklZO0lb1qql4b5NROtLiFAqslipRjXXFSk1qAwPmypUDq+YHhrspMYoJkj20g4yfFuJESXpUE6sGCMCS6UeRYHKvAqDXuqB4txWq/viOAtsRaFK2i31SEmtpR4pMDR5Si9fLck+zUpZFqzsIdFLSgWNpPi0Y1rUQtpLHarOl7K4QxkrRtc69TxxoeWdCsD6agVLSZ9VndFR1GzNbF1SM2nSfDooenUjJrdGlYYL8OQZUQ4VCrAq3ZY6pbjDokJdG1VdMEnS8FkAi5Fj8mwhyauV7BVrKQ7cRHHQZgoCepE6ZeHKDRQHbKIoYCMFqzaR57+BgpUbVetO9tJuUr3a1PeTeqjUHAXYKZ4Cs2blSkvdU94tBlKCc50qE8gpEzm7HC8w92pVDrf8g2Fr6ZFRGsfF7dbGhlnTRpq8mzC6tWKQOp+bprDFDU9e1EFx0M5ZQG6lOHAbef6byVq+AcOCNiIFpK+tJbuui9zdHWR/3kjRgTYqjq6j9ngv7We303JmG21nt1F3opeKI90UH2qnYGcrqRn1JCyRXs9aTG6tWsO5a7NSs9ICFO/cRNbSXipC3lD9kwJtKQcIDAWU0tojaXmSW4tKsyXVlhRb9kQ6yH9X9SQ5S91S0vEOUlxFfbaT4t5F5sJ1iGrf1babw/t2c+yTPVw/f56xwQlmLA/Z9+EB0jKzScnK4AWVWp8TKGohirL/q2NcO3EQ4/IooryjSPZLJtw1kpXzAgmYF6zCBq5wp1hCnWIV1MJ1MUQ7xRPvnIjBNQmDs4loXTxRulgidDGE62KJ0sURpYtX14H24fjPD+FVuyD87IJYOT+EYNcokpYkEeUeQ9D8UFbbCTDDCBbg6mIItoshyD6WQLsYVs+XtQTMHllEOZkJsIsheH48kbokwnUm4hxEqSURbG8g6EUDwbokRDmG6cxE6JKJ1qURo0tXwIzX5yiFmOJTQbJ3BWbvclK8KxQQU16qVpAUUKa/XKvgKHOBZPqSOlIW12DylPqamB+i/AR86bOQlDqithahy1IgFSiKgpQQxSjperxHKUk+VYTr8xUQ5RmiHjU4ipLMnU21BYYaGGUt2F5TmZqqzCfWpRRJqUVJpi1tJHlJI0mL6ohzLydpUS1ZK+RMbhmRLqUYF9aRrGqVzaQsbSbVV46wlSuTRdpioh1K1DzasUTVCg3OlQp+qo7oUKbqkKImpR4pJo7AMHtpO5m+rYiKjNJpzxD1Kam2pODyTNvzZC12VmnKZyXtFlAKbAWKCcrp1lp4zF4NZC/vVODMWNau4CnpeMbyTtWobfBsUH2NZq9mdcxNWnEEbJLSi7GS4Fyj3pUgxouzuNNVmMSRFpfaqVqFcoudqrUWmlVaC41Jeh/nXO1qBSQpDcToq5HWH6OAUdJ4aa0RAM264fIzXWafdrL9peVnA7mreskL2Ig0j+eu7CVv1UYKV28iX9b8e8nxE4NHA2XByl6yl3eTKCdm3BowusnfJnDT2owEctJcLn+XjHLU0OjeSJz0QeplrZZEzyalWNOXriHRo2mu9UdAGe0k7UWiKlswL2xXDresy1y1CLnKL+ho6lKOJUqfZOHq7WS9soGUl9dhWNiJwaMNw7IWisq7qX1vE0UHu8j6vJmkPVUkflhJ8kc1pO2ro+CLFooPd1F7oofWM1vpOr+D9nPb6PpqG60nNlKztYf0mFaMnm3qBy/MPnJSqFUpQYFk6uL1VIS+Qap3J6KEtdqkBkh1RNG9TYFRSg1i2kjzuIBQQJqgb1RtQVkLu8n2Wq/S73SPNaQvWEuuzwayfXpYl/8OBz/8gMMf7+bs4QMM3hpSJ9OuXLhDfkExadmZvHBrFo42SIqiHLh4lBN7d2NenkigfTCBuiBC7MMJnh9KqC6KQF0oq+cHs9IumGBdBAY3M3HOJgyuJhJcTUQ7xhPjmEC0YxyRjhoYNUjGKGDG6Y3EOiYQ62Ri9fwIBUlRjvK8V+cFE+wSQcKiBEy+RoIdg/GbF0SwLgazRwaRDokE2cUoSAaKcnQwkOadj8Etk9V2sYToDEo5RuiSiNCZCdOZCJofT6C9gVAFxxTC7VOIUnBMI3p2jNfnKTCaBZI+s2m2j6jGatJfqiF1STVJcl7Wu1TBMXNZPRJpS2oV3AyuxUQ75Kp0W6sfanCUeaSjQE1S8RxlZITPps8CwFBVX5T0XtpGpMcun2D7TMIdRUFKzTFbXUvNUZzhKAc58SEgzVMhwBQXWSApaXesczFmnwaSfOowelWT4C61whLi3MrVWubyVhKUUaP1BkboS4j3qMS8uB6zt/wfrAxluKh3FSklGOco7TtirJQqp1rMF4GiwPGZEVOqHO903zayl7SRIG02qr1mtg/RQf73KSFKV6zSd4GwpjK1+/J8TU3KO0pV606cayWJXhrIs5Z3kidu9spucgLWkbtqNl7Teg7lKF76y3K0rhmju9ZHKMpPuc/O0oRdo5UJHCqQdD/esVwpynhxvx0051vgadTXkOjRQI7fBuV0a2aSlAKqiXEQlSu/WaipSgGwtAAlujeQ4CKnV2o0yItqdq7GuLBJnanO9JN+yE3kvbYBMaMyX5FYR+rStWSs6FaAlLplSdAWpf7E6BEn3LRQzlNLCUCawGtVX6Q43uJqK/ArSNZjUEcPa9Q/EnJ0UU7+xLpK21Q3aS93EqmvJEJ6OmdP3MhRRIOoZPdGEj1aFDCjBO4CXldp4WpUsDR6NJLo3aK+a9rSNSS/1Em6mGWvrSHT1Eb1znV0n93B2os7aT23ldqTG6g4ulal1aY9lZj2VpD8cTWp+2owf1RB1qf1VBxbS8OpjTSe3kjr2S20ntpK7Xs9ZCe1ELuwBsOCduLdWkj1WYtxQRsm7y4KV20l+6Vu5Xgn6JsVFEUxyvFDzdHuUAaOQFLafqTXUmqSYuTIPN1jLWlSn/RYo9SkjOlea8lavJ7q8G18/t7HHPpoNyc//5jbV68xLsd/B6coK6smPTuPF/q/OoLEndkQJdl34SifvbELg28CQbpggu1CCbePIMw+gkC7EFaL4psfpuYCz0TnJBJdk5V6NLomoyCoNxKnTyTWKYFopwRi9ZIGxxOrNyi1KaozVp9EkH0kq+ZLWh2iIsAuFD+7YALmhxDtHY9pqZkojxgC7UMJmh9FqABvvqjMWILmxxClTyLdpxCTh8BEAJlAqC6RMHuTSquD7IwE2RtVvTHRLY8oh3SidRlE6jLUGKPLJEqXQYxTNqk+1Rr4FteommOiZxlxroUYPUqUgjR6lan6osGtmPSXRFFqkExfIv8hFxJhL7VCgeOserTPUNCMcpA2GIFYDlGOeUQKTB1yCXfIVdAUeCZ6i6PbQoSzwC+bOL203GifkVQ9wiF/Vk1qNcgQey3lVrVKXS5RAlFdATHOJSQurCHOtZxYlzJi3coxLhTAa6m2qExJx8XISfSqxbiwhmiXUhUxLqVEKbNGTJpCZd5oposGR619pxDpbZT2GgGkBky51uYp3s3kLJGGXqlTChDF+ClWIZ+TNTGARDmK2y2wFLNGFKmsRQhIHcpI8m5UtcfsV7q0Fh8/UTSbyF/dQ/bKbtJf6VRjnjRkr1pHttQl/deT+XKnSsltIBNQylwar7W1cgVLmT/fOykAlDYmKQcYxDhauRGTZ7P6h0DVYB0ErFXEKNjYjgvWPoOYwNOhgkhdmab4XGsxemqQFDWZFyC9kBvJeLmL9CVdmBe1Eutao3ohZZ7+che5/huUqpSWoOxX5NSPqNhqBUkBpfwNAkhRmAJNOeUjilk7eijHD+WUUANmz2ZMno1kC5D9ujAtasTs00ySdzMZyzoofG0DpUEbKQvqpTSwl6rwzTQadtJk3MmarHdZX/A+myr2sr3hM97vPsn+rV9x8J2v+fLjPk5/cZu39n1C4fttFB1qo/p4N/Wne2k9t43WM9vourBL1SErjnWTf7CVjE/rFChNH1cS/34xpj1VpO2rJftAK6VH1lB7speWU5tp+7hXHSstWr2G9Je6SFzYTrRbM1HODWS83EOh3ybldsuPZohbLSm11BelFismjsxFQUqIwhRASjouZ7kl5TarlLsdk75FKc5cnx51jrtgRQ+fv/M5hz/+gOP793D13GlGh8aYst6noaGD9Oz8WUietznVR5WBM3jlBBvrGwl2CSbcMYoIxyiCpDY4PwR/u0BWzQ9SIelwmC4KBUYnAwl6E0Y3M1FO8YTqolVKHa2LJcg+jAjHWGKcDAqSMXoDUQJPXQKrFRw1FRkgAJ6tZ0pdU4AZ5hJL+qpskpelEKKT2mQkgXZRBM+PI9Q+gUS3bFIW5hHlJKm0gTB7rQYZqjMR4yCQSiH0xWRinbJI85b/MwrA0hQkI3TpCp6iKhOcC0j2qsS8sIwkz3LiXESdZSlIJi+qIuOlWlIWVxPvUUaUYz4R+hyiXQtJ9JT6mUCpUBkwkbqsOfNGwU3VELOJ1RcRqdPqjQJLUYhScxQgSluPKD1JdyP14m5nE6PXjBgxa8SokdRaa/PJJ8whX0FTwCn3Q+xFpUprTgGR8gMJ0vrjUkqiZw0pSxpJXdZE8pJ6knzrSFvaoqXjYtYsbydrRQdJPvUYvWqIe87dVm0++tn0WF9KuFKyRQqQck9MmnCBoGPJrJOtAS7Zu5nc5V0YXMT9LiJCJ+1DJbOfE2AWKhBJq48tnddSbQ2yAl9xzc2Lm1Tfo/RCZvl1qchY3qHN/aUNqJ2MFZ1k+q9RvZNZft3k+GuN2mm+baoFSM4+2+AoEBTYaXCU0zMCPM2AEviJgSSjqON4txoFK7O3HKGrJkHS09n7ojpFnUrqK+ASpSeRLPVHD/kdQy0lljRZjjCKmpM0O8e/VylIMXHkuKPJs0n1c0pPp6g++QEL+T3FFF/tjHfOqrWqTpy4qF5r4fJtUTXkHP9O8lZJS1Q3xUHrqIjcRH3idpqTX6c17Q26899jY9FuttTs5Z21h/ig9xh7N57g4y0n2f/GWY5+eJXzhwe4cc5K/+UZhr9+wOitb5ke/ZEZyx94MPNnvv3mVx5/93e+f/Q7Tx7/zvff/84PP/8PE9895cMrByj6ooOkj6tJ/qSOxD1VpO9vpOxoN01nt9Lx1et0nn+DjvPbaTi9kcpj3VQdW0f+gRZSP64hcU8FAkzTR1WkfFJHzmctFB/qou54Dx3HN/LpmS/48tg1dnUdpDZxJykvdZC9fD2F/psxuDUrM0nSaIOzmFqtxOqlNqwdRZQWITmzrdUgZ1WlNJc7taiapFKT7l0KlNJzKbCVs+LdRa9zZN9eju3/gK9OHGKwb5ApywO2bnmL9OwcXhDVKNF//hh9548h7T1j18+SGh1NkD6QzJdzSFyURJhTJKH2kaycH4T//Nfws1tFgF2wAqF5QRqJbmYS9EYEiqIyV9oFqXsCxoD5gSqlFoc6XBenYGl0TSHWwTgHSYGjQFIiSEA4P5LVdpGstAsjzDUW88sZpL6cjcE7iUjHOILtogmzTyDJLRezRx4ROhPh9onEOqQhqXbQi6IeNYNGgBkpzrW93JMaZLpKt2UuSlJUZaxTLqYFZUSLUy3r+hwSF5SQ6ltLqo+k23WkLxXDowGTVyVxcgLFSRShBq1wR63dR9UdHXOJkFCAE9Mma7ZtR5sLJCUFt7UHSb+jKD5JtyOdCwhWqbkoTg2UkkZrilHah8TV1pq8Vbquy1FQ1WCbp2qa8QuqMHnXkaKcbFGOzSQtrlWGjTjZEunLWpVhI21Ayt1e0aFOy8ToSzUVqVztInXyRdSfrSlclGWkTprCxeApme1xLFPKMsKxFJNXA1nLu1RjuTJvJOUWR1wvJo+mSNUxQIdiJI1XSlU/2zcpppC+nGBdgUqzBY6iGiXFznuth5SlbST7yt/SSLxnDebFzcqoERUpPx4hkJTTLam+8ovWVYTL0UE5Tig/OCH1SVGP0vytTs9UE6ErJU5XSZyuHIOYSKomKpCsJXuF9Ep2qHPT8pk450oSXeXHXcWRbSRlUQtmb63+mbSwEbN3o3pvsm8ryYuaManrFuRkULEo4MD1FASuoyRUWmp6qYjeTK1xGw1JO2g076Ar+z16CvfSW7yHrZX7eL1xP2+0f8budUfYu+kkn2w7w8G3LnLkvUuc+eQmV48Mc+3kGLfOTTF24zvGbn6Lte8xd4d/5OHkLzx68CvfC+i++zs/PP4HPzz+nR+f/s5PP/yDP/z0P/zw9J9aPPmd7x//xtPHv/H9k9958ug3Hj/+jcdPfuO7R3/nyff/4JvHf+HK+AhvfLWX2iPrqDreQ/6BDlL21WP4sIykj2pJ5jsObgAAIABJREFU+bRJwbLgYJuCXtWJ9SqtbjqzmZZzW2k6vYmq4+vJ+7yF9H01JO0px7y3ioT3ijB9UEbSngoy9zVQ9EkLb57by8i9B3w78yuXDo/wTsdR1qR9QPriLqLta9Sv+wjgpN1JnQdXqlGDYrJ7p0rBpeFczBpVn3RuVWCUemSqu6TpTaR5rlEud94rvXSXvM3RT/Zx9JPdnD70KQPXbzIxPMWnHx8gNfM5SPY9l3IPXDlJVoSZlfb+xOoTiPUwkLUsi3AX+bGAYALEZLFbrYAmCjF5YSZxLgYiHaMJtA9Rii9SF6tUY7xrIqG6SJWiSzuPtPYEzg8lXBetlGTQ/Aj1vCC7cELmRysnO3h+BMGzinG11B/nRRFiF0usq5EM/1zS/TKI8UggyC6aGH0aKQtyMegMxM6611KLFEgG2ycSojMR/KKk38lE6FIVHMOl5WcWljFK+Unrz2xq7JRJgmshKd7S7iOGTb0CZcayRjWX1DpjWRNZYoz41mH0qCTGuVipvGjHAmIcRdFpNUilGAWUkhqrNh0NnAJPTVWKcZOhIBe3oEL1MWp9kloqbYOktPfIM7RmcUmrpdE7jyB7aT2aPSUz+w5RkCm+zWitPs0KgFoDeaNytlOXNitnWxxtUZICSQm5Tl8i7qYARZSi1D/lpIwATCCppdmxenGtpSZXRpROTBtxt8XQkbVyBBhiqJg85YSKKK4ajC7iGlcQJ8pO9VRKP2YJ0TrNARdoRSsDR1N+obpijB515K9cr85RCwDl3HaSTxNxnrUYvBuIcq4kwaOWHDnN4r+e9OVdpC+TH4joJmNJpzIrRKXJjzwY3GpJdBdzrQ6zh/ymopgdtRg8qkjxqifZu45U73rSfBpIX9JA5rJWSsN6KQ3dQL5/JwUruygO6qYsbB01URtoNG6mybSFttSddGa+xbq8d1lf/B49pbvZVPkB22o/4o2Wz9i95hB7ek/w6fYzHHv/Ml/uu8apT69z4VA/l08M8vXpUW5fsHL7ipXRvodMDj/mruUpDyZ/5uH0H/jumz/z5NGv/PDob/zw3V/5+clv/PzDP/jjH/4ffv75f3j69Dcef/ff/PD9PxT8fnz6D54+/jtPHv2N7779lSeP/psfnvzOo2/+yuNv/8bTx8/iicDzqYDzN374/jd+ePIbT5/8ne+f/J2n3//G06e/8/TpP7n3zS/svXaEpmO9VB/rpuHkBgW/mpM9lB1dQ/6BVvIPryHnQCepnzRg3FuO4cNiUj+ppuhwO5XHu6k+sZ7akz00n9lM29ktNJ7apJ4lLnjqx1UkflCiQJn5SSOJ75difr+YzhObuTY2xHeP/8p3D39j6Noj9m26QGPcW6R4d5DgoKlHafeRUO0/SlGK4y0dAOKEdygo2n7gQuqUElK7zFnUQ5bPOvL9NtFV8C5ffPAxR/ZJXXIvty9exDpg4aszF8jIyrWl20fnapKiKq+d3E+VsUgpwAC7QJVqR4qSdIpQ82CpSdqHKcUYrosiaL6Ac7UCaqK7mDhGEpzFxEkiyjEBAaZEtJOBiFmlGWwXolqFVtqJgx2OQFLahgLtItR18PxogueLmx2NGDQqvbaLJcLJQOJL6eQEFpK2IhuzWyql+iTa7UJotoumwD6OGKlNipv9opFw+2TlaEu7j9QeJdUOtZf2oAwV0Q6iHFOJ1GVi9qokzaeGFJ8a0nxrlXMto6TbAkTpY0z3rSVjaQMCTVGWGUsbEXDGu5YS7phPuGMBUbMROVuHVEpSl41AVGqHCpKOWlO4gC/MIY8EzwoylrQQ51ZKsLT9yGcdtBRaQVKXq9Jzm0kjCvb/I+w9v6pKt23vghItqW0ZS0stQyXd5pwFFRVEjGW2zDlHlCQoBnJSzIgoZswoeeVMXqzFIhkq7Dq33f+iv62Puaay67633Q9Pm3M+c7Ks0047v9PHGH08g4pSBamE2p0WY0qXFQgiJPsrZnExivdXQuyZPQn19ZjeYx1m9Fov4RsBGTx4p7T/zRu0C4E9eBjCCqlOM1dIqInak2IKBywp+ThCjfk+9jTT56gCM7DHRjF1B/TcKNDkd6xWE4pUkJKL9F+Fqf/i39I4zrwcz0pcjZk9NiCw50apbAf3345lIw9h0b8PYMEPu5Tq++BtWDB0F1ZMPIKQoTuxYMhOLB6xT9aSkfuwfNwBrJlyBOunH8P6mcfxW8AxbJx1HFvnRWBXaDT2Lo7FoRVncHTNWRxbdx4nNiQiamsK4ndn4tyBS0gJv4bM6Fu4GHcbOakFuJP1AnmZz5Cf/QqPbxThSW4xXtytwJsHOrx9pEPpMwsqXjugKaqCrrQK+vJqmLVOWHQuWI1uVFqaUFv5DvU1H+Cs+QAXlVztRzTU/YHGhj/hqv8dDfWE1UfU139EQ8Mfcq2r+yBX7tfWvIez9qPyG7W/w1n7O2qqP6CqshVVlW1w2FtRU/0eDc6/BI41le9QU/keVYRrDSHJsPkd6qp5/0F+y1nLe+W3+N/Ab1z1f8FZ+4cAkvDk73nc/wvlxjr8lnEc85N+Q2j6Jiy+tBUbbh3GVhZd7oRjR/4JbLkdjvU3jmDt9SMIydqKwOSVmHphMaYlrAQLODMvrMS8tA1YcmmHhN5bco9JhZvA3JBzCMuzd2Jx5lbMT16HuUlrMfPsMkw9HYZFyb8h49l1GM0NqKr8Aw7H79CVunArsVCUJXOy476knWwLZjI32WUnAv7Frh22cTJPuR3TvtokR6QxF0kFSTVJK9D87nsR3Gcf1ow+hYPLU3E16Roup57F9YwLeHjrOopfFqK4sBRhS3/FF4UMt/OVkJsV7sJ713DvYhKWjCQ8xmOE7wgQaGMYKvuxcEKVNxpjeZXweDhG+o3GlC7TEdBtFmZ2CQDVY2D3IMzqMRfTu8zCFP8ATOo8A5M6B2Bq55mY0nk6JnVi7nCiFGuG+RK+BCRhqXgiBZJeONLuM8KXth+awyeD6nJslwAEfR+C9d/Nw16/cTjm8zOO+fwbB31HY4vvVCz8cgYmd6R6nIvxnYIwqVMwJncKwTT/hXLlPtdEseLMxXj/BZjHnB0N2H1oA1knCnJWb+YpV8kK6qtYfoIHsKiwBcEDN2PegN8wf+BGTOu2QtQeK9JsIZwkOUjmDqkq2S2zAJO+WoyJUsQJw9hOYfINYcfc5NTuqxHcfwsmdflVqtYE4GiBLHugafshJPm/E8JVASjVHgFKNcmCy8ROSi5ydt/NEk7PH7wDQRy81Iun4fBgV5rfV2Li1yswqtMiTOm+GvyWhvIQyfNtB+HGfmzxOHZSOmvoj2RRY/o368SWw6PCJtEO1GW1QHdmj98Q0HMDZvfZjPkDtmHVmIMI/XGnFIeC+m/Egh+2IXjQViz8eRvChm7F0uE7sWzkLqwZvx/rpx7GusmHsG7KYWwOOIbNgcewfV4k9oadwoGlcTi66hyOrTqHo2vYHpqK5PCbuBh7D+ePXEHKyZvIjLyFjMhbuHwmH9fPP8CtlMe4c/EZ7mW/wKPrhSi4VYwX+WV49UCD1w80KH5uQskLE0pfmlHyyozyt3YYy2tRUWQXyOnKq2HU1sJmcsNuboTd7IbV5EKVvRnVlS2odjTLfaWtCdWVrbJqqtvAVcX3la1w2JtFBdZWv0NdzXvUVL8D72VVvZNn7vHbGu/76qo2ASL362s/wFn3Ufmu6t0nSCpKkIB8B4e9BbU1H0T58ZkKsJqArHovCpL/LuGoLBWQvBK4HwWIKih5dTv/RkPdf+CsZxj+B5wMy11/w1H9AaduZWNJ8m4Enl+F2UlrEZK5CUsubsPqa3uxmZXqW8ewNfeE+CHX5xzBmpsHEHZpG2Yl/4YZCasw/cJKzExcjRkXVmFO4lpRn8uzd2FjzmFs4rp5WO5XX92LX7N3YUnmVoSmbUTA+WUITVmNM/nJ0JrqYbO+h9nWhkr77yh/WY+U8AdYMzYGU/1p+ldO/aFFaE633WIVYjfODIba/6I9aJeoyuDueyUEZ9g9p/tuBPc/LOb4hOOXcC09ATezEpB/LQuvC57KaVs8Nu2Lwvscc6BAkhXuksc3kZd2HgH9p2OEF4Is2gzzHYYhvsMgKrLDKIzyVarbo/0nInjQQgT0DML874Ixu8ccTP06AFO6zMCMbwIx9etAgeS0r2dhQqeZmNR5JiZ1mo6pnQMxsdMMEIbMP470HS8h9sgOLBJNEAXJ6rXYd3wnYwTbBGnj8WMHzRSM8Z2MIL/R2OM3Ekd8huCYzy847jMUET4jEeUzFkd9xmJbxwAs9Z+HGR3nYBIN251DMPNfBFWwwJGAZE5yHHOSXRYJIAlHeh+pHAnMwF6rMKUL1V8IpndbLiqTkFTUJKvb7GShL41HarEqzG+VPCVV31Sas8XXyMILQ2b6GpUuGipP5h+HfTkXk7v+inn9N4ldR3KQfuywWSTgVYo2SisiVSZDbQJ09FeseC/GGKrSr5bI92P8F2N6n3WYNYAdN79Je+Lk7isxudtKTOm+AjO+XSlrco9lmN5rBWb3W4+gwZsQOmwHFo/aiUUjdmD+kC0IHbIVC4duQdiwrVgyajtWTtqHFZP2YdXUA1gz7QDWzTiAjbMOYceCE9i9MBL7Fsfg0K+nEb7+Ak7vTkXc9mREb01E3O4UnD98CYnHriAt4joyY3Nw5Vwerp2/gzsZT3Dv4lNZj6+/QsHNQhTkvMHzO6V4db8cLx+Uo7BAi6JnRrx9YZDj9fVlVeDSllTCWFEDEyciFjmgL6+BoaJGQGfkULDyapi0dTBp62ExNMBibJCr1dgAs74eZl297FmNLtgtjTDrnTDzO0MDuGczN8JhbUKlrRlWkxs2i/Jst3jkncXokvfVjlbUVLaB1yp7iyz1XtlX3hGCDJ1lj3CsbPMqvPeoqyXs3kO+qVQUINVjlb0VVY5W1BGGhJ9A8APs9hYprhBmVJUMrQlJ3lcLJN+hTkJtqsQP8ncNdVSLf6C2ir/1QZRjQ91fkoukyqyrcaPBaUd1dY389zjrf4fRUI9buU+RlJWLiw+eYMPFCMxL2ITApDUIOL8Kc1LWYV76Rskzrr1xGFvyTmBbbjh23omQjpuNt4+CVe6FmdswJ2ktZiWslhWYuEb8lPOT12NxxhasubIPv904KMDceTtcVObWm0ew5soeLExbh3kXluPsgyyUGapgs76D1fwOlQ6mGv5E0dNa7F2UhNm9GHbzsI+dSoujtDdux0zvdYa0LCqmcipOrl9/OInFg04gqM9+7Ft2DjezUnAzKxF5V9Pw4tF96Eo1SE7KwBdvHlzH2/vXZL2+exllBbmIP74Hv3zzI2Z2C8Q4/4mKkvRjGDxcwmpCc7jvCAzrQAUZiDm9gjCjayCmdZmBgK6BCOg6R8A4sdN0TOg0HbxO8Q/EZP9Z3hWIaf5zMLkzPY9KkYawpKJksYbhNS0+tPMQkqqthwbx8R1nYkLHGZjXcTIOd5mBSN+RoiLDfYci0mcETvoMR4zvWMR+NREJvechsf9SHOgVhsVd5mFap3mY2pldLPMw2o9GcgIyGGP8QjC96/JPKpJKkiH2tO7Lpdd6YmfCjcWeUEzwX4QpXZdhWrdl8g0LOgTl1O4rMPxLdskswCixAilQHEePpBRw+LdUfQQbQRmMMZ1C5Hv2eAf2XovQQVsR0GsVJnddgknfLMbkrksxpfsyTO25HLO8HUCz+q3DrP5rMWfgWsz7YT2Cf9qA0KGbsHDYFoQO24JFo7dh1fS9WDV9H9bMOID1sw5h09zD2L4gXIC2b2kkjqyKw7E1Z3BsfTwitlzAqV0pOHswE4lHspAafhmZ0deRfToXV8/exo2Eu8hNvYe7Fx/h3pWneHTjJR7feIlnua/x6l4xigo0KHmmQ9kLA7SvLSh/bYb2jRW6tzZlFTmgLbFDU8LRDg5oS5Wpi0YtFRuhVqksjnGQkQ7Kqeca79REnoCur+DQLE5Q5CHAPAm9WkY9mI31MlFRW14pe7IvkxRrQEWo52RF7zRFdSYOr9yXd+0GinFejroISwGjuRGEocDT6JI9QpLw5HtCkRDlM5cKTO7ZbU2KorRSeSqwaw9PqkKCkFeCjFd5z/CcSrLmAxxWqlevSnQoYTTzjFW8Fwh+RKWDwGwWQDLsrqriEDP+t7yTsJ5AJJD5b/Ge+7VVv8Pd8L9QJ4UaN+rrTPB48tHkSYLbdRtVVVY8evgCl7Jy8CD/LSzWFtTX/42HFTrsuXkGSy7uRkj6NqVww3A6YYUozNCMLViSvQPrcw5i653jEorvundSwvItt49j3Y0DWJixWSAblLwegRdWYk7SGrkGJa1BWOYWbLylqMttuUexJecINlzfj7VX9mBF1g6czDuPV6V6mAyN3sFrrbBV/g5DRTMyY54g7JcjmCHjZRUlSVXJUDyo+x7M6b5HvJIMtZXDMGgj4gEhezH3233YERqPGxnpuJF5AbcuJeNJXo6MfX7y4Cm+KH54A0VeUL65dxW6l3exZW0YenXshTEdx4oXcqTfKAGlhN4dRil2IN9RGNlxLGZ8MwcBXWch4JsAzOo+BwHdZ4staKTfOAzpMBa/+LG/eqKoxomdZmLq13Mws8s8zOpKQNECxH9jAoZLOK3kH4d3mCw92TSGs4NmVMcZGCkm8emY6DcDCzpPx7EeAUjsOxcJPWYjtvMkxPlPwvkuATj3TQASus9CWv/5yPg+BBcHLkR6v4U41y8Mh3otwNIuwZjqrXqP8QvCyC/nYKRvEKZ+vRizvmVebIX0Y4/2Y8cLc5jBmNw5FFM6L8BE/wWY4L9QTvKZ2o0HXqyQjhwazWd9t1KM5nP7rcH8AcoKGbwOwYPXYMEv6xE2dBOWjNiMZaO2ynX1hO1YP3kHNk7bjS2Be7BnyXEcWxuLQ79GYe/ScBz8NQJH10Th2PoYRGyJw+k9CTh3MAUXjqThwtE0pEVnIzv+Gi6fvYEbibnITctHbtY93M1+gAfXn+DxzWcoyH2B53dfo/BxCUqeaVHyQoeyNwZo3hhRUWhEeaERWk5LLLHCUG6DqcIBYxmvdpg0DujLbNCVWuWEcrOeA7k4B1sZ1cB5NurIBl6Vsa8OGLSVIAD5nTroi2MfZFhYCactcs4NwafMtuE3nHejfqurqAQBKeMhOILWOxOnotQuoDRUVAsQzd5xsxwgJnNzCFvvbxKWygydamjLqgR+hCNn53DcLMfScroir3zmPt+rICUA2y+Cks8qPFVQ8qreq6qT4OS9zeqRRWBxtQcqoaUqSUJLyRsqAKMSpCok0KpoxVHhKHlIhujvZL/S1opKmwJIJT9JdcVQtAWV9lb5exZxBJJVyj6LNzWVrGS/g7Peg4b6t/A0XkFz01k0eWLhaeSKh7b8AnJu3gQHormc/wOn8z9wNfwNT+P/xnOdCUfyErHxxgmsvnoYYRd3IDh9I2aLpWc9Zqeux7z0DVicvQ1rb+zDdsLy7glsvxOOLblHsekWc5cHpHUxNHOzKMvJp5dg+rkVmH5+BeanbcSizK1Yc3Uf1l3bj805h7Hzzgnsusv2xqOIyD+DBzza0OiC0dQEs7kNRqMHlY4PyL+iwYoJJzHFfyumfLXRe6rRLlGX06kkuyhLPSSDrYnsvFkzIhpHVmbgcuJF3MhUQu6HOdl48+QRXj19hi+KHt1E0cMbICwJSf2re1i1aA5GDhiJhUPowSPERkoeclQH9mSPwiipTo+XXCS7bBhW0x/JbpsJX02VXm0eSiGmcD9WrxV/I4sw4+mn7DIHgd/Q0D3NG2pTOU7EMB+G2VMEmDy4gmuU71S5jvGbjrEdpmBBx0k41nM2Ur8PEUim9JuP1H7zkDUoDFkDFyK1/zykfx+CjAELkDVoMTK+X4j0AQuRPnAxUgcswrnvl+BIz1Cs7RqCxb2XI+yH1VgydC1Wjd6KVaO3Yfnwjfh17Gasm7Idm6bvxrbZ+7A3+DD2LziO/QuP4/DSSBxbGYOYDWdxett5xG29gHO7k3FuXyoSDmUgM+IKLp66juy4q7h8+hpuJd1GXuo95Gc8xKMrj/HkxlM8v/UCr/Je482913j7oBDFj3kmZSk0b7TQvNZC90YPTaEe2jd66ItMMBFUZSZZpjIzjKUmGEpNMJZbYCgzw1Bmgb6UIxk4HladZcNTzA3Q8305gcaZNGYZEVtRZkF5iUmmIyojY5VpiXJfaoGOs2+8I2YJNJlmKIPBbAJDAaDMsXEIKAlITQUhxnnbVZ/mc6tw5LREglOdmsg5OPyOYNSU8gw/BZ4VxVaZhSOAVPdUBUq1qOOsakU1KkPD6pSBYwSppkogKopTFGk1NN6BYaIevVDUMFz3zusmILn4rIKSQKSiJBBVKDL05n57iBKEBCffqbD8r6u1CXazAkibWQnRCUurySPgI+QIQV5ZaCEMReVVEmTKs1Sq1XfeijVByGKN3dqCKubnHC2ymJeUirbjvVSrCUcBJP++qlW+kTxlXT1q6wvhbsxFU3Msmpsj0OQ5hZamC2hqSkBTUyLamrLgcZWjvq4NTuefaHD/jYaGv+By/Y1695+4XVaM4/eSsDsvEhtzjkjletmVnQhK3yD+x0BafNhlk7gKwWnrsPzKTum0YZFmZ/5J7M6PwLa8cKmSs2Vx8aWdWJC+BXNS1iMwcR1mJ65BwLmVmJu0Dsuyd4phnbDdlXcMu24fxYn78bjz5jkqDDWw2z7CbORc8jbUVf8Hrx5WYuvsBEz5mqevb/Qe1stTg3Zhfq/9cp3ZVQnDZ/1rBxb0OoiVw6KxZdZ5JJ28iFuZqcjNSsS9qxl4+eAuSl69UiBZ+ugmSgjL+9dESQZMGYMJP07E8nHLMNp3tECRxRqayXkdI+AcgVEdx0h3zSi/cUq7YoexGNKBhvDRUqWe0DkAU/znCACH+I6FLOnUmSjm77GdZmAIVSTzkgyxfSdhlJjE1dZChtc0ic/ETP8gLPGfhV0dRuF8r0CkDQhFxoAQgWJy39kCxfTvF4h6zBoQhtTe85D8bRASu8/CWf9pOP3VZJzpPBkJPWcja8BSpPVfjNTJW3D7WDqeZt/Dq7yneJn7BK9vP0XJg9coKyhCRcFb6F4WQ/u6BNrCMhhLNDCW6mAq08FcpoNNa4JdZ4bDYIHDaIVdb4XDYIONy/h52U12cFn0ZlgMZthMVlgMVhi1Zhg0Rhg1Jhh1Zhh1FhgqjNCXG2RpSw0COsKOYxmUIWB6cIZNeZEeZW91cv4dpyByT/bf6lHBYV+cjlhqVKBZYkJFiQkaQrTMopybV2qWmTbqKFmOjyVECU9OSeRcGwWQykhZvpdZN4SmxiGwLS/lrG4vHCUU5gREjopVlCOhqI6d5bAwPvMd79tDUp3BLdCkeixzKOCUOd/871KUJyFJlSjzuSuqYDVy9Ctn8DAU/wxJgpLwqyjhALIqASBByHv1mVBUFSXv1aWCUFWPKgT5rIKz/R73+SzLqywJSz4Tosq9B1YTYcrvqCqpJBn2KkCsrf6AGlp0vOGwVKft/D/6jwJMKkO7rUWx5tT+LpB0iJJU4Mdwu7pKUZn82xoJqRnC/yn3zrp3aHDWwdVQApfrOhrcZ9HUFIOWlnA0NZ1Ea3MC3rVmoLUlHc3NaXj/7hJaW2/C5dLC5fofuNz/g7q6P6WY0+j6G5W1fyCvqARH889ja+5RUYlb75zAqmsHsOTKbizK3on5GVuk02b6haWYwXA8eR2WXN6FVdf3Y3PeMWzJO44teccgPsq8E9LS+OuVfQhO3SjqcvrZ5Zh5YQVmXOB1ORZkbcDSS5ux8cZ+bL99CIfunMC1wrvQGOtgs7yHQcfZ562orPwTpS/qsSc0FVNlCNlOzGFYzap2t90I6cUxEPvlkAtWukO+PYBVI05h17x0XDhyETnp6bidlYS8Syl4cT8PZa9e4IuSJ7fARVBSTZY/u41l8wMx+MtBGO7DE3hGSAGHcKSCVJQk7T/s4x4r/shxHSdKiM3qNH2Uygk+YzCy42SM7jhVIMkiDGE4ym8KhoiynILhbDGkUvSdIhYfApIG8WmdafKeDarHkb7TMN53GhZ3nISDHcch3GcEYr8ai5Q+cwWSKf3nIrl3EJK6zcZZ/+k44z8FZzpPQZzveMT4jEG0z0hE+AxHpM9IRPqMQlSHcUjqHYLMAUuROXgxbgRsQcGes9DlPEGNwYIamlgNJgGfTWuEXWeC1WCGWWeCRWeCWWv8tPj8eXHfBJNGWQaNCbIqjAI+wk9Xphf4qfftn7mnLdXJ4hwbTQnvCTwVjhqUvqmAOlNbgFisR0UZw2WjnKjMU5UFhgJCI8pKDCgvNaKiVFGUVJXaCkVNcjKipszkXZ+nJHIAGEfBcjSsttwmo2R5z5Gy7cfGVpRYUFFihk5CZwWOikKkSvwMy/b3BKT6jahTjpKtoMIkVBVVWU41WcoRtBxRq0xXJAgNFVWSwyQguag+FdWqKEvJM2qYa6yGUUbP1kBTyhymohKpDlUFqe61ByPvVUCqCpKAo2LklcAjEPmdqiDNJhe4JP9oa4JdDbNVaHqLP/wNh1XJXzLsJhyVyrJSaa6lL5H2nro/vDnID5JjJDxFcXoLM6w4UzFyMf8oFfIqKkVWslkYeif5yirHe9RWM2xvQoPThuamIjQ35cDtToXbnYjmplQ0ey7A03QCHs8JtDYno6UlE02eNLS0pOPduyy0tV1E27s7cHusqHd+RG31H0rV2/kX6uv/g6raP3CvRIOdNyMEcKxw78mPxJ4H0dh1LxJbCM3rB8VgHpi0FnNSN4nhPCBxPeZnbMLc1PU4di8eWc/vI+PZfaQ8vYPkJ7dx/lEOzty7ihM5qTh4/Ty2Xz4la9uVU9iYeRK7r8Vi97UYbL98AsdyzyH39QsYDR5YTG0wGZphMrSgtvovmCtaELs9B9O7bMM0fx7UuwNhfY+I9Yd5SUJzfo/9COlzEKtHx2HdpPM4uj4Vl86n4FZWgpx7W3D7Bt7SJ+hRAAAgAElEQVQ+eYQvyghIgtKrJl/dvYL5Eybh5w6/YLioQgWSSqitQJPhNw3l7LgZ2YH+RtqDJmG8/3SM7DxRumt+kXbDsQJG+h1HdJiCYWLpmexVj6xWT/OG1lOlxZB92QTjBCnOTEfAt3OxJWAHIoN2Y3/n8VK9PuEzDCd8/o1Yv/E4/68ZiPefgji/8TjlOwZRhKDPKJzyGSMr2mc01BXlM1oKOyd8huNUx4lI6hOK9O/DkPJdCFIHhiF70gbkbo1G8Y1HMJXrYNEaYK7Qw1Shh/Efi3NrVFjyXlaFCSYurVlRhlSH7ZaqEAlGFY5UjNxX3xGS/wQkIamCsuytRtQiR8aqkNSWc/a1CeUlBpQRmgy3vc/cU5+1BCRXuVmmIVaUEpBm73vuq1D8rDSVudkMgZVwnM+cvU1FSEBqSqyiFGWiYjlDbQWQ7cHYXlkqqlKZt63kDJVCDPOOn8CohteEprd4I2pRUyVwpJIkHFVFqapKwlHdJzD5+xUlHIlb8ykn+f8HSoJRXWrhhiDkfXvFyGfCk9+q+3YWbZgD9Ia8VHQEJp/VHCSLOCzcVDu8VW5Hq9erSJ/iR7H6OOvpS/xTICS+yHpC01utlpzkB3nHarbkK8Xw/cFbFVe+k/CaOchqWnjeoaHehEZ3AZqbr6GlJQvNzalobExGc1M6Wluy0NaagkZPOJqbotDWkoLm5nTvu0y0tXJl4N27S2h7n496ZyXq2JpY/x/UO/9CXT1V5V/SjZP98jHWXjqEsMwdSh/23XDsvHcSex9EY2d+BDawwp1zAMuvH0Bw1lYEpKzDjKQ1mHZuJVKe5UBvbka5xoUSjRM6UxMqdG6UlNWhrLweZTon3mqr8EZbhcIKB97oavGyohJPikx4/MaAJ0VGFPH/Meo8sJrbYDG9E1jSIlRp/whNiQs75ydj2tdbvSryIOZ23SOFG7Yo8uCL0H7sXY/D6rGnsW9JEi7FZ8rZubkZiXh4/SJePcj3QvJxDooe3EDp45t4cj0L84YE4kefX5Q+ba+ZfITvcLEByVXM46xwK62EDK9pBp/aJQAhg5ZjnP8MOe9xZIfJ3usk8TayIMPjzaQY4zcNYzrOlHzjUBZtqBo7TMVE/0AsH7kKcZsjcT/9Kl5l3EDWxFU44TtCIBkukKQqHAEFfAoYCUdRij6jBZCxPmNxymcsYkVNKoDke1qEon3GIO6raUjpG4qMgUuR2m8hUvuFSd7y4pTf8CTpKswaHUwaPQzlOoGkeiUw20NShaVZY4ZZyzGsn+FI+PG5PQgJSMLwn6DUl1NJqtMQtdCVMVzmt9zTSahNWErekcqxWIGiXkOIKZAkFAlBNuere4Rk+6WA04TSIp037CZUFQiWlxCaPMLe+gmGfMfn8mKLjJmVb0ttn0JnhuCqmmQYzUUYEpRUjupv8aq8U4o0hBjByMKLhMplSgFHVZi8KhVtFoqYR/xvJWkz0arjFHBShRKarJYTmqxss2Cj7HPvc1FGVY/qVQUkr+1BSCBKCO1VhaqS5D6VoVqJpoqjdUeWQ/FNspDCwgwBye/UQg2v/6xqN9TRo8hq8++g7abBScVGH+NH1NV9RF2NYuNRjOG/e0H6EdX0U/K7esUATuXYUNeKRrcdHuYbG1PR4klBc1MamjypAkCG0i0tGbLaWpLQ1BSJpuZovGtNlT3lfbqoyZbmDLS2ZqCtJQvuxjuob7ApIHf+JYB00j5U8wdsVS3IevoISy8exdzUHZibuR0LsndhQ144tuWfwI57Edh+LwJb70Zg052TWHXzABZd2YfQtJ3IffsGJnMrDPoWmM3vYLf/DpOxTZ6NhhYBnkGvqEPJO5pboTc0Q6/1wKhr9uYiW2A2tXqVpHptkW9oF3r5oAqrJ8diTve9mNdzP+idDOq6B/O60i+5E4t/DMdvE+OxeUYCjq+7grzM+7iZegGEZP6VdDzPv40vSh/ngItKsrwgBw8uZ2DRsGAM8Rkqvkix+oj1Z7gUcOiX5DFpIyTvyPCbth3mIdl3PQ4j/GjloeeR+UWORRiLob7jMVQq2JPkYFxWsglEKcx0molhX07DhC5zsGriJiQfvoC3+QXQvHyJkhu5yApaj8Q+s3G22zSE+/4bx32HCeiU8HkEIn2GyYryGSGqkSE2Q+3THSbjgv9MpHwThAT/QMT6jhf/ZIzPRJz2mYIon3E47T8D6f2XIO37RUgfGIbMQUtxbcYOvLmcD7NOD5NWgSQBqUKSgCQoVTiqwLRoLTAz1NZ6c4xeOLZXi6qK1HFMrDf0VvOPKhRVWPKZ98q+TpSjhNX/F6VI+HERjroK5gqZX1RAynuCspxwLVWUJL8xaOwCP+YhFTha5JlA44xubQnBqABRUYkEogNGVrilOMLcpWLp4XtCkAUafqMoPgWUZUVmgSbfqUqQqo+LYOOe8nuKyqT6Y0isQpJXqkqLvg4Wg1M8jQQkQUkoEoYKIOsFiP+0/6jwU5WgCkhVMfI9Icn36lLziVSEKiy5x6VCkgAUb2M1Q2Dmw6gYWVmmXUepYNdUMfxT4EhAtrf8EJAe13/Q5P4PPK4/4XIqXkb6JqULh0rT223D8JxqUenCofWnTUL0SgftP7VoqLeipekpWtsuobHxFBpdsWhuSkFTU6osKkhZAsp0tLYmo9kTBY8nAi3NFxQl2ZwmOUkFlqlobU1BW0saWpqT4fLcRHV1Jaorm1FT8yfqav5ETRU7gt4poHz9DCuyIzH74n7MytyFkCsHEZy9G6tzj2FLfgR23ovCjvtR2HEvGlvyo7Er7xTuF5fBYGiFwdACk6kNOl3Tp3ujUdk36pthMbbBZHwHk+kDdLpmaDRuGIzNMOqbJLxmTpLhttnQIuAkRBl2m/T8393vuH/dhGU/ncSsbpy6uFPOk5zffT9Ceh7AWk5PHBeHHbNTcWj5JSQfv4KctETczkzE3ctpeJx7XVGSDLkJybInN5GblIiQn+ZimM9wjPYbK95I+iOVCjePTaMFaLQSZku1e5ycOK60FLJFkebwCQJKmsKHdmAnzUSBJD2PysG4PKBiKn7xnYTRXWZi5fj1SDl6FsUPHkP36hU0L5/jzfUcXJuzAYm9A5HYNwip38/H+W4zEe4zFOE+QxDxyTg+BtG+o3Gqw1gkfD0TSV2DkP5tqNh+sgaGSd4yo18oErvOQbTvOMT4jEeczxTE+kxAtM9YnOs6G+kDliDrh+XInrgR1zaG4/HtOyh68QpGjQ5WvRHGinJYdS9g1j6HSVMMo4Zq0ghThVmuAkyNWQBp0v63kiQEVTXJqwpNdU9VmyoQeTVU8DsjtBUmgaRGcpN6SJhdahQI6hg2e4GpKkUVkAQg7xUwGkC1qQKTV75XQMrCCgs03qKMFGKsCkhZwCm3waB1gOG0SV8DIy1ADKm9hR3uK/BUcpAqJAk/wksB4GdlSUiqUGz/jahGb07SpK8TM7fk/3S1UtE2iP2oRjGB653ynqZwLoJSzOH6OoEngUflKOZwhsh6p+QS+XtchCC/4T3ByCvBx331Xg2nVRjyym/Ufd7zW+YqqRZpu6liiC2tggoUBaBUkVUtqKlsFTh+hqTSK01Isi2QJm+2JzbUK50xNHeLkvwvqNJTyb5qxUDOgyhYra6r18PTmIe2lqt415IqwGtoOIn6uhNwueLQ1JwCDxWlF4DMO4q6bI6Hu+EEGhpOwNMch+bmBDQ3J+Ldu1Q0NSd8Wp6mM3C7o+F2xaKh8T6qKqvRUPe35CjZ8cM8qcv5F+w1bbj44jlWX4nC7IwdmJXJtQ0B6VsxJ2sHll/fj/W5x7HpdgQ25kXi0N14FLAAanoPvb5ZFmFptX4QYBJyBKSqJKks+Z7fGo1tMBpaBYRWy3s4bB9RVfmnVLppNKfqlGKOthlGXQtMlve4cOShzA2f1WU35nXfJ2py6ffh2D49ERsnn8Wvw6OxfGgEojam4lZ6CvJYvMlOxYMb2fiipOCmKEmqybKCHKRHncS0vrTiKK2IPMhCqVazw4Z91jylR7kf4TsGXBzRIG2EfpMwyo8qcRJG+9EEzlPCeRL4dCUf2XE6hndgayHzk1MRPHQ5orZEovDOI+hePIfm2VNoXr7Aq4tXkTLjV5ztOQ1J/YKQ1G82kvsHIbX/fJz+10RE+Y3AqY5jEN95GhK/mSVFm5Sec5E9eDGyBi5CJi0//UORSftP/1BkfB+KzP4LcaFLoITap3wmINZnooAyxncSLnwXgsvjN+L+wQQ8zryOS2cTcTEpBXdyclD66jks2idwmBJhMybBYrwGs+ExLPo3MGu1MHvzk6xUm/4Rbv8ThMxXqovv1MU9FZIEJJdRoGuBUUugEVhmsfPoBF6sglsk9Jbwm8Ub5ia9S4UgQclFSKrv/huSdvE1EnoCPm8RhrAzaBwwG6phNtQKHE3GOpgMteJ/NHgr2XpetSzGUDl+VpKEoUnHMLdGlKUaZhOQ6qJ6VFWlFG3ExlMJsxc+KphMBv67immc5nF2zki7IIsqhBQryVR4XggSYLyXZ2/3jKok+U4FI4Gn7hN4XASl/L1XLQoAaQz3Fm5URclv+bfcF1A6CEKvcqxs+0c+kvlJRV0qPdQs2ngN5DU0eastg4pqZM6RZnKlU8brp6RvkuE31WT1R1SyW4cn+9S2wO16gSYPc45paGw8h0b3KbgaTsLpPAmnKwouNyF3XkJujycJnqYLcDeeRmNjBNzuk6IkqSY9TTHwNJ2S5W6MhssTDbcnCi4PvzsFt+ccmpoy4Kx/gfqaNtSwL7zuD/FP1tex6PQ7qp2/41rhS2y4FoUFl/Zi0ZUDmHdxO2ambsCM1M2Ynb4di64ewqIr+7H/VhyKNJWwm38HVSNVJNUkw24+q3sEI5eFapFVbO8zv7U7/pAQnWE6l3zD3zAqYbcCy3cwmd/DUNGGI6uuILDrHgT3PChnTIb1P4IVv0RiQf8jWNDnMOb2OoD1UyJwNSENty8lIzc7RbpvvigpUMPtHOhf3sHOdb+iV8eun6rYw6R3W4GiAknmHxU4fr4qp/awck1jOCvUPEGcOcexcgDuVKleD/GdhKE+kzCxy2z8FrgVt7OuQPvqGTTPn6Lk8WOUP3+Kojt3kTRtCY76/CwG8eT+85DMCnb/eQLJlO/mIaFHIFL6BCGt33xkDQxFRv9gsf5kDliE9P4LkDkgDOn9QpHel5agMGT0X6isfosQ33kqYnwURXnKZxIimbv8JgC5ayKgeVoEVrT1RWUoyHuAi4nJyLl8FgZNLOymfbAbjsJujoXDcg52SwJspmxYDLdh0z+FxVAuFXDCzVDB4s3nAg7VIkFo1llkqaBUr9zn9wSl8nf8DRP0XNyX31TAKLAs5/dWry/ShPJi/Sd1SPVIIBq0VIdK2E1IfgYnrT8ErxVGXSUMWlpkqBbt8mzS03xN1VYrkFSeq2EyKGZyGsqVv1PAqChLKk2Gzkq4rShGBZRGnbqv5AsJSbO+7pOi1DHsZh6TeUe+MzhhNdNW45arUc8iSr23w8YJh9WDSm+HCy01DrHVNAoUVTUobYhUjN4QmleCjQBkiK1CkcDkngo9FZB8JqQJSXWPgFTv1b9XoVltV3q2RUm2K9pQTfI3PgOUYbiyWOFmMUfptlGgKKZyArFaCdeZZ+TJPFXVH8AikVnXIKf51FSz4MOTgP5ClaMITmcyPI3n0dgYI+BzOsNRXx8OpysSTtcpNLhjBYwN7lNwusNlud0RIAybmwnMU/A0xihwrT8GlyscLs9JuDyRcHtixTvJHKWnKQ0eTxbqa0tR7WiEk5VuAlIKT3+hoeFv2BzvcPn5c+y9dx47753G2tvhCLm8B0FZOzArbRtmZ+3BjJRNOHArDhWGWtRU/i3q0Wb7KFcVkoSgqhxVSFJlUkmq+Uv1b1SAmr2ApApl+E01abN8ENVptXzE41w75v9wArO77cfsLntAVTmrC49P48nlexHUbT8W/3wcKSeSkJudKp03eVfS8EVpQa4oSdp/jK/vYeeK1RjUYbDX9kPj+BhvvnG0HIJLMLKazZCbxRoejMtDKdhzrbQV8kDciRjfKQCT6ZH0VSrX0kXTcTpCh/yK1PBzeP3gAcpfFqDkyWMUPXqI0qcFeH3tJlJnLscx318kpGYvdqz/RKT1D0ba98FI7TsPKX2Uld6PMFR8keyquTRwCdL7LEBK93lI+HoWLvhPx7mvpiPl2wXI7L8I6X0IyjCk9Q3DWf+ZiPJhNXw8InwnIGHcWhTfeAJzuRamMo0SZhNcpWWoeBMPk3YfrIZdsOl3odJ0CHbTEdiMe2HR7YLNeAA20wlYjYTmHVj1L2DWEZgGAaICTSVPSSha9Nb/A5aK4mQ+0/JpibJkuE1Aai2iBj/BjqqSIXWpN6T2huCqWiQETXqCTynq8Koshs8Ml3mlinTAoGOXjLIIv0+LobFA1OHdU7poDISe9zsqSD07XUR11sKkpzpUQPlJSeqqwG6d9mCUUFxfC523aKNhXpPqleqTobCJoFTCadp5ZOlrYTEpITEhZTYyj0g7jqIC1Twjc5lG2nm8iz3a7UNugk5VhvwdFX4ErHqvKkzuyX9PO6XJv1FhyfeEoFSyeagFQ+92S61w86osxUCu+CSZn2RHzOeDKCRfyT5qgtTcBKumAfqnFrw8ex931yfg5pp46J5b5BCLktIqPLhfiGuXr8Ogu4jGxgtwu2Phcp1GQ8NZuF3n4XKfh8t1Ac6GWNQ3RIuybHBHwiWdNTSPp6KZ1p9m5igz0ORJhNMVI7D1NMei0RMvVfGW1gy0tCrfeRpT0ei5ivr6EslH1rKwVKdYmGhj4nmVjsr3uPb6FQ7fu4A992Ox834MNudHYs2tY1h89SBmZ2xB9L0UGC1u1NX8LSqQ4CMYCUIugpHqkAqTqpJAJCD5DaH4STl61SXDcVVBqiE3QanXNEFbzkJPq6z4g48wvasCyPm9DmDFL9EI/u4IZnfn7PPDWPDjUeluu5WZglsXk3D7ciq+KHt6G2pOUv/qDvYu34ShfjzQgvYeBYhylaFcLM4osBwilW2vgmS47TsJQ3zHS8/1mM4zMOvbhZjdk/3L0zDiy2kY3XkWNgRsx92MGyh5+hAlBY9Q/PiRAsmCxyjJv4+rS7bhuO+PXl8jK9HDpRf7XNcApPVfgNT+IaIUMwYQikuR0TcUSd3nSMjNIk283yTE+U5EnM8EnPKhT3I8zvkHInPAEqT1I2QXIL1/GFJ6h+Cc/3Qp5CT+sBiPz2RDX6KBvrQchrIKGMu1MDJfonsKh+k0HKYjsBsJx0OwG/fBoiccd8Fq2A27cT8cZr6PgMNyAQ5TOipt12Ez5sGqfwKjthQGVsoFkDZY9Moy66ww6y0w6LymcrEPUWmyDdCrRBm+e8FJKKqQVNWimotU4cgrv6GK/D+vSn5RgaN6780pesNtFX6iLFmI0dKoTY+kRXyTAkAvONl1IwqwgrC1fwqt24fahCbVJdUm845UkcxFqjlI9lzzXi3gWAz1AkKzF5JSldbWicIkQI1UlGoV2qi0GQrQWHihOZwn+HihKN+pucl/FGTag47A4zN/pz38VEDyqi5+x3t+R6DymfCj6nR4e7XplVTD8M+QJBw/d9iws6bSph5wQRX5u6hNu9UDu9EN/VMTnp3Nw40VscictAfpP/6G1G9/RfJ3K5B7KB33c54iKyMHd249wdvXRlTaLWhw50nusbExE03smPFkotGdBo87DY3uZLjdF+Byx4qqZNhNy09TS5Z3ZaKZ900ZaPQwHD8jCrK5JdH7HW1DmaCaJCxb2zLhaclBbZ1ezrJUTw6qUc+hrP4dZksLsl8984IyGnvux2DrnZPYcuckVlzbg5QnV2GyNMNqfq+0FppaBYCEHyGpQpNQ5OIzIUlA8pnQVO+VPGWrfGMxv5N9tYij0zbBoG0RQFqM7/AyvwpLR0RjTvf9WDQgHMt+jEBw3yMI6X8ES3+KRNhPJ3DuYAbystOQk5UAUZKEZAVBWXALmme3sTNsvRyQO8Trg1SVI8fBjvabhLF+UzBaco6TMcZvsveZp/Qoh1KM6RSAGd1CMOe7xZjdexHG+8/CaP8Z2Bm6BwW3clH2tADFjx+Kenz7+BGKnzzG2zt3kbvqoOQd4/wnIEIq1WPE0sMqdrTvKJzrMkMJt/vMw4VvAhDPDpoOkxHjO0GsQNG+9EaOFgM5VSIByXXKdxJSetI8zvxkGFK/D0PWoOXIGrAMF/rPx92D52AoqYBRo4W+rAKGcg1MFTpYNEWwGpJgN56E3cx1Ag7jSTiMR2HR7RFlaTcdRKUpHJWmSNiMkXCYYlBjjkO15RQqLXGwmeNgMcXDZsyGzfgMZn0ZzFoWcswCPwKTKtGks3rzmWpe0ywFG0WFKjlKFmrUkPmfcFT3eVUU4+fwmsA06phzVNSk8qyE15KLpBr0htqEoqoeFbApkGTlm4ZyQpJhtUHHXGSVhMBGPreDpHwjYTNDZ+Y2lQo37UBUkCokqUBVcHKfi/3YzEGqB1dIaG6oF1Wp7CvAUiHXHl5Wehi9/kYCT1Y7SKqA45WAU3OeKiTV3+S1/RII/wOUKiT5O6r6dDB3aVcOuiAkP6tHmsiZs/zcekgFqRxZphRoqrVuaB/o8TTyNm6uiEPq0I240HsJUvusQPag33D1p624+vNWZPRdifR/r0fO0UzoNXWotrEg9IcoUmdtrRxO4WrIQqMnE57GDIFkk4edNFlodKfC5T6LBtcZKdx4mtLR6ElHU3OGAJL3blcqPI1paGI1u1FRki0taWhuo20o3as8+b2qLK/B6TSjprYVtfV/SFqgmke2iTr+AJO5CSkP87El9wQ23jqKDTlHBZIcGHbz9WOYLArYCD0WY9iHbbYoilKFJIFJGPK5osL9X/lJ7vM9/57Kk1cugSnzkuZ3yntDG3QaKtL3sBjaEL//PmZ134+gHvsQ+t1hhPY5guBvDyG49yHM6rYHR1edx42MVDk27RMk2XFDSJY8ycHOheulxZDjFEZ1mAC2HNIwzlPDlaKMMkt7dIfJGC1FGobXSojNEQpTvwnG3H5LMafvEgR8twiz+i9G+MaTeHknH28K7qPwyX28ffIARY8foPj5YxTfyceNNQeR+H2Q5B0T+wQhpgMBSRVJi88IgeZJgeU4RPuOleIL4UmfJIGo+CNHIVrM5OrzOET70PYzHqc7zkRSL+YvlyHj+0W4/MtqZP2yEreXH4O24DVMGlp8NJ+WUVMCqz4PdmMU7IbjcBhPoNIUgSpzNKrMUaIqbYb9qDRxPwqVxmhlmaLhMMd4F0EZA5uJecwI2C1nYTWnwmLIhUn/EkZtCcw6DkJXQmxVPapFGzU/adAQjkpfNjtmWIihYlTVZHtAqoUaVVnyHaGoLmOFFRadA1Y9jxlT1KSAUqrVVJ9KXlKBJ+FGgzmVqXKABdv/TDpCkqfw1Eghx2KqBws4Rh1tOwQnFV+1hN7MbRKmn0PwWinWsFrN7wlBaTVkuyHtQbyKYqwVABOMDL1tFhf475ho/2lXhSbM2j//E2h8xz1+p6o73hNyhKQKOBV2fKfe829FlXr/Pb5T/5bf8O/V3+T1U9htow1IySl+qnBLd4ySg2TxptraDEtxNXQPNHh+7i6uLozE+QFrENcxBLFfhiCu43yk9PkV13/ZilvDdyHHu24M3Y7LP27A/Q0X4DA0Chz5b/HAXJ5YXl9dDlfDdTQJJAlK2n7YSZOBlqZMNHoSlBC6KV1gyC6blraLkmt0SxjNUDoNnuYkNLhj4G6MQ3NLKppb0+FpTkVLW4bcN7Wkoe3DRbS0pcHlvomaGisq+T8XiznMU7LabWtDleN32Cs/4PTDG1iatRuLLu3Cssv7sOHmYeS9faUoSEMrmEtUizUEn6oSee9w/CHg02gaPwFSVZsqJAlQQlL9DYKSv8HFb1WIUlGy1/tRrg3B/Y8gsMtOhHx3GPN6H0RQzwOY1/MAgrrtxZFfU3A1ORM3M5Nw61KSkpNkuF1ekIsXd7OxePo8jJTTxnmo7ngBJXOPrHCPlAFcSmsh2wxH+rGThoCk/3ECxvvPRmDPMEzvvgBTu81H8I/LEL8vHi/v5QscC588wNunD/H26QOUPH+MN/l3cXPVAST2n4eU70OQPGA+0vqHIKnHHET5jRK7D83f7JIhMI/7/BuEZaR0zzAcVwE6Aqd8xyG2w3jE+U3GqQ5Uo6MR7TtR/JCRrGR3mIbUbxcgbeBiXBy6Clfn78Hb7HwYKjSiIFUVaazQwqx9CrspAQ5jOOwGKshIVBmjFEiaomAzHIFVfxDVtlhUWk7BYYqGXQB5SgD56d4SAyvzl6YTcJijBZYOSwwc1kRYzRdhMjwUWBo1n3ORJi1BZhO1yRylQUsTtkWq24ScCkACUQUkVSLv/1+QNGlsMOscMGnt4G9Jp0yFt7LthSaVJENsRUkq71h8kRN/vCE4IamCUoFXLSyiAmsFnAJKdsawn1pDD6Na7WalXIGrSa9YhPT0SHo9kwQiD66gkpTFIg7DYZNTUZgGBXii5CyEHXOUn8FJsP1zqeBUwcb3hN0/Icf3qkIk9NoDk/vqO/V32itFFmYUICothzIGgWCUA3aVq40nED014E3aU9zfnYFrc44hfdAGnPabj9O+QTjnG4Izvgtw2nc+ErstxfUh23Bj2E7c+PcOWdk/bUL2DxuRPXgDro3cjpKsl6ji4RhVPHJNGdtQWemGs5Yn+yiAJCRZ+W5qyhRYutwMpeMk96i0IGbB05QBt5s2IYbfmd6VDJc7WkLzJnbjtGSgqSUdLW0My2kyz5Kwu7klGS5XLJzOG6ipc6Ku4U+43f+D+vo/wVxlXQ0N5/9BhcGFyNtXMD9li3TaLMvcjjtvXsPGSjYVoLd6TdBRBSqqkNVsnp35u6hIrVbJTZolPH8ne6py5Pft/5bw5CIk1fwmAcqOHKO+DRXFTdg8OxGze+7D3Fn2n8wAACAASURBVF4HEdhtD+Z+u1+UZEjfw9i/LBMZpy/hWloici4mfs5Jap7l4cH1VPw4oD8G+PyozJjpMFbM4UM70Aw+DsxDsijD6jXHKYzwm4phHWj7mSbzrmf1XoSAnmGY2jUYgf0WInzdSbx99BhvCh7hzeOHcvRQ0ZNHKH5RgOKHD5C5dAuO+Y/E2d6BSB0chpSBIUjsF4TUAcFI6DsXUf+agCj/CYjuNh2n+87G2cHBSBmzEhcDNuPK/J1I/HmBtCOe9p+KpJ5zkdqHIfUipPZZgFg/GsYZck9GpA+hOQGxHachsX8YrszYjmfnrsFQXA5dWcUnSOrLtNBXFMOsvwK7MUbCaLshUiApitEUJfd2wzHYDIdRZVHBSQVJQLIKHiOrynRKQnWr8SAsxiMgHO2mKNgtsXBYz8BGZWm6ArPuNcxaKxzmKlgNPDzCIPlLq94usDTr7KL8FHuRUrBRQ+d/XglKQlTgqbFImM0CDpeqJtWrXuBL247ie1QVJa9ymAXtQBrmGz8ffaYejaaoRSrGGpiNdZ+utAhxj100YvGR4o9SKVe7Y+iDpEIkDPndp6WrEcWoqkf1GzkslyA0shLdTs1Z3FK8MRsI1M9eSBWShBzvCUkVlAQd7wk6Qk5VgnxWF7/hvgpDdZ9QlaPJ5HxIQlGBn2oOF1B6u2Dq6z6gxtoMR3kdNA+0eJX8CLlbEpA2fS/ieyzCKd85iPWdjdO+cxHvG4x431Cc9g1BnO98JHdbhus/b8OtEXsFjtf/vR2Xf96KrIHrkf3jRlz+aTMuDf4Nd9ecg+G51Rtqc5gXu3Bo7q6Hx31XQMnwuclzCc0t2Xj3/opUqRucEXC7TknusclbrW5tyUZr20Vva2IyPJ54uBqi4HbTFnReer2bmlLAAk5zSxpaW9PQ2HIBLs9pNDRGwNkQjTrnPdTUOlFfx/bKD/LfU+Xg2Zc8Au4jyvT1iMq7jODErfg1ayees/WX1hxvmEw1SJBpaQSX8Jk5SobThCRDauYiGYorobcaZquFHf4t/477XKrK5IEXfCZsufi9o/I/OLXvHoK+O4TQvkcxv/cBBPc5pITf3x/F/qWXkHn2Fq6lJ8n5kp8KN7qX+bh18Ry+690LP/j8gjF+PJBinITYNITTJE7VyFEKBOSYjjMwllMJ/WjvmYrJXeYieMAKBPVbhjnfL8aBXw/jSW4eip4+QuHjh7LYLF5c8BhF9+/j+vYjONTxFxzy/Rkx3aYgZcgSpI9bgYsBG3ElZCdyVhxBzoYTyNl2EnkH4/EoNgPPkq/hTc49VDx5CX1hCZ5GZSKxRxDS+ochc/AyZA3moRVLkTVoKVJ6h+KM/wxE+0xEtM8kRPhMBBXlue8X4MGBBGgLSwWQ2pIy6ErLYKxgyF0Bky4fNlMs7MwxyorwXj8/2wxHYTMcQqUlCpVmwjQGDipKM0F4ShbzlHbjETAst+r3wWY8Jr9ZZYmD3XIaVstZGHTXoNOUwKSzwGGqhElvxc2CHGTdvYz8Z4/w/M0rlJSWQ1ehg15OB6KBXQmZzZI/JMSUIo0KTEKS90atHWZ9JcwGZTEv+XkRnO0q2e2q2FK0ETg6JLSWYg7N3N4zIqkgCUZeVSiqsKSq5D5hymq1qEYqQ1amDfUCTuYdCTxCkFeqRK7296xs8z0r1lazCi36IRsVTyQLJ5ZGWHjABJWhSQmhVTASdLxX4UjQ8Z57XISgqiTVb/nM7/iOAOWz8o0SVjus3vMbrUqbYZ1YeFplTAO/V+w6PGX8PWorW1F8pRAFu7KQO/8EsoZuwoVvFiPed75A8axvKOJFOc7HWS8k433pzFiB6z9sw61/70LOsF1geM1cZPK3K3HWPxQJ3ZinXI2MgWtxedhWPI25iWpLizKbRgDJKYcf4XIa0ei+jsbGDDQ3MUfJvu0ENLpOob7+GBpcJ+FsiBQVyKPRmj3JcuBuo/us12cZhbr6cDS4IuCiNagxFg0u2ojivUWd03C6o+F0R8HZGAu354xAt7b+EWpqOLKChagPsNmo5t7BZm1Dtf0PUZSxd65j55UoFGkrYTG9h7FdPlHNQxKcDK+VQg39jx8Fjuy2IQzVcFwFJMEpBnOqRW/+kmDkdwzXCUdVWRKkjso/cSXlLUJ/OIYlA09g0cBwLP3xBIJ67sOiwcexNTAVR39LxqXzibiecR5flD/Lk1Bb/zIfWQlR6NWlB37yGSpeSJmBzRPCpYVwMiTEln7sKXJghSjIDlMxqfMszP52CWb3WYIFQ1bjyKoTeHHnDoqfPRH1SDjyAEuB5LMneHn1Ji6u2o1LK/cid98pPIxJw7O0Gyi8eRdFdx+i5GEByp+9hKawENq3RdAVF0NXVORdxcre2yKU3nmCrJErkdx3PtIHLkLWwCW4OHiZ9GBn/7ACGf0WI67jNIHjSZ9J4oe89OsRaAveSvWax7NzKflILYzafJj0zDkeg8NwElb9MVgNx2Hz5iQdpnABn9XACvdu2Iz7QWA6WNSRnGWU5ChtpgjYjUdhMxKOtA/tke+t+sOoNEehyhoHs+ks7udnIDM9Ezev3cKr54V48LwAi2NWIyhyGVaf344d6QdxMDMcx7KjEHH1NC7kpOPqo9t4UvgCb4pLlQq2jgUVb3FGQmjeO2Az1MiymqrBpcKSqpIFFRrFFQ+kUozhs9VEG49i8SEsec99ASWhzFyjgVYchsUMm72hs+wRePWSgxRAeg/FlfCZ6tFbtLF4Acl9wlDJN6q2H6/1x9zgDbudcNg8qJSCCMNhwtAFm5HgpPrzhsGWRtitPK2aoffnkNxhU/YJP8KQV+YOea/AUfFSVnltPDwJnO85x4b/Lv8tVenykI3yMgteva7A7TtPkJZxDRFRZ7Hn4HHk5D2WEQtuJw+q+F1yjnd3Z+HSwA3IHrhBCi+3RuzClR+2IrP/b0j9ZgUS/BfjQoeFAsnzHcOQ9d1a3Ph5O3J+2YGcobsElNd/2ork7ssQ6zsXp2TNQRyh2jEU5/xDkTx6M15dfiknBSnFIJ4ixEmJDXDWPoO7IVUKNXV1kaitCUd9nWIyb2gIh7P+GOpqj8PZEA6qS2d9hPcaiXpnpOKt9LDKfQYudxxq6yNQXXtCrrX1J8HldMegsTlJCceb0+BuzEJ13Us4Kt2oqfoDNhuB9AEOB+fv/ClLZ2zEsxIzTKZmJRfZTkmqalKtVut0LdDpWgWYBkMbGHIToPyOipPgIwAJSO6r6lENw1VQ8hv+Jv+O3/C/p7jQhdUT4xDQbRfm9TuMsIHHseiHcGyZkYLFP0dhyaijuHD8HK6lxyuQZKhteHUPl1NOoW+33vjRZ6h4IVmskU4aQtJX6ZShiuSJ4XJqOMNuv+mY2X0Bgr5bigU/rcL20AN4dC0XRY/vCxjVMFsgWfAYb589wduCxyi8ew/FT56g/NUrlL1+ifLC16h4U4iKt29R9vo1Sgtfo7ywEOWvC1H26hVKXr6U+4o3b8ClefsW5S9f4+ai/YjvEoAUnupDr+SgRcgcvBxZg5dJL3Zyn1BE+U1C1FfTkTZ5AwpvPhQwfgakVlSkiWG24SzMul0w6/bBrD8Ck3eZdQdh0ROI+2E17PUuVrh3CgCtBr47BIfxCKyGw7AZFcuQw6T8ndV0EASr1XBQqZJbomE1XYWutBwvCl7ift5DZGVdwq4zhzDhYBAmHg3F7OhVWHJuM349uxlLTm9A2OnfEBb3G4KjViIsZi3Wxu/EqcvncTH/Bm4XPMSLt0V4W1Qmx6KZ9YqKtHAmiKlGIGkxVMJmYEivgM9iZPWZ8KwG77kIST5LBVvr+LRPK4+J3xoJNoarVIFKRZrQpLJUc5N8ZvGF6pFKkvcEpJVw1NXIVf2ef0MFSVDaLA2KN5L+SHPDp31FZSpzZ2gyr7R7QPipyk8FHhUnISkQ9YbPHNZF8NktzeDBt6o6tBjc3hZGwtjbZcNj0HS1KC0y481rLQqevMXd/Ge4mJ2D2DMJ2L3vMJYsW43J0wIxaNAv6NX7O3Tp2gP/6toDG7fthtncAPZRcy5MabEF+adu4tqYPbg8aANu/LIDt4bvwfWfd8rK+Xk7Lg/cgMzeq5DWfTmy+q5HzpAdCiB/3o7cYfx2BxK7LkGM72wJzxmKx/nOVSDpuwBnfEMQ3TEI6fMOo/yFSYpFBCWtRTx/ssZhR0P9TdTWRaC2NgLOuki4G07D5TojqpDgY9jNsLrBeVIAWV93HHV1EdKl4+FRauzQ8STD05QCt+esGNMJyjonFeZpqZY3elIkX0n7kNudBqfrKpxOvfR1c7phZSWV3EeZSyM+Rlaxja3yTKVHoKnwag9JQk2vV8Lv0lInHI4/YbMp3TkEIhchyL9p/8w99Tf5+1zck1CeXT1GDmqjwvwP9i65iKkcHNaTkxMPImxwOJYPi0FIvyNYNjIc8YcTcCX1jALJimd5ML15iHMxh9DNtwdG+U3AKA7n6kDLD8cnsJ1QOZRifKdZGN2Ro2EDMc5vJiZ0ni0KcmbfxZj/71VIj0tFkTf/SDB+CrUJSBWSzwtQ/OIpSl4+R+mrF59W2cuXAkhCsv2qKPwMRhWSvJYXvsG9A6dxwnc0YnwnI94/ECk0mf+wFBmDliBj0FKkfb8E53rMxblhy/Es4Yb4IQlI5h8N5VwamCsqYNbdhkV3SIzjBu0BmHivOwSjbj9M2t0CT8KQOUa74SAqzUfhMB2FVX9AUYyGg7AZDsp7gtJuCIfdFCkFG1a5qywxqLRGKX9jOA+bvgg2UyWsckivHU+ev8CS6A0Yd2g+JhwOwYTDwZh5YjkWxW/CkrObsCh+A8Li12N21DJMPs5v5mHy0WDMOLYEi+I2YXfWcRy7GoMztxJxpeAW7r56hMeFz1BYXILiMi3KK2g9ssFO0BlrPwGQwKPq5D6vZum4+W+lycKNxcTDTRtgt7ICzK6VWjGIW4wEprLUEFyueqYPmLdUYMrCDsFJWNrog/QWZwhERfGxgq0oSbuV3TYKKAlRwpF7/K7KwXMbler0f4HSzL9Xwm7CUb6RsQmtAkqG21yaikoUvTHi9UsNnj8rxYMHr3Dr1gOkZ15D5OkEbNi6G/NCwjBq/CQM+mEIuvfoja//9Q2+6vw1OnToBF9fP3zxRQd88YUPvvjiS3zxhS+GDhuBi5dv4XbeU1y/cQ9XLt9Bbvp95K44g+zBv+H6T9tkXf1pi6jKnCE7wUV4Xv9xG278tAM5Q3aJkrz+41b5Nr3PWpzyDUKM7xzEf6kUdAhJ5jAJSCrKGN8gxHWZj7snrsKub5S5N6oHs6aKaQEjamrPoa6Wvdyn4XQmwNmQiAZXolxdDQloaIhHgysaDfUn0SBtjOeVFkdPqlS9Gaq7G1PQ2JQKT3Mi6pzR+P/Yeusvue5ji1czI7Bly2zLsZPYThw7cWIQjkbMGpA0KGZmGGZmZtKIGUbSMDQzDY/AkmVIct9a78/Yb+06fUbyffeHWud09+mWvFby0a6qXfUdHOa0Th7GHxOgZd5aJX2ZJXg0Xoax8Ua4ByyiIllHdLl/g5N1Qu9EjDIuqDRXCENV+amw42tCzWxWvJFGI43l/xHFyBSbKpJX9Xle+R0CkaqRUKRiZPD3+TzTd76W1Nv6Ai7Pb8g9ex1LPjqKFR8cx+K3DwosWZ9c/eFxrP7kJI6HpaI2X4XkvYswd1xHevRxzPT5kxjAv5/C3Y4Bci/nz0zhYtwF4GFcrEcSlLOnLcWyjzcg8G9bsfjTjYjeniyTNB13lCYNAUlQStxTVGTv/Vb03G9F9/17cu17cB+atocCyp72h+hr70AfIUkV6Y3fg1F5n0qS8bC0EYkz5iJR7D7zkTV9KUq5dfyzUFR8EYGyz8JQM2s3bkaXwsDt4lqjAFKBJJs2nL++D6uhBDZjIhyWBNhMjDhYDITlESVVNnGyJg4u1iFtyRiwpWLAloIBK+uSsXBbqSCpGKkoY6Tr7bZmQcKeCbctCy5rJuyWeFiNVTBrtWAnW4GkCzXXzyMwdRtmn1mHH06uwKxTyzHr9CosjN+INelbsCF3J8Lyd0uszdyEgPhgzI5eJc/MOROIxfEbEJy9FeG5O7G1+DA2FxzCjsJj2F90GjFVmci7UIM7bV1wEHYWQk5RmGajGw/btOjsNqK314KeHjP6+62SWuq0PK7BAYOk2gQllaYXeqwnsqMt44ucfGFdUbHssH7JKRupO8riCW7v4fMjst6MSykYHvtjUZEEGoPPqyk44agAUoXoI1GRVJJUjS9ri8r8NI9FsEnTRalhKkclMCV/it5uB86fv4OK6vNIyyjG8VOx2LJjN1YFhuCHeQH4/Mu/470PP8G012bAz28qfH0nY5KPnxKTfAWEfO3jO1k+8/Ob8vKZSb6YOu01bAiNxJ07fdD2spM/Juq1Les6KmgE/ygSlX/ajqo/bkf9F3vRwprjV4fQ9LcDaPjLfgHlhb8fEUjWfb4bpR9EItOPynEN0icaO6tR8OZ6lL4XhaK3w5A3YwOypq1Dmu9y5P+wHx0X+I8um0uKBYnnfbv4j4nrBgaHcjAylofRsSKMjBZhnMt3H9NkXoqx0UKMjWZhdDQZ448yQWVIKAoYWcskJJ8Uy/u0AY0/zsXYaAqePCn0WodKJq5S+3xCP2YpRsavwu5ywmLmApBf4XL8JuqRoJTwehgVGCobfwg7vibMCEH6IqkmCTgCk7VHRWFSZf44AUql4600dPhdBn+H4NRoxiV473b/Dzzu/4qB3eH8FZfqjFjzxWms+uAoVn1wHCF/jkHQp9FYS1DOPIldi+NRkZmldLc1d89D23oR1anpmP8Oj3xdgfnTl8v8NeexeRDXd1MWvTKLvRjfTV2Mxe+vx9ovNyPw79sROmcXrtW3oOvO7QkwUjl237uDnlZVOSqA7HnQiq6Hreh8cA89ba3obXuA3o6HEgRkX0eHQJLXVwH5v+/1vT3ou3kfxf5bxRqU6uMPLqzIfXsFSv8chvLPwlD6VRSunMiHtq1XtvRwkzhBSRVp7NfB1N8Ni6EGdmMG7KYU2M30NtLakwm7MRpW/SGl/jhh41F8kB42a6TbrXS4aSp3GE/BSdsQ/ZXil8wUMBKUTmsG7JZ0uBwVMBseSiOG1h+bTLWYcbwyHmvTNmNN2lYExIVg1qmV+OHUKsw+swbzY4KwKi0K4YV7sTF3p0RIznYsTAjB7NOrMfvsOsw6G4gFiSFYk7UVYQX7EVV0EJGFBxGUuRPLUzZjZcpmFF2oh8s2LEqQatBpHUJ3rwUny+pwuKwWp6ubcbamGRnnrqD42h1U33qA2tsP0XS3Exdbu3H5fi8u3evGldY+XG7txZW7PbjfpkdbhwmdXRb09tnR32tHf59dzrzhuCHXnLEO6TDT7K2MJzqt43DZWCNURgHlbGvzmKxHU2w9iorkvao0qTLZ6WajhuqUaTzTdalxyoijMv+t6aP/c1gaMEzFuRG8of4q/Bcuwx/+9Dlef+NtBXqTJmGShA98JvkJ9Hx9/eA7eQp8/aYIEAlFFZY+r0CSEJ08eSp8fL3P+fhi4dJVMFvG8Wj4/4HHwRMO/w3rAzcaVkUje8o65L22AQVvbETpu1Go+WQ7Gj7fi/rPdkNRjqxFHkL953sFkFSKbOwQkIxMv7UofjccdX/Zh4av9osVqOrzHSj9OBwF76xH3ocbUB+VAk2HE9xKzqYJ/7uddnoVRzE4dFvqhY8eVwgcafthjD8uwziV32ghhkdSMDKaivFHhROQfKkgSzD+uMgLS6rPZIw9yoR4Kyf8lQpYxx9xmW85Hj8uhGuwBnaHSRo3hCTBZja/3B1J5cf3VEWogo+AJBj7+8dEPXJFGgHpcPxbVCKf5zPK76mr1hQ4EoYKVJ/Dbv9V1qpRSVJdulz/lW652fQTjOYf0d02gm1LshD0WTRC/hiDiH8kI+xviQj89AzW/OEkdi9JQUla9kufZO+tFjTmF2DtX0Iwd+oyASOPb503fQWWvr0Bc6atwqypK/DDVKbbyzH3jbVY8YcoLP9TOBb+YSMS92Wg/aaiHNmgUQHZ6VWQVI4MwvHV6Gl/AAYh2cPaoxeSBOSroWENsqvLC02qyG4Ye3th7OpB865YxPh8hRTfeUjxXYBkn/nIe381Sr+MQEPQSfRe4Ty1AkcCUkJSbU7aXISNgDSmwkFAmlPgsKQJKB2meFgNhySlVryPBGMK3OKJTJEpG07a0NrjsbDRcwoeWzo8NsIx3bsMg/cZAkmbNQcO62VYDEaZybbo7LDqHbj54D4isncjKHMbQvP2YH32LixLjsT82GDMjV6H2WfXYl5MINZmbpWUm6CMLNqHjfm7sCwpTJ4hJGfHrsOc2EAsT9uM8MKD2FRyFJGFh7A+by/WZ+5GyfkG9PcYlCMf2AXXW3Hlfg9WJaRj7pl4zDsVizkno7E4LgWBadnYUlSO7SWV2FlShR1FldiUW4KIzAJszi7C5pxibM8txbHSesRUn0N8bQsSa84hpfocsuovIafpKvKar6Hk3A10dJvhkvOuFUVJGxCPgujtMUOjcaCvz46eLgu6u8zo7jajs9Mo0damw4MHGty/34/W1j7cvduDO3e6cfNGB+7e6cFd3t/skLhy5SGuXH6AixfuorPDJGfKKGrzKWqrL+GjDz+VFNnXZyr8fKfBz2cqBHyEn5+vhO9kP/hNmQxRil61qH7m46coSx+C1G8y/CZPha/fNPhNniaw/eRPn+Py9TZ4nC8w4PxFanKDlue4fbYBhe+HI9c3GLm+QchjTAlGyVsRKHk3AjWfsrmzC3Wf7UXJexGiILO86pEpdbrvahS/H46Gv+xBw9/2oYmG8i/3osF7ZTpf+ectKPl6C+6U3ILTyd2WBAJrb9x3yW09Axgbv4zHT7hAl+pQgSVVJYOqcnQsE8MjbNjkSzpOQI5znNGrKqkmHz0pxKMneRgaisUwu+OPCiTFHhvns0rwt7kJfWQ0S9Jy92ANXC5mFY+g1Y7CavtJUl5ac8wW1hwfT9QkRVVaCLdfoNM/kUaN0cCGzK9iA+KVDRxCkOBToWoyKV1vApLqkwB1Ov8HNttvAkk+T7DSSqR2yrnH0m79BccjKrDig6NY8s4hSbmXvntEVOSKD45gz+J01GSXY5JGxhIvoPfGOeSeiEfA+yvw3dRFUnOU9Hr6Mvi/sRazpi0XSH4/dRn+NWUx5s0Iwvx3gzFrxiqEzt6Na3UX0ffg3oSK7LmnNGikUdN6R0mvvQpSVZG8vgrJ7ocvQUlYqsBUANmN/k6Cshuazm45E1fX3QujRovWonqkvbMACT6zkeTrjyTf+Uh5fR7K/Xeio/IyDBoDjAz6IL0LdE39Olh0D2AzZkuabTOmwGZOht2ihNybkmCTmmOMmMVVUDqtaZAgLGkOF+sPleQZeKyZcFsVSLpsGXDbM+CyZcJjz4HLXgerqRtmI08PVEzjBq0ZyXW5mHNqOZanhmFDzi5sKjiAqML9CMnehgVUlWeoFtdgfmwQFsWHYF3WFoQV7EG4N/1enbEZc2ODMDt6LX44swLfn1mNJSlRCM3bjy0lR7G97ARi6jPRcvkazp+7iuamS2houID6hgtIrWnGquQMBMQnYf6ZWCyIScCi+GQExCVheUomArPzsCo9G/6xSZhzNh6zoxMREJeChXEpmBeTiAWxqViRmoO1GXlYkZqNlSmZWJaQjpUJGQg4k4hlZxNQdvmOrFuzGhQrUEe7ETV1F1FV24KGxmuorr6A+voraGi6JsHPqmsuoKKySbrIDY1XUFN3AeUVTaiobJZreWUTqmpaUFN/RaKi6jzq6i6joeEqbt7sRHeXHR3tZnS0WVBXcwWf/flLUZA+vkynp0FgKSD0hY+PD3x9fTHJ1wc+vr5QFaUCy8kgGBVVqTzL5wlNSb+pOn38MGXqa4hNzJADu4bcv8Ht4OmFv0B/y4rmJdGgxSdXgh3tEPFG5vgGI8cvCPnTglE4faP4JgnGTN/VAsecqYEo/TASTV8dEDjSWC5KkrXNrw6g7qt9qPvbPoFm5Z+3oml9ErR3LOAMNc+kGXDTr8jDwH7B0JARw2P1GHtEOxCVXjkGhvKUDUJPKjE8lIxBTyxGRjMwOp6HR0+oCNmxLlMM509KMDyaiaHhFAwNx2JoJB6Dw8kYG8/D2DhN6sqzhDDP0WFKPjx8FkPDp+AeqIHVagU3hbs9/8bAwP+INcdseSbLcwVylucwcomu5QWsNi7X5XGxXHTxk6w6UzrdTMdZr2SX+leBKJ+n6Zzvqak70281NScgVUjyt+i7JDD5Hlet5cddx6L3DmDJuwex/IOjWD3zBFZ9dAyL3t6HwC9OIvUIu9v3LsrMdse1ZhwI3Yp/Tp0rQJzz+irMnrYShOI3vgH4dsoSfDd1KeZMXw3/GYGYNX0Nvp26Ev+augzRO5LReZuptZJq/28VqYDyLjq9alLqkQ9b0c34P5Sk0t3uQD+bM14FqenqUQApV973QNvdK17H/uutKJm/FbE+PyDJdwESpwYg/dPVuHKmAKZuPQyiGr2g9MLSrG2H1VANmzEJVmOyhN2UDKs5CTZzCmymZNiMCbDo2NGOFkgqqlFJx5mSCxztqTJJYzdHw2o8Cacl/qVX0poJp8ULSUc+nNZbcJhsXpO4HTa9E7cf3EdY5k58cyQAc8+uwtKUUITl70FE4V6E5e9FUNY2LErcgNnR6zAnJhBzo1djXuxaLE+NwEYvJDcW7kZgznasTI/E/PhgzD27Dv4JIQLK4Jzd2FpyHJU3W2RUkGfb9HYZ0Nmmwe1b7Uioa0JYfhGCc/IREEsAJmFRQioC4pLhH5OEhbGpWBCThHnRCZgfm4z5sSny2dKkdKxKy8H6vDKEFVUiorgSYQXlCMsvxuqULKxIzIT/2QQEnI5DQcsNdHeavKm4A7dud6G69gLqG68I1AjJsrJmFBbXo7i0EUXF9SgtbUJNzQU0N1/D1aut02EzKwAAIABJREFUaGm5gcbGKxI1NedRXt6I6uoW1DVcxYWLd3Hp0j1cvtyKCxfuoOXcbVRVXkBV5UVUV15Eeck5BPivEoVIsBGUoib9psBPYKcoSQJSIOlHaPrBj0D1m+aNyQpEXwGqwFSUJZs5k7AhNAK9PXYMutll5qFcP8Nteob78edRNnMLCl5bj4LXQidUJZUlvZM5vuvkPaUhs06mbjKnrEXlJ9tQ9xcCcb8EjeWEI21EVZ/tRNM/DqLxm0Oo/eseVH62DTX/PIDrRyvhNj2VkxK5PZxTLx4nt5o/x9BQB4ZGyzA2xhojRwpL5Nyb8fFcDA4lYGgwAcNDiRgcTsH4eJ4s7FUWYxCE2RgYSsbQSDIGh+MwOMIudxJGxlIxMpaOcfFQ5gg4BwfZTU/A4MBZDAydhWcoCQ73RTicj+B0KcZu1g1N5mdyfIPBSFX4FCYjU2dlQzkhRjAqr5+hv/+RQNPh+I8A0On8r1wJUtVszvRaMZxzpZqyk5JApOrk+/yOoiSVP8Mz8F/cueLC8j8exfw3d2HVTNYlz2LVzKNY8/ExLPvwEE7vyMEk7f3LMDy4ghvnKjH3++/xV99vMHvacvwwdblA8fspywSU301ZInaf2dNWYPb0NZg/IwjfTV2JRR+Ho7G4EX3t99Fx95YEodh9/y46792ZiC7WJdm0abuvBFPsVwD5qnIkHKUu2dkpoFRgqYBRgeXLex3N4D39uHQoA9E+3yPGZxZSPliBc5sToHvQC5PWCAMVpHSzqSYNoIq0Gs7DrE8USNqMBGIybOYkUZIKIJNg1kfDqDkEi4Fd7Thvek37jjct5/PmeNiMXouP+QSsppPeZ1OkaWM3cTQxA057GezGXkmvZQOQ3g6LxoHSS3UIOLsa351citlnVmJ+7FosTdqIkOwdAsnQvF3YkLcdq9Oj4B8biFmnVwhM58cEYmlKOIKydyC8eD8iSvYjvHgfVmduxvy49ZgbQ1CGYUnqFkQUHMKltnsYctM+wzNa6D8cg9HkQtqFq9hWVoXNZVUIyivC8tRsgeTC+BT4i1JUYLkgPhUL4tMQQJWYkY+g3BKEl1QhqrwWmyvrEFVai6iSWkSVViM0vwzBWflYmpiORWcTEFdSh9qaS4pSbL6GxuaruHzpDq5deyAAPH/+psCwoqIZJaX1KCmpQ1PTVVy+fBdXrtzDtWv35crXDAKzproFVdUtqG+8hqvX23DjRjuuX2/DlSv3ce1qG+7d1aDjoUnCoB3CiWOJeO21NzDJZxImCQyV2iPrj35+SkOGalJUIpUiwwtAdrRZh2SazfekiaM+I8+xuTMJX3z5FSqrW2CzcpabkFTSbv11Iy6tSkDtF3tQ9ekOlH8QheLpGwSO7FZzLJEpNlNxgjKHgJy5Rel+f7kfDV/uRe1fdqP2s50ofi8cmVPXIOeNYJR+vBmVtBJ9vhPVX+1B5Rc7UbfoJHov6+BxclacZ29TUf6KQc9/MDQwjqHR83g0zrFD1hZzMDScCvdAHDyDcRgYpDpMEGAOj6ZKjXJYoJgAh4vAU3ySfG98LEMsRcNDSRiiLYiQHUmEyxMDz2A8hodTMTycgaHhLAwPZ8MzXAir4z4stHg5FesOlSTDaFI61exiMzSaxxNBRcjQc8v4RPNGASDfV1Nowo+Q5FWneyJw5fMEpNoAslo5x63WLrn84t8wG3/FprlpWPT2fkm7l39wGKs/Oo6VHx5G5DcJSD/WqELyMq7VVyDgq4X4h88czJ22cgKS301V4EhYEpz+b6zDd6IwV+Ibv6UI+X4X7l27hp6H98D6I4OAJCgJScJRrUeyYaOm11KHbG+bqEO+CkmqR4JRDeU10+1uUZAEJe+pJHU9fTBotLhfeg4Zn65G0jsBKFm5H71X7sPISRUvINWruV8Ds/Y2DJozMPYfgtUYDYsxHlZTojRuOFbILrfFGAuj7hiM2kOwGo7CrD8qz9pN7IAnw2GMg9V4GjYCVMzlx8RcbjUeg8VIn+Vp6YYTolZTBuzmS8qRtAbOT9thMzrR0d2HU5VJWJUajkUJwQJJQnDO2dVYEBOIwMwtCC/YI7XHiPy98npe9BrMOr0Sc88GYk5cEBYlhSEwd/sEJNfn7sDa7G3wj98A/4QILEqJQlT+Mdzt6YPHyW4yrTwjcDvHoTc6cabxIraWVWNbZR22VNYhtKgCawi45AzMj04Q1RgQn4qV6flYnVWI4PwyRJTXYlNFHSIrlOvmynpEEJLl9Ygsq8OmsnpEltRifV4JQtJyUdx8AzevtuHOzS6JG1fbcOnSXQEkVSJByKBSrKhoQm3tBVy8eFs+v379wcTnV64Qmnz+Ps6du47q6vOiHG/f7gLj6tUHoihvXG+Hps89UZfkYtv6uuv4eOafvZAkAH0mmjSsL06eQsVIcBKEXkh6VSPhydRbQmqRasPm5XNUoGzm7Nx7AL29dridL8RQTTXnND5C64laNNM3+eVesfjUfroTVR9tRfn7UZJq509bjzw/1isDxVh+/p9Hcf6fRyTNljrkF7tR+F6YeCZpLidUM/wCkTZ1LTKmBSL3vVAUfRyFsi934taJeph7B0XJ8s/nogmP81cMe/6NoSETxsbKMMK0eTAe7oFYuDxxAkum0yNjWRgdU+qJBCbBSIASfoPDSWIZevSYkC3G2KMCjPA7IykYHIjHgIAyWb4/9og2oyIMjxRiaDgPI6MFGBmrgdPTCYfrmaTbBBxBRrVH5UfVyPd45fsqAPla/ZyQ42esRzJ1VuCojC7yeTZ31N9U0m9lKxB/w+H4r1edMm1/AZv1NxjNz3E6qgbL3j8sqfbqmQTkUaz66ChWzTyCzQsTMEn/8CpMHddxp6kR67+NxDc+/pg/fa23/ki7zzLMnroCs6auwmyehz19HeZOX4t50wPx3fTVOBJ6Vuw7Asa7d9B9j4BUgvc9rfcgtp8HreKLVCHZLYry/65BqnD8/VWBJOHY10GIUk32QSfz13p0X72H8oDdKJu3E22Vl2DXmeXwLrUWaejVw9Crg0nXBpOuEIb+fTD07YdJewwWwxlYjbESNmOMvDbrTwoYLTp6JI/JaCH3R9qMx2E3npWrRX8AZt0BMZcr0zUnYDMeg9VIo7kSBKzFmAELz8gxuGD1QtJicODcrWuIyt6LoMwtUn9clrQRs6JXYk7MasyNXov5ccEIyt6O0Pzdkn5HFe/H+tydWJwUivlxGzAndgPmJ4ZhcWokAkVR7hM1GVl6ABsK9mBp+hYsSYvEkaok6C0uDLppnxmG0z4Kt2MMd7sM2F1Zjx3VjAZsq6oXUG6urMXGwjIsT83CsuQMrMzIw/rCcoSXVWNTVT22VjeCYNxUUY8tVQ0IL6lGSEEZ1heVI6KsHpvL6xBZUo3QokpsLahAa4dJ6WRzKYV1TNLuy5cJRirDVgnCkiqxquocGhouCxipIBmqouTzhCshef78ballMs0mIFUlqTZyNP0uscMoEzQ/oafTgblzFkvKLLVHNmu8KpBKcgKCagruVYryLO/5vKjJKd6mzcsOuJLC0zs5Cd/+MAdXrz6EhycjDv2GwYHfMDDwM3R1Xbi4PBoNf9mL5r8pvsnzMllzRDrctZ/tQuXHW1Dzp52KReibI7Lg4vy3x9D8j8NeQNIWxHR8rfgk08RgvlamcTImByOFtqEZIcj5bCuuZV2SfyRGeGCX+1dRlYNupt3PMDB8CZ6hNFGQg0PJGBnJlg736EgBxseKvPc5GBpKw9BIkkBS1OEI65UF0swZe1wktqLh0VwMj2ZjdCxDFOTIKOuUXMlWgtGxYgyNFEjQrzkwyJS9ClZ7PwzcAeqtL/LKdJggU0NJlwlDHu3AbjbTZnbCFZCy800gMghKApLgU8FJ8PIzvs9xRgWm9Foq+ygJUNYuHZ7/QVlSKxa+sw8rPzqGNR+fwApCcuZRLHxrL5b+YR8mGdqvw9J9BzfrGxD4dRj+5csjF5Zj9tSVmDttFX6YugKzpxKOQZj1+ir8i/agGUGYNW015rwbiIzjudB2tU3AsVMFpReWPQ/uo+fhfRCK3bw+bAMbNGqThh1ttautqEmm2oTgSyiqCvLltRf9nUpoOGXS3Y/+th5cOJqJm2mVMPRw1PClilTujTLhYjY0wdB/GmbNCZh1J2HUHIBRsw9GDYFJ6B2ClapRf0osQA4TRxNjYDOegc14VJnI0R+H1XBEAMnGDm0/HEV0WZOkPiljiVYqyFOw6U/BYqiAVW+B0zoAm8kpSrK3V48z1akITN+EsLxdiMzfj4j8/ViRGiUqcG5ssHSq/WODsCQlDBvyd2Nb+RFsKT2MiJIDWJe9DfPiCcpAzI0Lklrk6uytCCveh83lh7Cl7BBCi/YjMG8Hci+Ww24dgttBU7aSag96nqD2Vjs25pVie1UdtlcTeHUSO2qbsLWyDmHFlVifX4KNheWIKK+RiGJqLaqzHpHltaIsV+cUY2FiFpanF2BjUQ0iS2tFkYYWVmBncQ3aumxwyjafR3I+TV+PVRShAkYFkoQhX9fVXZRUmwpSfU9Vmpcv35HvqaqxpuYiLl68K5Bk5/vWrU65Jyi7u6ygV5KjiPRK2s2PsSlql9QapfboR9uPt6vNZs1kxf5DVUloSmOG9UoVpj4+3jRdSbupOBXlqcBSrEKTfPDaa28iI7MYdttjOQOGuxU9g7/AqR3F7X2lSpf6i33KhA1N5V8fVuLvR2Qq5/zfj8prgrHlX0fR8Lf9KH4nVJo5Ss1SnbxZjSy/QORMDkHW5BCk+QUqlqEpgUjxXYnC+UfQc0UrgBx0/SrX4YHfwBgc8MAzWIvBoVSMjOSCcBwezpN4xI72OKNEVq2NjmXDPZiAweFUjI6xNlkkQd/l4HAWxh8Xiql8fJxGdYKSzR+q0SIMjRZicLQAAzS0j+QLJIdHC+AcrIfZooHJ9BhGb82QgNNqn4inUYUhgajCUscN415I8n2N9pGkzvycAGTwNxgEo9K8eSGAZArP71gstBwp9UhO6rAb7vD8FzeaLVjy0QGBZOCnp7B65jEseGsPFr+9D6s+PYpJho6bMHffwfWaeqz5Yj2+812C76ewk8265ErMnrYGc6evg/8bQZg7fQ1mTV8F/xlB+H7qSqz4fBMaCxvQ3/5A1CMB2cEluq+k2QLJdo4VPkDXg5ehglK9qrDsaetAb/v/BUoqx14BIhVkf1cfCEheCUlG39126Np7pe6optdy1RhhZPNG/wAWYzZMOqpGptQJAkpD/0EYtQdkssZC1Wg+A6c1GQ5LKuzmZDisqRL0RXKaxqw7DDOncIxnxerDbjZ9lQzafVw0jnPTjzkBDlMWLPpbsBrccJi5kIKLca241noXKxIjsDg5HBtydyGicD8iiw5gU/EhBOfuwpL0SPgnrsfc2EDMiWV9cSMiSg5hc9khRBYfwOaygwjO24kAPhO3DnPjAzE/YT2WZ0R4QXkYkSWHsKviFK48vA2nY1TSbabZA+7HEhnnr2FxSgbW5VEpFiOipBKbKmqxo/acwJKKMqqcdccaRT1WNwgoQ0ursb6oAqsy8xGQlAX/hEzMiU7BgvgMrMoowobCSlGXESXV2F/egI5uu0BSHQ3U9Dukfkj1d+3aQ1GGBCRVIpsxbMzw9Y0bDydScgKTz9++3Ym7d7tw4cJtVFa2SFecaTbByZokg5DsbDMKJDmWyK3gXHqbllKA6a+/KYZxmsal5ugFJWEoFqDJir1nstdU7jv5lfTbaxXy8VOUpQpJXpVaJadwJmFt0Hp0d1lESRKSg4PKSYdduddR89UelHwQgbrPdqP5y/3ij+S0DX2SF/91XEYSOcJ44fsTaPjbAeROD0bRH6JQ+fVeFP1hE7KmByJzymoUvhuGkvdpLA9H/oxQZE0NQvbrwciYGoiMaUFImhGElsPlsPSPwm19IXXJsWGqStZJn8Pj7sPQYBGGh3MwMpwvgKRKZApNaI6OcXqmXFaoDY9lYmiUI400ohdjbLxYJnaGhnPFO8mONpf4stnjdJ3F0EgGRkbzMDiSD89wLoZGlHTbM5AtqbfLnQH3QAPMFgN0+hFodeNSN1RAyCYOO91K+s33VECqjRyN5hE0/eOyZo0A5Od8nqk4YcgZb5rItdpxec3vEZ4KdBWPJQHJcLr/B/09T7H+n6ew/IMjWPnRUSx+ez+WfnAIK2cexeL3D2ISAWnuvoe6nHws+8saLPwoGAHvBWHejEB8zxR72lrMmbYOc6atQcDb6+H/RjBmv74G309bhZDvduLW+WvopfeRTZq7t9FOAzm72K33lHokO9htD9D94MGEgiQsO+/fn4Dm70HZAYKSavJ30dkLrReME3Ds0UDbo5GUm2m3jgsr+vXQ9+mg79XK+7zq+7hFpwNGQ4WA0WJMhJX2HlMKrN4uNpUjlaLNHAu3nYd9seGidLvtXJ4roEyD254Cu5Hz2yfgoifSkSv2Ho8jR+BoN6dhwFUAt6sQDlsuzPpGWI0878YpOyJ5XINWa0ZKQy6+O70cs2PWYV58MJan0bKzB1tLjmBT8WFEFh/EyowtmJ8QgvkJwZgVsxYBSRuwKnMzNhYpanFH5QmEFu7D8vRNWJgcitmxgZgdF4jFaRHYULQPUaXHENOSBYPZjgH3Uwx6ngocmXZb7MM4VtmAJSkZWJaaiYUJKWLhYU1ye00Tttc2YlNFDaLKq70KsxHhZbUIzC/Dsow8LErKREBiOhYkZMA/Lh1zzrLzzcZOBpam5mBVRoGk6IcqGtHV65SFFJyq4cigps8pAKRaVJotrDO2Sk2SXevi4lqB5YULtyTVvnqVafdDUYqEpTRuai5Kus3OeGPjNS9old+7dq0Nd2/3iYrkeTLiXXT/gotNt/HJzM/g6ztVRgz9qB79vNafiatiLCckmYKzzqg2bFTP5ES6Lp1y1TPJ5o4ffHx88c57H4LNKO6VHB3+D0aHufjiv3D0D+DcmnhZWJH7WghK3otE5UdbUfvn3cq44teHcN6rKBu+OqhYg/68GV3F99DT3IU7SedwaVs2GpadxbmFZ9A86zga/nkYNX/dg/JPtqFk5ibks245fR1SX1+NzE/CcS3nMhzGx9LA4Ww3d1COeBXl8EAXBgeLJ0Cp1A0LMCKQLMbTp9VyFMTwSDrcg/RF0lOp+CdHRllrzMXIWL7UGwlYNmpszhMYGErE0EgmPIOZcHkyMDici4GhLHgGs+H2pMPjSYJ7IAE2VwF0Bo7MjkGv53QNJ2kUoKmKkOpRhaYKSa1W6XzzWFl+xkYPAajCUHme6pFgVONnL4jZFBqXP4vpuMX8M0yGn3A0tAj+b+4VUK774ymsnHkMSz88hIC392KSpecuzF33kHjqOGZ9MQ8b/rUDwV9uxoL3QzD79XWY93ogZr/OGmQQ5k8Pxlzv639NW4WIhfvRefe+QLKbdUhvR5t1SKUuee//B0ICUVWU6n2vt4HT09YugHxVSRKUPW1d6OvsFeUo6XWPRu51vVqBJEE5Eb068H3CUu1qcxWaRdcMizFlApLqdA39kA5zMqz6s7Dqj8HGJbty9AJ9k7QDJcFhTYGd3kh6Im3JsBmOwGE8rnglRTlmihdSpmrMaXDZsuG0F8BurYJJrEaKaVxOPtTbcLejDdsKDoNNmDln1yrWnjglrQ4t3CvTMlElh7Cp5AiCcnZiSWqE0rGOU6w9K7M2I6x4P7ZWHMNmpt/FByWtJijnxgVjXuIGLE6JQEjOPuRfr4bbOYJBz48YcD8RSA55nkBnHcSOwgosS8mUJo10s2MTsSQpA6FFVdhaXQ8qyU0V1aIuA/NKsSQ1GwFJGUokpgskFyZmIiAhEwvilSvhKQBNSMfi5CzsKa5Fd78LdhvTfI4fPkZ3p2WiGcN0+eLFO5Jis2lTWlovkCwra5AGDuuTzc03pEHDK5s6FRW0/5xHbe2liVBhee7cTdTWX8H5ltsw6Vli4IILjuv9hNY7Gnz19SwxlVNJKhCcAh9Jtb3pt3S+vfVHX6VWqYCSz3mBKrVMNm2UTreqKJUu+VT5/SPHzsjKNW4NHx36N6Q2OPQr7ieeR9a765X02S8QuX6BKHo7QuqRHFms/5y7I3ei6J1IZL25HteOV2PQ9kI2fdsNj2Du8EBz2YC2vFu4cbQaLaHpOLc8Fk3+J1D37UFZy1b4SRSy3glC8rRVKFt5EvpbFox4fpMNQTYLFwMz/f5F/nfhdF3H0HABhkXt5Qv0mBozXZbxwrEcuAdi4Bw4i6FRbgPKxehYAYZH87z3hTK6SK+kyxMNp+c4HK6TGBhOhnswBU43d03mwOlmDTQdnoFE2OwnYLUehdF8ECZLKbR6jaTS3PhDwKmqj/PaVIlMwwnL/x2EI8Goqk3ahPh9PqfRUJEyXX8Bne4ZtNofZYKHtcze3hGpgfLPMXAOXP8EGScv4rtpW7H4vf1YOfMIAt7Zh/lv7ZZa5SRb7wMY2u9gx6YwfDD5E9kuPv+tdZg9fTUWzAjGt1OXY/4bwVgwIwRzpyvAnPtGEL6dvhY7152ErqtTllWI95Fm8YmRQ96/VIyvqkX1nlclzaZy7PwdIEVFdil1yd6O7glAqmm2CkUVlCo8tT26CYAa+g3Q84Cv/puw6DNh0XMeOxFmQ6KoSJspVdJuK9Nu/VmYdCfhtBKOVJhKOs6rzZoCqyVFMZ2b4gWSFuMxOGTRLlPsTJmokT2U1kzYLOmwWvNhMV2HUWOBReuQTeBcMGHU2VB2tR4bMncgMGsbliaFy8TM3JhAUZVLkll/3IPwwv3YWnZUapBhRXuxMIlKcQ1mxzD9DpbX4UX7sanksMTmsiPStFmaFok5sUGYGx+EFSlbUHP7kjRsqCQ9LgWSw54n6LcOYEu+0pxZnEIlmYqFcTSRK4oyqKAUG4vLsTa3CMvTc0UhqhYg2oAWJmZgUXImVmUVYk1OMVZnF2NJSs6ETYjPzo5Owo68SvRquUWI45DKvsaOdj3q6i6IWqysbJZmDQHJpg1TbYKQ91SVDAKTVz5DmxCfOXdOAaf4IltuTfgtWaesqj4v6lLT65hYrut2sYM6gnVBmyQlpqXn1WaNjBly+kZqj6qp3Ffqjux8S61SRhZpF/q9VUipbfop0PWbBh+fKZg12x+d3WZZiqukub9icPDfsN9zom7xKeT4rUXe5A3ij8z2WweuSyuYFoKC6RuROz0E6b5r0Lw0FsZWBwYGf4NLtvu8kFFDh/UZXJZncGsfQ3fViO7ydtw6XY8rW7Jwbl0sqmcdQtlfd6D4T5uR+0UULp2shql/FFbrj7BZn8IhtVquhPsFLqcbAwPnMDrC6RtFFQoIZQkG64hs3ETD7TkL52AsXAPcWM7JmyIMj9JEriy/cHuSYHUcg8N9DE7PSbgGYmBznYHDHQ+XJxUOdyKcngQ4XWdgsh6G0XIQOuNeGM0noTPVwWjguCmhpjRvmDoTdr29YwoE9UpNUoUmYUh4Kun1j/IMocnv8Lt8jveEJEOvfy6QJCD7+9k0Upo8FtNzWMzPcKlBh/nv7cKcN3Zg6QcHsfTDgwLIxe8fwCR770MYOu4gckMwPpz0JyyYvlZS6oVvb5Aa5JzX18D/zRAEvLVBVCQV5dwZIZj/wUYc3xoPQ08XxNojgHxZcyQgCcGOVgWWas3xJRjbBKLdDzlZQ7tPt1xVFdnb2YU+7owkKL01SKrJVxWlCkaCUr3X9+jB0PUqabehv827vCJFDOOsQyqhmsgTYdHHw6Q7pUCSMDSpijMBFlqDbGkCTapOmzEe7HhbdEdhM7FRQ0BmwmHJeBm2LNjMVeBZOcZ+uwJILsvV0/ajwbHKeIRlc1kFZ7F3Y1lKhPgaCUp2tP3jOYO9DeFFB6T+yDns4OydCEjaiHkJwfghep3EopRwrMnajtDC/dhUehjbKo8hovgAVmVvxYKUjViduh0X7t8V9ehxPZIr65FUkq16G/bVNCG8pBJrMvKwJDENixPTsCQpXZRlQGIqFiSmYn5MIvzjUxGQmIElyVkCRwJyVVYB1uWVSG0ysrwGURV1CMkvx5KUbHmGpvM5McnYXVgDHZfnvnLSYGe7aQKCVI4EIMF46dKdiU42O9pMt6kk+QyD9crGxquiKpl+s0apdrMVW9BNgWVV1Xk0NV1Hf69DjlXgtiA2UmzWRzh1PEW291AFToCSzZoJa48CQBWEaoNGgSSfmwYf8VVyMudlsBkkv0cDus9UvPPuR6huaMHwAE9DVDrMQ57fMGz7GTfjGlA8MxK5U4KQOzlEtpJncfrGNwi5U9cjxy8YuW+F4X7OTfFbOu3cZPQTXHYurfgJhKTTxnOlX8DJsD6H3fAYulYbOhq7cCW6AS07C1AfnICKuUdQsfIsHrT0yMiiy/WTTAU5Hc/EpuSwPYPLrcXQSClGRnNEHQ4MZknzZXgkTdShy3MW7oFo8Op00wqUKum0y8Mdk6nwDCaKj9JiOwGHmxM2Z2F3nYHdHQO7KwYW+2kJlzsaDsdpWCzHYbaehM0ZB6c7FWZrCgymi9BqXDAafoLZRPVH5cdRRvocn0zAkuAjANnFNpq5wEJRk3qj0gFXVSjhyVSbzRqGyaRO4Si1TjZ6pPttegG97jHa7g5i/T9jMPfNnSAYl310SCAZ8PYeTHL0t6P3/nUsnDcHH/n8FXNeX4cfpq0Wm4/UHqfS+rNWSbWnB2Le9GDMej0QATPDELMvBfq+bulcc1kF64xqqJBUVaPawVZfq53s39Ufu7rR09E5AUeBJGuR3vSaIFRh+Oo9PydICUsGa5KEpLa3B3ptE0xMpY0cMST8CMckUZNSmxRo0hN5EmbdCZiN0bBZ0xXDOP2QUotMgcOaDLsxQRbw0gdpZOOGG8ppLOcmc24klyUWPCExCybDZfA8bR6lYNLYFFDqnai/cQlrk7cgOHsXwgv2IyxvL0Lz92J1+hb4x2/EnJhgzI0JRkBCKFZlbBFFubnkCKKK9iO8aB8m6VY0AAAgAElEQVTW5G6X2iQbNQsSQzE/PhRL0jYjrOQgdlSdxLbyY9hcfgTrcndiR9FZdPQbMODiBh2lYcN6JJVkY3sv9tY0YWdNI7aV1yK0sBwr0rIFkpy4kUhMU1LqpAwsTsrEsvQ8rMwoQDAna8prsaWmEZsq67GlugFRlQ2IqmiQpk1gbonAcm5sMg4XN0Cr4zii96RDyyP09Tmki62qQ/oj2cFWGzVKk4YQfCj2II4sVlSck7FDpucEJJs1vBKSnOC5zhnuW51Sm1S73j09Vnhc3CiuLNp12J+gtKQFb775gahJqkaC7lUL0IRxXG3oeK1AE0BV/ZJs1rDZ4wWl2Il8FFDSEuQ3bTq27TsAvXEQhOPIECdffobH8TP0V/W4vDoRNX/chrJ3I1D4RigK3ghD3mvrkT05WFLx+gWnYesekYaL3fYcTvvPsJh+hIMdWesLWM0/yoYdm+W5wJLAtFufw8NFDrTWtA+iu6EHrelX0bKvBHcqW+F2KQZ3l/MnuBxeVWr7CS7nI3g8l+D2sIaYLsrP5aF/Mhp21ynwnl5JxVMZC6v9FCy2kzAJ7E7I+/zc5oiHczAdjoF02N1pcA1lwOFOgtFyDBbHcdjdp2CyHoXFFgeHKw12RyocznQ4HBmw2fOh1d+Epm8Meg1V4MtpG85vd/WMSEOG8GP3mmqRqTahyfeMrE/K8l1FiVJpcjGG2UzfJRs6ir9SVZ7K50qjh8C0Gn7F0ZBSzJq2TeqQrEXOe3Mnln64H5Ocmk48vH0Rf/zTJ/jU9+8ImBEic9mL3g8F1SRVJCHJVJsqcuE7oaIkOWmTfCJTgeRDNmFaf9eMUeuOKixVszivBCatQCogqR57O7pA9UhIioqkH7KrR5SjmmKrYFSvasqtvtZ0ayZAyc8M2mvQaxJh1B6BSXcWRl0czIYEJagIDVSVVJFnYNSegFF3HEbdCViNcbDL9E0i7OYE2MyJsNI/qTsJi+yaJExPwKQ/BrMs5I2T1Wr8DtWlxVwIg64TJo1DAMlTDk39NvT2GnG4KAGzTq3BwrhwbMjbh7D8fdhUtF9mtQMzdsA/bgNmRTP1DsK8+BCsz96LI1WJ2Fd5BlElB8TaE1a0H8szouCfGAr/xHDMjV+P5VlbsaXiKHbXnsbeujPYWn4cGRfKYbUPg3YfKkheR4d4eNQT5Fy7i31153Cg6QIONV7Egcbz0qhZk50vgFycmI5lyZlYnJItwGMjJqSwApsqGwSOBOTmqkZsq2nG5uoGbKpQgr5J+ijDiiqwKCUbcbWXYdBzNZty1ILd+hg6jQuXLt0WUFJBspN98ya70ux2K95I5ap0vglGNmeoDqkYqSDpjyQoafshJG/e7pLlF3yvtlaxBrHD7HbySFcu3VUW9T64r8c3/5gzAUmB20Rnmx7I1yaaNdKIUY3lAkSm1IoFiKm6r1iElBRdgaQPJvko9UyfSVPwt2/+iVt3OzA6yK3cyqgi4WTXj6MtuhnnvjsMLuBt/voQuGuy4uMtyJ++EWWfbsWD7OtwcYTP/jNcjp/htPMQq6ewW7lq7LncW83P5DUBKarS/jPs6ioyfsfzGxyOX2DSPIHV+COGaCx3c22ZAki79Zn8ltP+K9xOB5zOKjjdCWIcd3nOwOk+C5cnHp6BDAwMZmJwiNd0OF2JcLpjYXOclnB7YuB0Z8Jivw27oxdOVzuc7lZYHVdhdTbDYiuAxUa1GAuDicb0bDhdWbDZOe2TCZeb9+nQmwvQp+mFTjMKg551REVFEoo9fWPQabmNXDnKQU2nqSipHgk9AlDg6W3oUCmy001VamLazfqllp1vRX3yWUnPmXqb/42c09fw7dRNmD9jl8TCd/aKopxk13Th3tUL+OS9P+PrGf5Y+NZ6rPzDJgT/ZReWfBAucKQFaM70dZg1bQ0WvLUB89/ZiICPQ5GTUARtd9dE7ZEqkgB8FZD/G5IKIOmTJCiVVJuQVOHIaw+B2UFA9kn0dylWHzXtfgnF/t+pTNYjJ9RkfyeMujzoNcdh0J6AQXMShn6m1Kw9noVJHwuzRDSMulOiJFmTNPB5zTEYNCdgorLUHYdZfxom3WmY9Kdl6ka2lhvOwKQ/AYP2CPTawzBoaSKPhtWSDpPhHAxa3USaTUiyLnn5/j2sSdiKOWeCsDA+EstStyI4Z5eoRFp/NhcfQlTBIaxM3YylyVGIzD+G5OZSXLh/B5W3W7C9/LhAcnvFEUSVHsTyzC2YnxSGeXHrBZjLufiieB92Vp/CrspTaGq9rjRqBtjZfoLhwR/xaPQFHM5xxF+8jv2N53Ho3CUJwnJXbRMiSquwNqsAK9PysDw1F2tzShCUV4bwkhrsqD+H7d4gJLfWNmJ7XTPCy2sQWVYrxnKazLfXNmNLZYOk3znn78JkGBF/JEFJWHHx7Y0bD6RLzXSaipEjiopCbIU6ZUNQKvf3BZBUlKp6JCypImn9YVBFqpYiznxfvtSKnm4rXI6nUpfkQV20vvBY2vVBUd66pKIE1a61oirVjrYyisjP2M329cLSV5o27Irzc+WZyZMJTqWJo65W4zLeN958V7aaD7p+Vg7EIiidPwvQdE29uLgyDi1fH8Sl2adx4YdTaPn2GBr/cRDXdxbBqR0XSHIXI8PEJbMGnuvDU//43/GjXFVAEp6EJt93On+B0/UrbPYXsPOcGedvcA/8Fy73r7BZn8FqfirPmQxPFHXKZbT2Z3A5e+BwZsLuPA2n5zQcrni4XGkY8OTI8l4xhA9ki+eRo4Yud6w0ddyeWFhsTbDZ6cPlf9+PsNuewOl4DLfrEWw2E2zWLphMrTCabsFquwqr9RJs9hY4XA2wOqphspVAY8hBv/4KjMZx9Pc9mhhN7Nc8gtELQAKR8GQq3tc3/ruOtoEK2vICBpPSvFHTdAKUYdA8RX/PODRaLu1Vp3xewGp6AavlV5wr68fct3di4dv7sOCt3Zj/1k74v70bk8y9bXhw+TpW/yNUtvr4Tw9CwFs88XA9Zst0TSDmzwgRSLIu6T9jPea8EYyAP0aiKr8Omq5OqT2qaTbTaYKRr1mP5FUFpZpq83VHK2uW7ehu70APQ+DohWVHN3o7lPqjAkr1vneiPqkAk2k2O93sbjPVVtJsgtKk52x2tDRrzMZ4GHWnoe8n/I57VSOBeRom7VkYtWdEAVIFmvTRMOvPwKI/BbP2GMza47AIHGNgNyfCzqNhLWngeKLMeJv520elnmk3x8JmKodZ1wUDU2yeea2zw6S1w9BvReb5UqxJ34yFSZFYnLwZCxIiJK2m/Wdj/h7sLDmFuPpsZLWUoeraBdxu75YTC122Udhtwyi92YzNxQewpfwwtpYfRmTpQazO3S4eyrnxtAoxgrAubweONKWhXafHyCAPqfoRI0PPBJJjI8/RobNhS2E5NpdXY3ddEw63XMaxi9ewr+E8dtRSHTZiT8N5maoh9LbWNGJHXRO21zcLGLfRbF7bhLDSGgQVlGFFRj7WZBfLuCKVJINTNxuLKlB6rV2W4RKQ3AxOSGq1LkmvaeWheZyptuJxJCxfKknFK8kRxnsTdp8rVx/gBlPsW52iHO94p22ucX77Zgd4Zaf7XPNN3Gvth9XG6aKn4HnXQwNMvZ8i+lSKd8u4L3xZmyTgfGkW9/ofmS5P1CmVeW0+Ry+kjCzK9A0BqzRr1C45walO3yg1yikIWLYSDzuMcmKgQ9LmnxSA9Y7i3vE6XPjuuEzUcAEvRxFvBKai/5ZJutkurl1zc1ntTzBypRhTbNPLIBRVNakC0m7n+df/hWfgP3A4fxFIOnmuC49KMD+DyfhEVChV6avfdzvY/f437La7sDlS4HBFw+lKhcvtheJIvizvHSAkh7k9qBCDQ2lwuKg4U2EwdntVLSHJ+WhuJOdJhQSzsoRC7D3ia6SHcQQGwyiMpkEYjB7oDdxH2o2eXg102lFo+pUmjNJ8UaBHMFIFMghAqkkVdoQg4ce0m88xurpGoNUqSpLP63XPYdA/h8X4s/yd+J1+Se+fwG77FV2to1j/XQzmvb4DATN2w3/GTiz/+DAmWfo7cLPxMoL/vg2L3wuTDT9zpq/FghnrEfBmCPzf3IBF74aJgmTqPf+NEPzw+los/3o7mqvPo7+r83dAVGH5KiBVUBKOSiipNlNswlFA6U2zqSLVBo1y7RdgUk1SQb6qJpX7fm+TxuD1R+pg1NyC1ZjrXV7BWexUsP5o1J+B7hVQchTRIp+lwmJKg8XM4D2bNwkysmjUcKyQ8Ev2LuRl7TFd2Tk50bRJhc0cI6m7WX8dJo0Zuj6zcma23gGLwYXOLi0OlsciOGs71mXuwIK4cPjHhWNxQhRWJ2/F/pIzKLpQi+v3eMiXXg7U4hEH3CDOhRSsK5rMbmRcKEZY4R4xlW+tOILN5UcRUrAXi1PCpLETkLIRi9LCcLQhBTqLHcODzzE08AxjIz8JKEdHnqHlQTcCM3MQmFOIkNxi7Ja0+yL2N13A7oYW7GlowcnLN3Hw3CXxS26rrsf2mgZsrqlDRGWt1CM3llRLKr4oOUssQbT9rMkpUkYXOa5YUY+w4iqUXe+A3aqcY82FuTyWVa8bEPXIJRZsxnAOW/FM0ueoTNooKpLp9gNp1LAmWVbWhHMtt6T+qKpGptqE441bnbh2ox3nzt8Ga5Jcm3bp6gP0axySbrN5M8BNOIM/oaq0BR+8+wfxNBJwMl2jdrW9hnG+r6TUyiIMQlMgqRrKvbVK+iLl2QmoekFJBTppEt6fORNZBeXeJglri1zX9VwUXXdlB877n0HtF3sl5T4/6yQ6Mq/BansqKbHbpaTahCShRkDyqgJOVZUuh5KWS8rNoxK8KpK7G2nUNhsVxagClt+niuTz/G1F/b2A2/kfWC0DsNjqYbPHwO5MxeAw7UCFGBjKAc3gvHIWm6qSpnC7PRYWeymMJqf8nqpyrZbnsgbNYnsuoLZYqeao4J5Ap38MAzeLy9EKhNgTgWJ/zyh6u7lrlNvEFTsPU2gCrrNzCN09SleakCQECVB+ptYZ+R5fd3QMeuuV9Fz+KnYgjdQ5n8NoeAGT9jl0GiXt5p9tNii7Jc3a5zgeUYZZUxUrUNCXZxDyVTQmOQ09aC6ox3evL0PAjPWgkqRhnEBcQEhODxFgLnkvTNTlondCMXt6ENZ9txsXmy6jv7NDwNd+7/eNm5dgpLJkCq6E1B9Zg5Q6pKIcu9u6wOhp75ZQUu1+SbWVe0VJEopUjVSPioKkT1JRj4Z+oyhJfX8XLIZyWA0psBpo8UmXExC5Ds1sTIBRe0pSaSMVI3dIGjNhNabBZKTtJw1WYypspnTYCEtjtKTUVKRs0LDrzaCPklduMec9J2zslkSY9FkwaZWOtlHrPffa4AI3kDfcvIiI7H0Iz9mL8PwDCCs4hLDcQzhQmoCs5grcfPAQeh2PcxiAlWfKyDEJygFd3CJOULrtY2jv0+JwbSyCsrco44cVR7Ct+hgiyg9jbe4OLM3chIVpkUi6VASrYxDDAz9iaOCpQHJ0+Dkejf2Moms3sS4nHyszc7A4JQ1rcvIQXlyBA80XpUbJNPxgswJN+iU3VSpNGjZr1uaWYGl6LhYmZwoceZVIzBBfJO1CrF1yZJHTO3V3euQALidPLOTxsI6n0GsHZL1Zdc1FVFZx7VkzmlquyymEV248wLXrSppNJUlTNi0/7G7TLsT7Cxdvy/cvX1HM40y1WYukj5Kr05iWs4ZJoLa1GcBU2+X8ER73cwwP/SJLNr758juBGAFH+4/icVTWoYmilBRbsQC9qiqZkqv1R17ltZ8v/DipI3VKBapUlDwHh+9HbN0Bm41H07KeyDT5RzicL2Bu9+ByZDaKP4iUpRZXQjPg6B6Cw/kcTgf/j6uk1moqTbAxCDm+RziqtUheqQy5s5GA4hEJeu0jmUqxGGn7UYCoAlIFLX9H/YzfMRiGYTD2wWbPFvP38EiBwNHtyQKDoCQgGe6BLFgdSdAZWmBizZl/BxubKE9lBZrJ/KO8ntj0YyYYCUkuxn0CveGxBBUhAcf0ub+Xs/0j0OuewqRXVqTxM1qB+vofiXokJAlIqkh+R1WbBKQKT9YxaSfSap+ht3dcvqc0g36GyfgzCE36Jw0GTugov2Wz/IKcM5fxw9QtWPDOXoT8LRohX8dgksvYg6q0cvzTd5F0sFXTOFNrmsfF8uP1R7LzHfD2Rsx5PRBrv92JO1fvoLejfSK9VtNqVTEyve68T/XYLqm1Ckp19LDXC8X/G5IvU2sqSFVdqp1sXvk+rzJh02eAQaOBUXdJNo0rfkjuiST4VPtPIsz6OBi1p2FiV9uUIQrSbEoVSAoojakCS1GUxhhJt9m0sXNCh0t5zQSvsn+SoKSqZFebNiCb4QIMGjMMPBdGy/FDO0w6J9o7enGyIhErEjdiW/4hHK9MQE5LGVpu30BbRz/0vex+O2EzeGA3DihHwZqUo1x5gqEc1sXDt0yDsFuGcauzA1vyD2F19mZElh/C9prj2Fl7CturTmBdwW4sz9yGmruXMeh5LJCcSLWHf8Lg8I84Wd+ElelZWJaajkXJqVialoFVmbkCyl01jQJIQnJf43lsqa5DVEUN1hdXiidycUqWmMoJxiWpOVicmo2FXgO5GMmTs2TihjBlfbP+Xq8cpcA0m8cpOO1Poe13ob7hKsoqW6RrXVraKPBj6t3YdFVsP/X1l+Q9dsAZ4o1svi5XNnuq6y6gpv6iwJBQpHIUODZdR0vLLVGf51puorPTjEGe98Lmjf0JRoZ/gb7fjTUrQv8XJL3KkSm1Vy0qsGTqrYCPdiDun1Q72nKlEV3AqShKqVVOwFJZevH1N9+i9b4GNgtTXAKLZ0ezhvgIHYV3UfLHbSj+KAz3C29JbdDC42/t7F7zQDPWM3mQltLdVpUar6oC5D0BqQLUZn4GM49FMBCmCjz5jApIg+6RN31/NgFZ5XefSoOHf0+L5brUJzkxowLyVUgSlkzHTaYs6HT9sLGhREDzHwL7CwnCkUt2eSUwCU81CEuBpBzSRfP3YwFed+cwejqGYeA4ouaJvNfVNSyfE6YEIa9MlQlOptg6r9H81c95Tyj29yufs0nDe5rK6ZskHNV7dsENRm4m+g8u1egx9+0dmP3GNqz+/CQC/3aWkNQg+sAp/NHn71j6boSk0/PphfR2s/1nhGDBW+sxlwsuZDRxA+bN2ID1s/eg60GH1CRVKHbeJxSVmiQBqTZpOFHD+iPhqIbUI9s60d3Wg66H3RJUklSOakqtptMEIeuMr4KR9+r7+j5l47hRdwNGbTbMenawk2ERJZkEk46Hb3H3I9VhgjRxjPo4gaHBkAiTMUmsQaxd8jkJE4F6GkbNYWnIsF7JUUblaIc0+S3+nngkrVlwWMpg1vdAr7ELHA1aO0x6h5w+eO1eK3bmHMfu/GPIbCrGpTs30N2jgcXohsnghplnXOvcsBgYPNJ1YOJEQ0JSBSXVJI985SafxnvXsTQ5AsszNiFSPJKnsLPmDDaVH8XWshO41d2FEW8tkqm22rSxusdxvPE8gvOKBJABiclYlpGJ1Zm5CC0oQ2RJhWwDoqrk6rTggmLxRNL/SAhyikaM5LQEpeVKPXJ1dhGWpebK+zSaM9gVX5uZj8Z7fQJJ1YbD6Zfebhtq6y+huv6C+CMJQG4eLy1vRFFJLYpK6ySoHmkkb2m5jbYHBvT1OHD7ZjcunLuNutqLAkym1rU1FyemctjY4REPjOs32tHTawNHEwlJqskBzwt47E9x4kC0QJK1Q4HgK+Zypa7orVGqabV0wL1q0fusAseXz8lr7w5KVaFSTfK0xfzCKthsj2Exsf71VJSlw/EMxns21Cw4gYsb0mDuGYXNSjg+hp3ND6sCQkKSzRtCkcqPQOOV6TPhqKpB1i0ZhKW2f1Q+V57nd5Tn9Vqm30o9ks/yc/4uv0Nl6nb9Jr9pMNhgsTXD5U6Hi5Mygxli2+EmH44jeobY4ImDzXYJTidT6l+lBsq0WoUlgcm6qKTapqdyvg0hqTcoaTe3jzM0Gk7BjKK7ewQ93aMCSPE78hCw/sfo6xkVWBKQhCkByGd5TzX56vt8LR3uiTO7n0HPe+NP6OtjPZN/j18EkLxXQWm3/wcDg/8vbl92YemnB/F333AsnHkQId/EYpJTr8Gm0HB86PtHrPwgCkveDceit0Ox8K1QzHs9CHNfDxJw+r8RIh7JANqC3g9FWMABGRekpedVSKpqkRAUBdnWji5p5lBNKssrCEpFPRKKfeh62CnR3UbPJYPdbSpJqkUaxTXo62RNkmk2r0qaraba+j4TjP1d0GvyYNDEwqRLhIWQNBKUiTDq4l+ZskmAvv8EDLpYSbeVmqTin1RM5vFSf6Sfkt1rs+4I2JChkmSzxmlTzq4hIDmnTSVpt+TDYrgMglHPJo2Wh1G5YNK5YNK7ceNBJ3IbqnDt9n309Vhg7HfCrHXLZ4QkU2uzzgOTzgOz3i1XHr8qR7BaeASrAkqnjScIDoJXk3kAmRdrsCQpAkvTNiGkYB+2VZ7E1srjON2YDp3JgdFBpQ5JQFJNPn30C/qsHpxquYydNU0IlmmaTKzMzMbSxFSEFZZhfX4p1mYXILKsWnyTNJQvTs3CyswCUYgEJYG5PD0PG4urEFFWK3slNxSWCzT5uYAyMQPLk7NQf6dHussTkLT/f2S999eV1Zn/jz1BUNRoxmQmk5lJxk8SE2OhW1AUUXoHESv2bgRF6b1L71UpgsDTznN6P+ep9Kpid2Z91ve/eH/X69rnejjm88Ne+773vc99Drp48b7qPq94rFmovO07Q1cfAjckjuOjXLF8g5av2GjApOrmU/qCplHQF9SEmVr6QslYm/bvbbTgzPoNu+0ICFqueRcgPxPnswONqqvL2TnUnPfS0hwgSX/JxfNX6Zqrf1kBZTi35sorK6Z3h//x5+k91onc8yRJPveotqcJoSgtuHPpVMXLLrvSyhcnPf+SYokmFfOACYUHKL9QIXtKBxfsUfyTjEWlKRtEbToQgSBQBJJuFrMG6EIwJwRvACagYw2lCCQdoADS/ZYORvayj3XezzrXBH5IDcpmqG8uqKl5mVrap6il/T0Vm0j1eV9tx6apUH5dmQIJ4Tk7S4ZmEW5qMwNGIusMVCOD9mQoSkxtupJzTzCHYU0rKoEXfIyYy8AtFjmpfI5zbS4olT4vIt2Yx9x70IZrwOgpQKQJoTRRkm5iZ9J8B2Y95YqhAoeZNWYgWSp/r3jkvEb2+ki3XTFSd3d7So/+8S18kmm9MPQ10Vy3d+dB6t6FCPYw9bx2iLp3pqEFlTaY3YPVvcsw9b1xlO6+frDGPfSqEiR/1+KTpLKGgWl9yf/YAChrG9RQU6+GI/VqqKG7T1SY2Y11QUFG66IGxqAm8U06KBsNjAGKwBF/JClBJJcTyc4oEQGgaaVi9UrHlysdf135DC3KpluddiH7gQrALk2eI00tyJl8Q5nEq8okX7dgDn7JXO7DjuRy8igNrrn3VMi8onzqBTUV37VWaDTb5WwbDvmyJHKOeSgA4+XKp6NKJ5qUSbcok8DcblE6znWLsqlWpRMtyjAnW2zkKlBMc7pful0Zqg1SbR2jkOFo0mMq2gmDR01BoiKL+aMWzGkuAcrjmrV9lXpPGapeHwzVgDmTNHrZS5q1c6Wl+Zw8StDmQgjYnPhKF858o52NWb24aZde2PKJJq7ZrPEr12rQ/MW6d+qHZn73mz7bKm76z5ynftPn6P7ps01JPjRrkZnbjy1YpjGrNmji+m16cv1WjSGRfBUm+ToNWrRcD86Yb4qy55TpevDDOdp2KKlW88edN3ObAEoqSYOL0Ekc5bdnD+OIBXO2bd9n0em1a3bpwP6opQ9Zq7PieRVzpBDR/ozgxWnV1mS1ddtBbdy0x3ySXn1DSpAfGlZbm5FVlfAXtvSljh39zlqY7d9Tr9/85ncBkh3NLWidFtJ78EOS4oPpfTm5j+Z/JLodOv50mNWY4tYpqBqo7K/Uf1/B0Q6X6b//9Fet37RbpfxZM7dRlIU8Z0GfV2vTV2onEl26qKYSwRlUXVCOwNCVItC7BL5LuZLsYTgkAWZ4F+8LytOhy75gWoc93Pt7A2jPKJs+HaLgeYASUanpI5VaXleh+TUVym+q3EJp4csqNq9QufmcSuVvOgCJUkQ9Akr3RZbMFCeZ+9KZNhzXQDszgGaBlyz+yhDFdj8jM0qSPVxHo6dMNQJQBmoTUJIryT3XDkogGcBJutQ3Khe+M9UIJKnACV3Kaa9GYnqY8VE2Nf2k18Z9rNuuHqnbO09QzxufBpJZTezzonpeM1B9ug7WnVfT1OJx3dN5kHp0Hqw+1w1Xry5D1aPLEN3VeZD63DhSvX89Ss8OfUfJxkbLdwSMtQcPqe5z0n2qIHmkRhFM7DrM6QY1HCE4AxQdjA7FqKJ1cTXWxhSti9lzZtSjK8igJmmRFqLZ6VhWyUZAGVM6vl2Z+FtKRJ61juP4CmlmgckdfJLTDJBU05ADSSpQLvWq8ul3lM28J8zsQmaKzZQoEqixMsUMyeUvqZh7TcXcG9Yajd6SbaWpauX8bEsNmqJcZody6YLBEfWYSQY4ZpIBlvlUmzLxZqWTTcomW+SABI5AMlsBJPcMYMncAcosfSiPGSiLheNqKp1Uc+mUWspnlMw16811s9Tr/aHq/cEo9Z/5hJbt36wT7V/qxNEvrakF5jZBm1PHv9TaI1E9t3Gnntm40+bnNu/UpDWbrf/jg9PnirNrBsycp+FLVmrYkhXqP2u+BsxZrAFzF2vY0lV6Yt0WPblhqyZt3K5JpAyt32KNeOlSPmr5Gg1ZvFKPzl2ivh/O1sAZi7SnNhdyJPMhRxK/JClAnjgemu+GLkBecfPJ7lodOZRRLs2f84KBBUCiupqK1H8HRYlPLx5v05HDKe3f16A9n9Zp394Gy5888Fmj5U9+fjCmYoH8Pb5WxS8AACAASURBVMzKizraSlrNN0o1turOO3pUlGQwmUMaUAjWAEEDpXUKAo4V8FWAafeVJryhq3lIMg/7qjuWX6nLL7tKV11zrd6b8qGyGY7CBUx01r5gpxq2t5EMHsxeQF7InVNLUwjKoPAcaswORMDm18CterDPB5DkGXsxtQGpB3n8HQ5S7s1fmT9nx8Di28xlTqhY2q6mlmlqan1H5Za31dz2jlXXNLV+Hkr7yt+EIxj4MzV/Y+a2q0eCOS3kabbS8PbLDnhySiJAA3QMAjVZEr0rTSoAXxbFmDpvAEQtEpTBtGY/AASEXHtCuZva9r4slTgoxi+t1LGpTNL5t6YkHYrUc3NNNU62UuPd2v6/mvXObt1x/QTd2eUJ3fHLcQGST9z3ovWLJHLd+/ph6t55kO68eqB6dx2m3l2H6P4bR9va3dcOVq8bRujefx2nN574yCCJDxLTuv4QJYnBJ8mMqjT/ZE19SPGpwDFSE1EYl6CJH/Lng44/qY5gDaY3ZjkgjTfgi8wISALMRGy/0ok5SsdeUCLyvJJRchb/IVQkFTY5q8t+LwARFZl8W+nkFGVSHylLh/LMCuUyH1j+ZIYk8tSrAaLp15TP0p38dRWzNM5Fpb4Sek5mXqw03WX/PDuxMZciit2mXLK1Ar5mg2YyWjY1aeCswBMAohKBIYBkAEQGJjZzPg0oW+2+nKdi5ZiKuXaVihy/cFqtZaBzSi1NpxVNFfTMyvfUcypn3jyl7bUHhIqkqQU5kmZuH/tS7W1nNGfPQT21fpsB7pmNO0xRvrT1Uz23aZcGLViugbMXa+KqjdZwdwjm98Jl5pscT0fytRv15IZtmrBusyWVM09av00T1myyRrzkVJIjSakisBy3ZK0ONpbV1nTe/JLkSRayRC7bKyWHmNvh6AbOpdm7t16HDyWVTrSpkKWM8ayds+2fI4WojL+uiCoN72xp+kLN5fPWfq22JmOQJNLNu/bvj9jRs4XcKVNonDnDedT4KMv5sxoycJzlSXa6vFNHsKb6FERAeeVVKMVw1Gwny4+sAmCHWrw6JJd7OhH73JfJKYyXhQBOv4cf18GDjeaTNPOZmuyWMIhKAytMbQDKbwVmQNKVHmoQ2LnJzL3D0UEHHLkGhnyO564wgSRr7GGNd/kerllnLhC4weTGfOeQrnxB5fImlUrvq9j0Vqi7bl6oUrlVTa0/qlQJ1ABI9z8y45skHQlIXlKVNMUlih7KCV35AUSSvYGkq0KAyDWVM2ZuV+VGOiSt3VnlSAfgyHBTHEjmcpyDE+q0ASI+SIckZjYDeOYclPmvtWlFRPf//gVTk3+8eqg6FaJJDbp9onrfMFz3dhup3tcNNRO7Z5fBpiQxt4HlAzeNUZ8bRqrvLaPV51/Hasrz85SIRFR3+IgaampUe6jGlCRq0uDoirKmvuJvDGk+rihRlShKFGP1AIYMFCTmNHMAZNgX1oOvMtHYqHRyrVLJd5WMvaFk4+tKxV43VZlLvytGJvkPpRNTlU5OUzo1R5nkOqUSu5SOH1Q22aBMPKZMeqdSyTetciZHFU3iNVOTRMILufesLBFTu5h7S4XMi8pnJiuXnqxCZpry6U86lB+ww7xOxZo6FCL3wYxGYTabWZ21IM0xgyN72eOQ9Jl3OUyJaJfyx1UunlC5eFLkT7YUT6lcOKkmA+Zp7Y9GNGLBK5q44h1FCwUdbyMv8JyZ22ZyH/tKxfJxPffxOg1essLyH5/dtN2qbp7buN3SfyZt2CLWUITkUNIq7cl1my13csIayhE3GFyBI8nkHOVAl3JLOF+90coRAeaEVRs1/uMNenHtdtXGW3SUdmWlcypmT6mYO2luBypmtnKy4bbPQqnhnnodOhi3Z+XCaZXzoYwRMDLyGf4bhGvUKGY7OZcOPRr6ojKjkZL221ncofkueZSJZLuagaNFuS/ajKJ8+/Xp6tL5RjOHLVLtddieC2mliMG/iL+S3pPWwbySBuSBGzPJzT9ZlVPpkLQ55Eze8pvfavmqdWpr5R+uH0MuJPXc1o3nokW0LfJN9Jtk7Iq/EHi5PxIAOhhRfcDO15iBHhB1ILLHh+9lD2sOXH+PAzMAlADQWTO7k6mjymcb1dS0RIXSuyqU31axsC0Alu8shWg2/kYfQNIj2AASFck52y0tlBWiIOkoHsxmzOkyB37lLpqidJ8jsGOgGB2Snv7j5rSb68AR4ALN8Az4hZptTGvOt8HvCCAZwJEIN+a3Rb3xWaa+UDrzleL1ZzW0+3u67cqR+nuXCer0+Sef6k/duuvOzgPUp+sw3Xs9gZsRZmYHJTnMzO2+APSGEep10wj1+O1ozXprpbU3qzt0RPWHa4X/sR5gWnQ7mNwheFOv+sN1Zmp7FLvuEGsEa8iLDPADhMHcDpCM1WNqh3zIAE2ugWZl5mjZ2B6lYrOUSX6gXGaGcunZyqRmKR77UCnUZXyxUvH1SsUPKJOMKJMI5nomnlMqirlObmVBuSSm8mqlE5OVJ92nOFNN+ZALmc9MDTmRxRnW5KKcp857cgBmdqMdQgbYXBmm4k1y9QgAXSm6asQvyfBnmNsOSd7hkAwmN4qqXaUcvsjjNkoFOuoEUDaVTpmqtCMZms5ob32d1uzfoUL5qJnZlCIyUJNnTn2tWKFNoxYs1UOzF1iH8Sc3bNGE1RusHPHFbbv10s5P9fKOPQKIE9dv0qT1AZqTt+7Ws5t26Nktu/XEum1Wqz14ySo7GIymFw/OWmjKcexqqnU2acLHG+0UxVfW7VBDssUA2VoOEGspn1c61WqVMTt3c2TDEVN/NUfSyuF/LZw0GHq9tYMxmyJnFPWMD49u4192XAfz+4IBs1w6p1hjSbVH0iHCvadWtbU5O8GQLuG0HKNs7tTxn7R29S799tbfm8lNaaGn91SnAP2sscWVV+mKq640UPoe91VyAqP7Kd1Mtz0VMz0c79BJT730slKpdjukCyDS9IKkccoC6czDGiY3wEIpYoYDRa6BJeuuAh16zOzhGYAEesysOwC55vOAlGe+n3X/vMM37A0BJKpfMrlzyufOqVQ8rGx+uo1CPm4BFRrlNjdTAhn8ksARKLq53UQK09GfbE+A5PemLKnIyeeCP5FqF0oDyYvEvCYf0mGImiSSnUqGyLab2A5QU4+l0LwCnyXP3Yyn2ibkQQaz2vtLOhxjMfIuCRx9rVSa422/V6lM1dEPemHoIv3h6iHq/atn1WnxnBn6xWW/1F1dBxgM+1w/UvfdMMoGkMQnCTR7EczBFL9hmHr/boyWztoomuSiHFGT9RWzO4AxQJJATcORhgokg6JESQZIcg8kg4+S8sNqYAZIBp9kUJMoSvdRphWPNCgWXa9kfIFS8YVKJ5crndiobOoTpWMHlYrVKZPEf5lSOlFQNl1SOsHZz1mbU4mc4o0ZpeJ5G5lkvYpZksJnWJ5lORsSy/MZ0oNIIg9pP8Xce8rQMCM3LRwHkW5WseI/xEQGioDPFGIyqERXk640mXnu4AxAbFcRcztPjli78mZyB79kIdOuYv6YChVYllGR9GcsnjZImvnddFatpdNqbTmtluYzams539E/ElAS3f4sXtBjcxdp4IKlemwBbc6WaezqdXp28w69tmu/XtsZxqs79uq1Xfv0wtZPbO2lbZ/q6U3bzcQmoZzu5ORBkvpDniTjvulz9eiCZRq5fI3GfbzeIPnW5k/VEGtSU+G02ppIpkb1nBPHN1AdQ4khJjFmMmY4ChE1SE4lShEosg4oMbmZPd/Sn4f7cI5NuXC+I7CD8qyrzVq548ED/IU+pfY2giOhRdjpEz/o4P6I/vrXu0SdNQnlDEBnKUCV87gvlSqyJ/gpPbk87Ks04vWSRm/g25ErealUke/5/W1/0o6dB622udlauJG/SaoPbgOCKcEcBmYAk8Rz819W4AbAXDECTsDopjLqMZ08bRB0lejPfWbdAcka73OoMjtUy6UQiSaXMV84r1LxC3P3ZLO7lE6vUbF41JSaQbIl1Il7sIaZ/Mj29h8NjkXMf2rNcSk0ESgJ58yQC9lc+s4qXhLR00rGCBoF9QgcGfgZAWY0dtqi20CQa0//AYjs8YRy7tkTksoJ5NCRnONow1nc3j4NUIbOQCEdiOt8xexubvkfzXlzp26/boT+cOUwdXrr9Zf0y8uvU58bhqpX1yEWoOl93XAxgCODoA2BnF7XD1f3m0bowf+eqDWLt9vZ2CGqXaOGI8E36ZBsOFyr+kOk/+CDvBSxjtRcyosMVTaY3G52B1CiHAEiI/gmk+aPdJ8kajIeiSgW2adoZI/i9QeVaKhTojGhTKKgTKyodLSoRCRj0e8EAR78mAmAmFMqkVU6me+4z6ZKymZaVM5/pubiQqu4ITXIci0NkDOsEseqdjL4M1GTK1XMFEIqT8WvCOwMkPGyktFSBzBZ82dcY0a7emTdIZnPtCufPaYUwRxbD75LgFm2gA1pHSdMbRWzx1Uu4GsLahJQtjQBR1I5SO2gPRpn2VC3fEEnT3yp9Uca1X/2PA2cv0SPzFmo/rPna8iSFaIf5HObt+vVnfsEIF/eultvf3pQr2zfIwDJwWCDFq/QI3xu3mL1/XCW+s9dbAqyL4CcMU8+kxo0fCmpQWv03tZ9aky0WF4ikAR65eIZxaIlM7NRkZH6vPLZ42qpKl0EluwFdA5JB6WBtsgxEJc6+6AuS4VzKufPmx8TE7yUP6N0vF2RuoLqavLK506beYvP7xh9HY9+b6lFD/Ub2FGeGCpvMJlDwwoLwrjpbRCsNLYwX2U4ghZQUvttpndlr5nkP4PkJVAS5PngoznKZ/lvccHyIkOXH1ReUJGu+Ih0hwqdoAABWlB5l8xvoAj4HHCuEh2GvAso+sy6A5N1Ps/g8zxjAGHmbP6CKUIi1lTxFPIA+aTSybKZ4USogaj7H1GPmNtAMkS4CZxQHXPe1CVmObXczECzxCmJNM+lmQWATF0wYLZwHjY9JStBmnTmghqjIS8SAKIigSBzdbAGP6VXz9D5B18kpnY2c9HKET0dyNaywDV0LkdJGiTz3yiZ+lJNzT9q17qk7vr1OP3hisHq9MYbL+u6y28W5jSqsfu11GcPsXvgSGQbUPa+boR6kD958xg9dNuT2rbuU8Xq6gUMSe+J1NapsVJZQz5kAyb2odoOSAJHj2rjj2w4AjhDlJuZ5+57BI4AEWWJic1waHJN2k9YxzdJJ/IQyCGYk03kLaiTagzR73Q0p2Q0p1gkq0yyGCAZzyuTRFlyz3U55DUCvSzHPKASyZOk9Rl5kLMqRz+QaP6+sumZyqc+Vy5RCcokSPcJZrMpSNJ+KhFr7n2NPQwHI3tcXdqaQfKocpmjyiZJMkc9HjdwYm5zHCs+STNJMblLQDLAkWsg6QNohk7k563JbvvR85q3/4gemDFLD86Yq/6zF6j/nIV6aNZ8S/UZOG+RnWXzwpYdmrxpu57ftMvqtYcu+1gPcf7RjDl6YMZc3ffRLPWc+qHunzHHIHn/jPk/K0+kQW+/WQv00OyFem/rXsWTbXa+DUowmMynDZKf7D6ihrpCh5+R5wzgCCSr7wGl+ySD2jxrqjT4JWlYcNoCPXwmnwkRcQI7BHkAJuZ4sUCJHhU/F60TD37AUyd+0ssvvqNrrqabeKfQWbyiKEkGN1UJ+ABkRy7kZRWIhufsCelClY7lvteUKEGfS/vsfZddoXt69VVtXbES0SaHEdUYygOJbAe/JEniweQFZq4emRmoSEDmyhHIVcMQWPL8n6HpMAWUPKuGJGu8I5/huISzyhe/tKg1Z9CkKzDMAVbAl6X+mqBOACUzdeJWbVOJdvtaMn065EjmvwrNcq3JxVllzTVwThmOWkiTM/qVzUCTewaKkYobUoC4BpLAEEh6tNv9la4m2YNyLJd/UCH7tTLJL5RPk5MZgjQ8A5AOyWiU0kZ8pD+oWPxB5eIPykQvaOAdr+q2K4er06SnntR1l/1Gfa4baTAElPd2G6WeXSsBnK6oyMfVs+sQ9e42XD27jdCAvz2lPdsPiETyhiN15o+MVDr6RIhmkxwOOBmWKI6axAcZZvyRmNwBkgGe7p/EL8m6QxI4OiQ9kdxyI+2YhrQBMR3LKR3NK9GQFlDkOhMr2JyOZi0angCmUczrnFLxQgWQQLJgI0AT6NUon50lfJEFq9iZrnJxpgokplt541QlYyuVT+WUJ+exAkefAaIDkpn1akg6FP0ZijKY4+0qZI+Zqd0ByWwAJPcM4AgUHZIAE9MbILLOzHAliYpETaIkC02nNHPvYQMfqT3AccDcRXqQfMgZc/XgzLl6eM5CDVu8QuNXrbMztB+aNU8PzJqne6fP1oOz5hsk+0yjlHGWBlS6kg9a/LEpyd4fzLS0n95U5Eybo15TZ+jNdbvUGGtRyeAVVGEhe0KZZLtSiTYDpAMROLr/kTVXkMy59PGOe56xF0XJCGY3UD1jUKSiB58lQR3PqbQ0osJZiyrTS5FBy7LTx3/SikXrdWO3mzvyJUPpYZVZjfndkfbj52+TEnSpU5Cb3wGCwfz2dCKSyTtAWjHlb7zlVq3ZvNsi7vSJDIoR3yOmMDmSoXckKhJoEkAJihJTPJjjDjSfMbWBIvcOTlSnJ5W7WV29jzVA6QNAGkQrihDIMVwhohITSTr3XDDFiIK00sIsR8MGFQkkWc8VXIV+YfAkUo6Z7WY0yeNZzGkCM2lMeVTlRVOT5EYCzlQC//IpZVL8ub6xewAKFAGmq0k3sVGV+Ch5hjIsN/1QaZxx1kAJCAGj12yzx/yRlVJFIGn5k4XvdbTl/9Mzg2fpD1cPVqfuPe7RzVf+p+6/YcwlP2S3YGJbInnnx/S3qx9Rjy6D1afbCHXvOlSP3fWMDu+tU6yeDkCe9oOixLxuUORwJICyYma7yQ0IfaAmQ7DmkoIMgCSQ4+k+KEryJZOmJIGlB264TjXmlGzMGhhRk9E6gJq2oIyBM0ZnIM7bLigbLyoVzSsZw+QuKBENcOQ6GQOWJRu5RE7FzHbl06QQUab4kQp58tumKJt6R+nEFCUa9yiXwBcZfIuJxlJHsIagDVB0OHLNmkMUxejPWAeWAZytwoTOp48qRUSclKDccWtQm0m12fUlOGJ2n7RzYzg7hmvzU+KrLHLgFiY3uXaYdOEQsGimVW9u/dSCNE+t22xNKx5fgF9xoQbOW6yH5yxQv5nzdO+0mRowf7EemDlXfT+cqX6z5unBWfP00Oz5do0/c9iSVRpbaa47evUG6wr00JxFBsk+H1DLPVs93/tI767bpXgSP2vwJ2aSR5WKtwWzOw/UQvs0hyNAZFSvOyBdSbKX5/gi2Qs0gSL+yJAWBCDDQEVaupCV+XGEA6Ykvj/M1a90tPUb7d1Zp//+z790QDIEW6oA6BU2lmQOHC/VdptPsgqWBklOUHQT3VQo6UABqjxnXP2La/Xiq29ZQjzHLxRy5P8dVy5zpvLbPLiCG4HUnGB2A0sgaq3IqsxoIAf8iIAzACNrbkKz5mrUQeoq0wEJMB2k+SowumIkvQelaM0pKhDlmhEqaUKiOCC0IE7pogGUZ0k72pUASVCGrggxr11BAkgCN64qWTdQxvkH86sOeAJJV5AAF0D6cF8kAZygFL8yFUrHHy8/pMIGSDKIcjs0UZdEv5uaflA+962am/6v5r//qf7YeZA6/eG//qx/vfJPlv5zb7fRZnL3u2lsSBy/boT6/XqCet04Sj2vH6Xu141Qz5tHa8KAN9XwefRnitHM68PUZ0cUBY5HGtSISV0Ttcg26tHTfjyNB0g6NIGhR7cdhuZ7rESzq9dQkgGWmNphAEcGUGRE6wNEaXibSRRNOSZQlfGcQTGAEUVZUiyCuiyZCZ6Jl1VIJ1XILFc2RWNdarzfVzZFP8pXlU4sUC7B0bUtVqcN8ByMADHWUFA8UuwAI2uJxrINTGiHJGDls8E/SbUNieRHbXbVyEwQB1gCQ/yVDkfWACLrjOprM8FLZ9RSQp2dsPO2D0TzenrNJgFImle8sj1U3AxcsMxMb0D4wMw5Bsd+M+fr3o9mGSSZ+89ZoIfnLNKghSstzceSyNdtsUg2OZGkAI1duV6P+3Gz02apx5SPNGX9p0qljhnQMIUBHgPQAb1qnyPXQNQhyR6ufS2Lmqz0owSMqEjeyezBHOZLwCXxPIATJenR4zK+T3yYxXOWo0hEfcAjQ8NxsNVwo7PPVVfqZ4eAXVkFyMpeFCPg830OQg/qEP22PUS5KylEgPaeXvdav0uqgfCXZtInDJJAMcfxqpUkcvdPmhlcCdqQGgTkGIAN5chzTHBg6Z918LGPZ5jpvI9rN7t9Zi+f4z3p1GklK6AtVDr3oB5RkbH4CaXTmKfnDJDNLRyjEGqwgSCAJLodT5xUPv9laIuWDWk8wM0P9sr7Odh0DeeoBiLbCf7h+8oGgEzGQ/I4MIxWarXpM2kdgTh7u9JX0pRk4aLwXWJyW+pPhlxRGvR+oVjjGaVTdAzis+Rhfm8KEhXp6rLDJ1lpqVYo/KDdG/K6/Ybh6jTgjnHmgyRHsq9Ftseo3w1jrQSxV5fhuu9X49Tz+hHqTjDn1+M18C8v6uXxHylqARjM6qAaG6mmqYkqeiRqpYeNNRGDZMNhotthhIDMpeAMsHTT232O1bOD0WdXkSSTZxMFJSNZJRoypigxsVGLOQNiTgRrML0zKMgYYASQQT0GNRmUo/smaUxhI1ZWPtGsfOJTpa188WVlUq9ZGWMKFRndoSymfAyfZlCIAM8Vo6tKBycqMRXD5PYRzHFMbADpKpISRvZYKSNJ5kS4K+a3A9EhCSi5biahvHzGIMkacASWZnoXT6u96ZzaUJUtZ7X5UKOeXL1Jz2/cqcmUJW7eqWc2bNfE9Vs1ZMlKSwtCPd43fbYBsvcH00PN9pxFGr5stTXcpQyRruMT1221kkRgOWYlJYlrDZ7jqQdfuCKUJn4wSzO3HbS//M0V8xmfpA9giSJ089kVI6BjncEa8PR9XPOcgZkNEPk8g2fBJxnyKTG78UV6UjqR40LhrMERSOKjRFUea/9Wr7w8VVdf3Tn0lfwnUFoQhmRy7xdZBUozqS/rZNHxEMAJStH3GijJk+zwZwZQoixvufVfNXvJKgvgoA4ZBG6AZDCvQ702YANggA5TmpFJnbY1gAbYLq2fUTJ+0iDo0HSQss+VJWuoTQdqNSDZxzqD/SSTu5p0Mxv1yJql9LR+bzAElECRGZjSxCKdBko01w0tz9zURvG5+mPN4Fgxt2nQS7u0+iNtBklASEqQ+ySBIK3PWAO6POeoB/yUns4D+HIWrAmmNXD05hbA0BUk1yhJwMkI+4ioY5Z/o3jkC/X9z2fVaVyfV3XvdaMsMNP3+lHq2220+nYZqZ7XDlPvLhzfMEQ98FPeMkGP/uVFDev+ht55dq4pOUvZqUU1VkZNo+JWGdNogRmUI0oRH2M1IO1zVUnkwBLwuUJEUToQASSNLrgHoMyZWAAi5jZ+yERDtmJS5y1wQw5kDGVpypFATkGpCKDE3C7aIFgTWpoRSW42JWnQSxQNXrl4SvHo+0rGn1Gi8Tmlk+8ok1yhVKRBGQBZMauBI8rRFaIrS2aAVw2/ZDSoSmBI9BrQsS+TaFU6hm+yzapRWHc1iant5jTrANOVpavKapObNYalB5XOWGVOIX9Ci3Yf0rCla/T85l16bvMug+MkjmzYtF1PbtwmzOaBi5aaSU2QZsD8JRqyZJUd8DV+DWDc0gHGJ9dv16SNOzRpw3arsBm5Yo3Gr96k8au3aPzqzRq5fJ0em7dcc3YdsdQbIAnQgB6QrIYZ1yjG6sFe1tnvypCZPQARSDYVgm8S0/qfgeoBHZSklzZSZYPfsqWEn5amtwR2vrDzpxfNW6+uXW7SFZdfoyssWl2B2c+AGUxwV4rMNNW94oprdPU11yvkQQJEIuBX64rLw9EO5FlS+w1QvQqHVKCrftFZQ8Y9obqGopnbqDvMYtJ9wghAdMg5KIFpOol7JbQ54zlA/GdFCCwBLM8cgsCUa/YCQT7LGvesO3RtvzWh+MJyJAEiARtmTG4COYAQ07qt9Qe1tv6gVIrGEzQvOWXmdTp9VtHY8Yp/MPgiLfqcDY1yHZwAE1Byz3U6cV6RyHHFKylBpPtEY2cMYokEvsgLikYD0ILZHXIhgZ3DEIWIWgSWmNFAEUWJmgSwjY2nDY5AkusjR9or5nlIC8pm8Wt+qWLhB4176CN16vtvo9Xn+lHqcS0pQMPUq+sI9e46Uj06D9O9N4xR7xtGqfcNo9XvtxP1+N9e0mN/e0nvvbDAOvJ44MVAWHepaa6DkfmfTesQlAl+xwDCAD8ACRDxR7qa5HnYEyLapAMlGpKmIAFkvD6Y2PH6oBpRkgxUZQq1F8+H4E2soEy8VPFD4n8sWkQ7QDEoymq/JJ14svFmJaKfKBl7ScnYZGWTc5WK7VMyiukegi0BhM1CPQJJ1CFrgLNaQQJHV4lAk3sOwwKUmTiRcPyUNL9oDeCkcqcCUWbUIeBzP6VD0U1toOlw9DU+g8psKpxSKntUL6/aqHs/nGdHLlAtAxgZT6wPddgkik/cuEWDqdle8bE4omHSRmqzt2oCZ9aQdE7N9oatBsahy1YJn+bwZaT7rLIDwUavoEEvB4Rt0tgVG7R4d43VTRO4cdhx3o1D0pViNSBRhOxldnXIPZ9huHIklYjzajC3XXkCT6DJUQ0kmxetXpzgzpdqbSbggeriaN2v7fxpfH3tLV/r010N+t2//VFXXH61rrzimkoD3mBae2qPQc78khVYXn6VOv/yWvXvN1Sjhj6n2//UU9263aIrrqCzEBU2RLtDj8oQKccv6aC8wqp8/vO2P2ntpk/UbC3RQoMLlKRDD1j5cFgCUJQmM6azA499rv6AYzUQXWnyDvajFtnve/gc9zxzYJLeQzAGsxk4kuvIjH+RZ6hG4GjHQhS/Ujwee5rL4AAAIABJREFUoJnOkPRNHmPoLm412FV5jMlUaG8GFAnAFCqdx7lGJcZjpxVpPBGOb0hfMDgCN6uKSdFBKPSBBIAkiycSHOUQnvseB6MFZZJVZYhZmu2et3dRrsi7iGzH7agImmugPOk3yfEOP6rc9KPmT9mvThwNe3fnIbq7MzXbQ9WzyzADJmv33jxePbqNVK/rR+neW8bpsb+8qIF/e1Ez3l6qeANpOyFiHTr3hHxHIOi+R4dlCL54Sg8VMyHFBxgCRleIriQdjj6zJ0AU1cjIGCgxt5ORjAVqiGZjapMjidLLxUvKJQMwE1TWJJs6VCRAREnih0y62YzpnCjbnly6RSnSe+JlJWLrlUxMVyK6QRnyKxMAjVLDYCoDRTetgSTXrAFJ1CF7UYrsd5MbH2USkFYgmU60WrCGShGgyHB/pEMSEGKCA7+WJhz4J8ysxrTmmvUOMJZCtJvgTVvTWdUnmjR87iI7Hvb+GXM1YMESjVq1zkzoidRir99iXX2e2bxTE9dvt6oa4AhEn9q4XU/a4V+bNG71eo1YtspyLO/7iOa6sy0y/vDs+Rq2dKXGr9pgKnLsx5s0YcUGrd4XMeBxnCwgA3qF/CnzLVaDEQj6c3yQDkjW2cczAj6su7nNGdrFQoAnoHSwdihNnhdP2x78j4wCwSLKF8sXzNzmurXlSyXiR9Wj+312bvZVV11j/sWgGOlUHlSlmdZA7sqgCrt26abnn31NyWiLsomjOrQvoQ/fW6yhj07S//mvO9Xl2lt0xWXXVkxxABk6CpF7yTs7XdZJV1/TWeMnvaBUEpdCaEpxCYaX6q59LcDN03pIiv/OQIdP0uEGOBmAlnUUpUOyGoJ+DSB5L9/BjJrlmoEytMAMqpVTF0kboi8k7y+SY4g7I5jVQC5v58ygOlFw36it7X/U0vJjR6I3XX68fJCoNoEbhsGyUncNPL3iBoWJ2gN2wZSmizh5kiHwEkBJMIjfGtbZnybdJ/uNnWdDChBKksh1Lvdth0kNCNMpQIti/M7emUyEd/F+3kf1Te2Bk+r0h6691JOAzHUj1aPrCFOVvboO1520Ses2SvcAzetG6P5fT9Djf3lRj9/xiuZPW239HkkGp4UZ6s8VIrNHrX2Ne1QgM8oS+DkYHZKY2Fw7GF1NMhtk61MGRABpQRpm/JEx/JN5ZaJEsDGDAWNI8QGcjKRFtYOZnUBlAtB0swVtuAaORLvpAWl+yQQHdwE61CGA3q5IHaWNtDsLAKN80EBYgaSrSiDJOiOTbLPEcDOvucYviZIkd9Jap7UpHauY28lWJSrrwLB6ODABJSAEipjeDsfqayLa7qcEpq3lszrYmNND02bp/un0gZyrh0n9mT1fw1GM6zZp4oatoh7b1KU1sACaWw2e+CFRlSSdD5i3SAPmLTY4EgV/YPocG/d9OEsPzZxnB3+NWMaxDRs1ftl6rd0fU6ECQFQgwCtVqmhMReaCme3PMMVdXQI9Bx9wTCfazVQHkkCT2d/FvmSs1ZQm1zwHlgR6+Cz78tSNFwDrWYMl0OSaoEkpf17Dhz5hkLzyygBJD8RcdsWVwZQGkLRUu6yTrrn6Fxo7+ilFI2VTqNSEn2j7VsX0aR3en9Tyeev09LiX1fPOB/UvN/+HfvmLG9Sp01X2HouOV05fpIXaX+/uoYOH0v8PyACWm8pAziHmio+Z54kYAZ/glwR81fuAJPeAj/3cs5fBvV/7+3mfDz6X5xwa9uILLVHrfMFMbeDIdUguR3l9qVSlUgY1iE8PnyNABHrFUjgnm2YVeXIhKy3NSjSYMOWGDzAoS4BJGaK1SbNk8ZDf6P5DAIbp7FFq1CAK0nMfDZapSg5k9qK1SGsu/aBs6ktFIqeEyZ7NfNMB0RC8CfBNJvju02bOJxJ0Uv9e5fL/qlPnK26x4Ezfm8aqz01j1Juk8m6j1KPrcANk9+tH6O5rh5qSfPT/PK8H/vC0FkxbX1VCiOnsuY3eYTzcOyTd5HY4ogoD/KilDkrS/ZAOT39u9/VpU46Y0RaMIRCDjzGSVS5ZumRiNxYsiGPpPvGCdQgHgICPoA0gjDdSaeNrwQSvVpDszdp52a1KNZbM3xiPZBWPEPRpC2YyEKtUylQHalCSDAAJRDGfgSJwRE1iZtM3knUfmNs8B4SsJa2lWngOkB2WPK/2SToYASfPGMAR9Yjp7UBtL5/VuoP1um/qTN03jSMXZlkEmwAN0Wz8kKOtw084AXHc2tCoYuLaLZq4epOeXrPFUoT6fjDDciVJQucaFQkoAWSf96fbNaCkTRrHz45fvl7bPk+pZEc2XFJ6QAwo5rMnlMsG05p7+2+bIFc0JI7bnkowhs/4OjMgBYKsu+pkzatwgCSfZ4399q4cqvKsctlTFkxCRXJEAoqUjuUfvb9QV1/VOVTfXHm1rrr6Fz/Lb8TsxgeJf/HRAcN06POUjh/7zt5hDX2bQl4mlT64F9LxY9q3o0bvvT5DA/uP1u9++ydd3/VWXXFlZ/NZEtThfd1+9SstWr5JhSq/IrADYA5J5mqw8Zw1ZgIwzNWKEBi6emTms/4cOAJAhynPWfO0Id7rn+UIiCw+T2q+y98qmTzVEa0uFEKpIYnnKEgzlzluoZGTDsMhXihBAis0oTBgcswC+Y+VOmzSeciBBJAM9gNZi1bnvrIOQEAsqMOgHrlGGQJLByXQBI4NDSdVz9EPlUTxQv4bSyZPxc8rFjmtRPyCMumvDZIOW1QkkAWQqSQBn28Uj3+hGHuz36pQ/FGdft/lLvX6VfA79gKQN44x5QgYUZAGy85D1Pum0er161Hq87vxWjFv888CMcAQ05ryQmY3swFfgF4wq6uVol/z3EFJ8Ib7GF3IIxnha+QZUM3EUYUBjpYf+U+R7Uzikm/RYehBmhDVLlZ8kiUL1ADD/3dfSMvBp4iPMREpKlGfVzwCTMsGMcBF41w6+eQy7UrEykolmhWPYiqH5hWAkGYVzNXQ47qxoWBq1CCJGZ4MDXd5L88ZqExmByTPGA5KAOlg9GtmVKbdp0LaEPdt5TNatPeItUF7cPo8i15TOUPFDDmQgLL/nPkatWKdxqzaqFEfr9OTH2/QO9v2aPVnDfokUtDULZ/qwY9mqt/0mXpw1hwDI30m+5EyNH2unc/df8Z8PTxzgfphgk+fo6HzlhskXdVhEgM0BxgqL5M+pmzmeJgrkW/MbeAGABnV1wDPYcl7/J0oUPYSsAGI7On4Hg8KkatZPBPMfaLiRL/xUxIEKl/Qlg17deMN/2LgCv7Hy3X5VSGqjelNUviVV1ytnt3v1749ER1r/8aOWHDYokxRpUAYsz4c4gXcTurzPQnNnbZCk8a9rO53PaCbf/Xv+uUvb7B3AsqJz72mhgaslAC8oPBCjTamM9DyXEeeATgHKA16gSSNcvl8IkaaWKjQYR1zG2i639Fhyz3vYUaNxhoJCoZ2aQZWy5UMCeF08CkWUGfkGwJA/HxAMlS/tLb+ZJFmekICSM9/JK2HYA0mNxA1tZihSuicJYbbedd58jrPWoQ7SZPdCvDwNeI/DEqPWuxwXSpSFVMJxHhzCoIyaUoPv1UmE7qNY2ajHuONZ5SMUamDyY5iDKZ7Iv6FGiOkXn2tQv57Ay5rsSjdzwlSfa0MwaDEeXX627WP6Z7rh+me64arzw1jhKLseX2AJWvduw5XL8zu64fr7ltG6JG/PKOt6/aY+ewK0iFpgZVIqLMOJnfo/xhAeSlCjXmOqnQ4+jX3wXQHrikLzHiaj/shHZCsE7hBXeYsUbygaCRn4Is2UKcd/IsEaciFDHmQIc2HaLaZ1YCSyDcBH7qGV4IuQNLM52izko0khwcliBoM/sWQ3A24AJoPB5y/B/OZNTejmaORou13SJpJjyleASOzf449gBIgOjCBIOuY2g5Kh6fvK+WAUUgwL+SP670teyyPcdSyVdbYAohRaUPVDTmQfT+aYffDFi/Xi+u3afHuQ6qLldRSpov2WaXSx/Th+l0aOnuBnYXz6JyFenTBEg1avEyPzFmgASSafzTHjnu4f9pM9Z7yoR76YI62fp42WLnP0BRdJfcRFQkg89QCp46aOQ3c0hVIlknXAWb/lBLEOxyQ7AeqDlZMcNYY7AOwPuMLBZI+ACRgA2rZ9EkdOpjR7X+pNOGtRLWtj2SlQ/lVl3dW73se1NbNB3T86Lf2WZQpkGTOZk4aHHMZ0rDIWQwJ3FkSxTNA+aJikaPasGqv3nz5Qz3+0Bj94fd/1S8736g7e/TTtq01lgYEtIAU0WtAyHBQ8gzI+XpQkieUjJ8wJchM5DuAMAAQSAZQhs8GoAalChxRkA5RvieA8qKZ2PgjQwCH9CnMXkoSAyQJ3LCGCY0CxDxGATokSevB74jK9FQdotcM1KPnRqImOaLBksetX2RolosadNUI4IhcoxZpUJHPf2v12ESwXWXyzE1uarVJIE8nwkhxREMm9I4k1SfSgOvlezU1/Y9KRY7R/cHM8HTqovkpeX86c1GJ1BcBkvfcMEx/42iG60fovpvHWTQbMD7024l68NYnDJC9bhyte2+doIG3v6Dx/d/R/k9qzLfocHSz2lWfm9XVcHQQMvu1qcZKIwuuUZ5A0o6MbcgoWps0CIYATTZU2FQUZKIhmNseqMmn8PUFtZiIhuRw9zcGczuA0gFp6T9JItih4oacReDmJjOgBI4EXohmoxZDFDpEsA1ablInWhSPlm0Y7CyBvNQBT9YAm+8BnA5YrlkHjMzs5d3MDKCI6cz+ajiy7s94TgAHSFqPycIpq/umAUYi2arX1m/XmGVrNG7lWo1ZvlpDFi7TI1TRzOQgr3l2UuLoecs0Y9Me7aPhhAE29GwEPBy/QAfwlbsOa9KydZqwfJ1GLltj+ZPDFn+sAbMX6X5OSZw2W32nTFfPf0zXQ9PmasehrKXqmH8we9KgCBwZqMhCnvNLAiRTsTaDGp2wUXcEVJjz2dMdaUOYsdUQREECSGbzPVbMb+DoA0jaHgMyfzlOm58UtYfy4wgFIsrZ1EmNHDbBfI5eMWORbVJ6LrvKFODmDfssAR3AWvJ39pS9w8143hcqeoAcZut5ZTjbBeBVzn2hsUMufUb7dzRo/vSVGj3iGfW45yGtWLbLShCBWKkArILvkEi1R6uBIxDj9/Ic5YhiBXTJOCWspPIEfyPvAYIMIMg9ZnX1cDgCVTexubZkc/IdE6dNLRLAIe+RiDW5j9bYwuq7QzoPkEQpMohOA+VIw3FTjpjP7mMElpxsSLkhEAWQDJRnnuNdK0e7FggKoQQrJYSY025SA0WCMlTFcO3+SfYGtYjv8bRBNZ/7WsXcN8LszgPY9FdKxMitpPPS/6hc/En53HemQAEk7wxq86JiRMGJmicvBCXZvdtIq8l+4Nfjde+vxqrvjajJ4QbMu2ly8avReugPz+jxv7+isf3f1oG9tYo1hL6PblqHoEzoGo55DOwAH+Ck8UR1HqSD0iHpytKOY2hgfwBgrI5gDRHskDTu1/gjAySp0cYnWVKa0sJKDiR+R+CHmvQBQP06NL8N1S7peJOdTYMfsTrXEUgShDFoYkZjYqfaDZgWwa5K1wFqQA6IAbZYpBg+l2wzM501nqEiMdv/GZJ8thqSDkQ+w3X1Pf7GfwYka25qF+0AMXx9J6zipqYhr4nL12rE4hUavWyVxq5Yo9ErVmsweZBzl2r43MV6e+1W7ToYN9C0UBudD63NjrZ+ZarNTF8AlT6unUeSemfjLo1dHoD7BE13ed/Cpeo/c656/eND9XrvQw2atVifHM6qTKI3YEwfVzLRbnAEkICS9mXZTFCU6SSKmYh9qIgxQOZOhqg0300KUIFOMQGIriiBpvslgTHXrLnPMpcmlQgfLVkAACgMDuRC/eUylHFeNDU55d3puuYXv7CjGuyQL/NDXqY//tdftWrFDjU1hcg46hMgAkdMddSkAdJaweHnDDXYgIyKlXI5HJKF3xFIAbumptDU4tBnWa1avkM1h4sdqT3UcDvwOCmRCpwAS6LWAZCAEhCjLuNRMh9IiSINKJjWrAMrAMr52w5JIOjX/A5+D/fANyhQlDFR3zNmXqMeLe0nT47hyRDxTgdgUn+dyZAOhCnupxaSw0h991fCDAecVMgASAaRa46KBZKmNoluc+1dxzNfKpv/yjqFow6rAel+yKAyQ4szUnhYB5CY5GGgYL8z9WgNLohg579TPkMe6nemQgt5qpa+U7n0kwAkJne59D82RxrP6PCRdot8ZzLfqFPPm0dqyO0vq/9vJ6pHt+G6p+sQ3dVlsHp1G6G+N41Wz24j1eOGkbr/90/q4T8/r3GPvK3DBxqqfJIBlm4qOwAdfK4uAacrSN/DDCjZSyOKLKBrzP1sRI7EDZI/Xw/J5AAyjBDRzhOgiRXVSOTbarNJ8Qnq0uZYCNxgMoeocshZdCBWz0DTIdlRGVNRc0AP0DGj/hxipgDjzYrU5izlpzon0hVjNtnekSdJyk+1ugSUvJOZd/pnWGO4WY1ydFBidgNTnnEsgqnJPD45ximt239Ej89bqjHLVpmKHLt8tcZ+vEbPr96kmVv3a39NRqnUUdEUF/AAGQBzrO2iBUKAm6u0or33jA435DV92149sWy1xq9YqydMoa7R0IXL7TzvPlM/0vBZy7T3UOgTmUy0iZFOHVMK5Zc5bnAENrksfiHuTxp0gt8w+PZymM2VCHQ6dUJ51F/FlAbcrhL9NzoweUY0nGBQJknyOuWZZy2R3Ktw8hnyLqnq4TvwVZ7Rlk379Jtb/y34H6+8xnIZb7vt7/p45W7zPxKgAYgM1CSAJLLNNUEg7mnZ1tZaOXEwDZjPq42DsSrVMm4qN1FnzXoTtc60ISOggikdqm+AJH5GOgGlEicrEeqwRo03z5l5hj8R0KUSpw2YAI97V4qY0dwzHJL4OFGMqfhJW89U0oWAsCtFQAkY8UOSRI6yDKWA5CZSMhjMcY5isATwONFj8iNRnqEPpMGxkhtJTXU0zmFeF0I1TeyMEtHTFuwBnPg0MySbp89bRBz4AUqfuWbgkyRowwCOriAxyUPuJIesfa9i/vvQ/Sf7rdasPqjDh1uVTHxlAC3kvzOT25Rj+isL5sRjFwyYsdh5MczHmfpanW7rep8e/JdJuu9motsjdU/XoZb+c9e1pAANt5LEnjeMVP//esZyJJ8d9r5qPm+wXEei1gCunoYWtTFrd8b9pYDNJdMaWDokAaOD0tRkXUgQv6QUg3r0e+qvubbUnmjoF5lLNCnVyHVJXCcbC0o0ku5TVLwha1FsarKB46VB+SDqEp9jCM64/9ChiJoElqwTuWZmzczxirJzaDko3Tx2WJrf0fyblVLEeIvVbqMwc+mjBj8A6Z8Hcg5Enx2ezLyfdwNAhqcAoR4ZQJU9DksASQ/KXO64Zmzaob4fzNSopR/bmPTxevNR7jiSViTWbM1wUZ35TAiWABpMbFQkM8AEQvgBuSd6i6prjDdr6e4jmrRyg8YuX6dRi1dpzNLVGrnkYz06e6GGzlikvYeyyqaOKxFvVSrZXvFBhtxF7tOp9uATrIIm/kn2A0jUmau2dOq40tQ3V6DtihEYuk/SZ+DJPlQqcPQabgBJHTct1ML5OZiZIeDS1npRdUcyuvvv3Q2Ol3W6Uv/9xzs0b86aEIihOUZFNeLLdEgCR66BOetAk8HZ2UAM8NFxiAALAEL9MYAUgCxS8UJbsmww+zGb+Rwz/kUacfAOfJyY16wDT/YwuI5GyII4bcAEnry7GpIOSGbUpfs9TYUmgCQKjKj06Uokm+/CLD1jlTXR6Amr2UZVYj6nUpx9HQYQBZ7cM6MiCegAUK7TadqpcX/eTjuMxan7Jmhy0kxt900WKQWstEZjL4oQxfjPahI/JOqyro5qngt2LAMQRVFyXyr9YH5GAJlJf6VMkn/M/kePPDxWc+autXsAWir+ZCBNpUiED1FvgjgoUFKEkgn+v3xjgZxOt1/7oOVIAkVUJJBkvrPz47q7SwBljxtH6JHbntfge17Ry+Nnqb4mprglhMcq5YehDLHafA79Iy/1g3TViKL04eDErEYpenszq6Sp1GQ3HI51BHBSjfkOMIZ8SJQnLdFosJu3RhXMmOLRCig9YAMoASSnFWJ251ItIQJdSdvBrAaIDkeHJqAMgZug5hxogKkacoDT1R8KkntAhWq16Hhj2WZSgszsrpjYvMMH7+T9gJFr3sF9te+R70BJ8hmu3fw2JVl5xjWfSSRb9PKyNXpkxnyNnLtEr328Rev2cebLUYsM5+xIBPxVKNDQiAIoEmhhBCheSrNxlRmaTaAwjmrl7iN6dsV6DVu4XMMXrNCwRSs0aP4SPbFkjQ7UlJTF3M2dNkjiDwzgCz7JEN0+WQHhKVOZmOSAEmUHIAEQ/j9GlvSd1M8bZADEf/ZNWqCI2u8sNc5n1VwMZ+E4JFGPVtPNqYVFUoFoAPGF4pFmPf7IYItw/+d//FlzZn+sRJzD1wIU+e0ORGYGkOQ5M8dDAMimMv7UoAgBIj0s3Y/oSpH+kdWBEvOLpgMEgV88yj+IwYT2OZXAx0hmQ3gORHlfQx0pZAGsPAe4qEv3R2JSB7M71GRz74rSSg3paJ4mMIJ7ICSjp5Kng8mdIygD7ELzXEAJDClLxAwHksAUv6X7LJlZZwA8z5ckuMM9AxOc6DYBG8ztZPS0GhtOmFKl6iWcmR1UIwGZoBJDxQ1AZOBDBJiUKWbS/IPznXXxofQwEjmpeOy8MgkaevykEcOe0RMTX7RGGajeQiH4IoloA0RmRgjeEID60gDZUH9Sne7q+rh63jBK3a8fGTr9dB2hOzlru8twdadcsdsI3X39ED30H09p4F0v690XFlvkmXOvgR1gBIiuIH1GTVarS/bxjNnhSPWMAbExG/o80vosEgI0bl4DvHg9PknM8ILNQBEFyZyMBHDyvLEmZQrSTOtoyIvE7CZw42tAEzOaEQAYmuL6GjNKMgRwLjWnMBO9UmnDdUepYUVdAi1XhyjGRLRSUVNJIk+SSF4xpRvqcgZBPgMEAaJD181nV4+AkM85+Lj2Z77OHock1TvZdDivuzHWpCcXLNP4uSu0aOtB1USaRD9HzNE8wY1K6gzqtjoCTSoNsGS4mnSVZp/1HMciJWontPXzmCav2KBhC5ZryPxlNj+zcqM+rynagV6u7IBiBgBmThrYrLckwZc0lThnzOSONDSZWQ5kHI7xWJs9R01GI00dPkh+CwrX1SQJ5Shh1jh+NpsO5jwAaqILeOGcsikaYYTvCudxf21Kk7V86oSef+o13XLT7zR92hLFoyjgY5br2db6pQV8gCquAQ4Ww/xubsK0O2vARGmiKINSpLsPreq8PyQBFe8LGfpEhpZtFyt+xFMGRtQi8GOgDrlnAE0GUERZssbn2RNrpBnKWTU2tCnWSIu90MAi+CqDegSYKElUJpBkDzmOKD56PZL3mMJEx4xOUhp41EoSeUZpYjRG49tTBkM6AcUTBAVPq7HxuOKkGVWUZVCbQTV62g9QTGcdfECW7+Qfru9Vyl20Ye3Q0vhviTr/qDy5jqmQGwkgXSmiLMmF9DUgSYT68KEmbd/eoDVr9mvFyk81d856JaNndfCzkiaMe0W3/fHvuunGf9E999yvN16fqebm/zVzOtp4RpjZALIxQpbCN5YWRM4k70V1dupx43D1vmmMRbfv7DLEQHl3V5rrjlYPUn+uG6bu1w1R95uGq/tvRumNp+epsTZuwRgHos/VsOS64Yg3zw1VOexzM5sIdrSWfEgASaAlp3gDeZJpU5UhcTwA0FUjsASK0Vr20AUoXDMzAKXDEFObAA5QZAQfJUnkQS1iQjsQfWYNBYmaDKCkcqZSKVOVBuQlhoAwXjGbUW6uMlGCXAMvU4fxFgNoIh7UIXCrhp1/ztUhsAV6bkLznMF38MxVJvvjlqAe1CV7+Ew2TTVQu2LRZq3YdlB7D6UNikSHixVfHiBxCJYqvkZgxlo1JLkHRkASsALNEHQJkekSkfTcce05lNA767dr9IIVpignr9is2vqyihUfIik9KEQAnkuFRhcoUkCYTBDpPmNAqq8rmXoDTqi4ZOKoDfaZ6U0eIuqxkigOFIEj/sdUvLUDoARs2E8QBZXVXKLHJG24UDD8ZThlfkagQ8VNAf9k5ox2bDqsOdNXKh4nyHTCfhPwayqfM98poAaEKEdTi0X+XMGnGlRl6H7uXcU5ogFFC9iIpOdzwa9o4LbzbAi+BDA67ByEKEeeAUIgCDj5jbyLZ6xjfrvC5BoT2n2SgDFEvoOJzTN8osx5qmcSqPdQi01qDwowGj2uxoZ2mwGoq0RAGVqlUQ2DX/GsQTLSSIADJRnquevqWsVoaDhu6T7AEP8kwRj8lTW1baYWo9GTikdpj3dWOY55zX+tWOyUPvssp4MH80rGTysdp8KHrj9nrVqGihnv1sMMIImCfzhtmR7o96h69nxY/R4Yrjv+dq/+7V//qM2bDqqupl1bNtRqzcrP9Kf/7q59+1KiPJLabACYy35nUEQ5urntvkjapRVJJr+7yzABxbu7DtNdXYaq102jLWeSmm3gSfoPx8h2v3GEet46Wu+/sqLS3DbVYWq7anTlGGCZULSW6HQI2ADHJH7JSkefeD1Bm5ALGSNxvDGrxvqUjVRFTToo/cwaQAgcfQBFA2NlPRe/VH8NFKuj3AZPaqMt1/GSae2qEVDidwSUKEzO0UYtxhuK5k/k3BnABgCBk4Eu2WqRbMxxFKArPGDFmqlHyhDjzR35kQ6+ALhLZrUrSSDId+BrBLK+n3Wu+V4+S0J7LhMqSgBFIctfFpLYTxmYsvRmTIfkbY5zZQ8QdFO6RCqMHbIFdC5VvgBE9gBRV4BeEgikrRt6Cf9bSMwmCAP88Gl+Hslr2oZdGjZ3iZ5fulF1kSb7LZjpBFzwNUYbUe6twreZq/RRjDa2mDpEai5tAAAgAElEQVQDjEAR6DC7P9IVpZm7LV/Zc9ZiKL04GQQtHYNADb/dXANNF0zxAZgSqT52jjcRcMz+s8Gkz4TgCu8DfsCa78GniEL0gBJA5HdVQ/LSfj5zJvgsizT2DSlAKEqDWhaf4kXFom1auGC96mvLBjp+F0AEcgAOpchnWXcVyTpAZR/vcmA6PLln/dKzYFqjGoElwZugTE8ZMFkjSENiOGowayk9ocwQ2EWiqP0zyuBLNGV5Wrs+iWr1mr3asq1GtXWtipF8HgvqstrsnjVzjSZNekMvvvS+ps9crX37Mtb0NkeJYvFrbdl0RC+//KGmTl2op556U88+946mfrBUjZHj2rThoJ595i2NGTVZzz3zjpYt2aGGumPmZ0Q9AkXUJL5KVCQz+Y2rVuzXX//cXbPnrFM8eU4trf+rtav26vY/d9e0DxYpHT+vQpbjar9Rr+6PatWaTyzwU8jTXPc7M9lRjwCTQTI598X8D8qSEpS5qE7AEEBeGiN0F/Xa3UbqvlsmWGS776/Hqvct49T738ZpwfsbzWR2RchZNa4gUYquFukSDgQxqTlvhv6OjXVJuw4+x7Q1xo1HiETnDI5RzG8aVlTM7lB6CBiDUnQ4OiwdkGZ6k+JTUYz4I1GSribJiQSaBGuKVKtUuoMDRs+LRD3SMDcAMnT0CWYz6jOYvEALQDkMHVg8Z63aJAZ6piIraUF8lv0AlHf48HcwMwARkOR9zLzD1aNDk5nvItpMgAKVl4i22jVgc8Bx7XBkDQCy5sNVI910OOu6qRTUZbV6BJAA1UsdmXNZIEZwJfgWgWQ8jnI+qmiqWUt3fqaFWz9TtLHV4IXPMJ0GgG0GymS8rZLKQzuvs4pHmw1OrhyBJQNIAinAxD0AA0wAjXXMcPN5kpLDyPy80gYT22CYxXVAFQpt1UihwaQkkT34/DBbSQlyfyPvJjWIPMdyCbWC2Y4qDak++CADIKl+4TqcSwNcebeDzmEHwPBBfn4wo/79h+nggUQHBHkG8Hw4DPmsP8PHSOAnnQyqkj385lIlVShHfiTpP8A/S34kfsvw24h+A0pm90tihi9ftlsbN36uGdNX6M03Zmvlyl367LO0YrFj5pukzVl9XYven7JQD/R7XGPGvqAxYydrxKjJWrBoo+rqm61EkaRyxlNPv6kH+j2mBQu3aNnyXXrxhWl6dOA4LVqyxZRnsfyd1qz6TDff/Hs99uhwrVy+S6tX7dOIUc/pvgcG6p47e+vtN2dq+7aIVq3cp/4Pj9Pb78xXXV17RwliUJQnLWhDUKeh4YRGDHtKH0xdKkBM04pS6UcLCI0Z+YKGDJ6kImWM2a9VyH6rJ8e/qWeffUtN5e+tDRqQpMkFyhHTGhO7of5SFU4Cv2TsvDpRktj9+uGmHvFFoiaptAGagJJn3bsNV48bR6v378Zp+extpgjxLaIcgSTRbWb3Ozo0IzWxoCYbAwQjQJKejpjVtZx4mFE8mg2mdiNgyyjBcQwdaUDBpHYYMsfqMuaPzCebzcRmLqaIHuc7/JFecoh6tCBNOiSap+JNKtFNB1OYfMYGouGXfJB+7Sk/ltNIEnm63aAGxLgGdIDKFGPFX+iQ9DX2ujoEdv4ZB19QgyGv0uHIHiDkEPS9Dls3wQGpDRKkK2BAOQEjYIhJ7L5EByaApNGDg5P1JhrzttC8FiVSaZ6RC/5CngNfTsejHhyTmt/FSPLfjj8T5nMGYIYUH2b2JxKYW02Kx1rVUE/fzlB6CAQBnFW9WJdxTN3gUwQwwJDnriYdktwbuCpNKthbDdIATxpfnLM/X/izEXj60kxpjnagdySKDKgx0/knqLGgwog8Yy7zbv8+ouNAh/fz/YCRgfnNGpHxAEii1US4w7upluF7+KxDj/sjRwrq33+odu48ZN/tJrOrQleDzHadCXXm8SgWDO4WvpN+mBwle0GRSItmzV6lJUs36+ln39bkF6Zo8aKN+vzzRIdpHszxU0qTvlMpUQSajz82UXf8raceHTja1N2gx57Qiy9M1cHPkkqkTigSbdPadfvUs8cDWrRkgz7/vKDdOyN65+3ZerD/SC1dtsMi3pQsHjpc1G233a2lK3aqaOfEfKtk+pymvr9UgwY/qW07alVu+l5792R0++19NG/+OrU0fae2th+1fu1nuvVf/qA335qh5iYaSnxvpYyLF+7UXff01569SevqQ+Sa9KPGxhPWHg1I7vk0pQEDxmrxsl3KZL9SOomVQZDse03/YJXuf2BwCETlOBnza82fvVmDHh+vPGfhkB6U+87AyGcwtRlcOzR9rdNddPzpMkz3dAtgdDgyGyy7DNWd1w7WXdePUM9/H6+1S3dVShKDfxFQEohxaDKTPG5Ks54SxZRQiAxOJ6QTOHDkeAVM7H8eNMalSS5+yGyiqSNog3rEJ8mwZ/GyXbOHdmeY1gzAiHL0eyDpfsnGek5MDD5JIAkUGTTNdT8k5jfXdk+1TUX5oeaAGZBwZcczAObrzKwBFIDGXleEQNFVItFt7h2sfA5z3ZUo7wCQ1Hn7GvsdUgHUJLeH4w4An5m0lURqrlGQmKLV66xxn0sD03BGDu9n8E5+N4oSOAJcgMcpjfxu9vhvBpIM0nhQk8CRoEzwOZKiEgaRaoCDMqUsENDs29uojes/tcRxgOSqkGdcAz+uHYQOJ9Qbz33dAcpzrq2RRplqFhLJUXak2hBhxkQN7wYywIpRW1PUurWfWtCDChhMY+DHHn4Ds5m2nOFSibSzDiT5LSTCtzSjQkIZIoqVOu1cmt6ZIbBSbRqj/FCujw0co9WrtxtAgSQwdNWIWQwwbW/2rPbvj+nNt6dr9LjJenbyu1q0ZKNqawoGXsz3zw4kdfsdvfSXv9ylt9+aqXffmaMBj4zV++/PU31tydQlncVpb0awBUjip8QvOXz4s/rTn+7WJ7vrzQ2wZeNBPdx/lN57f6HiMf5fH9cbb0zX/fcPVDJ90hpdkD8JmN97d6GGDntWBz/P2pncK1d9ojv+fr/2H8iboisWvlap+Qdli19o8JCn9dbbc61i59ChkgYPfkKz561R3o6e+EL1te3q3ecxzV+0VaXi90rESf8JRzR07/Go5s3fYKY1uZDxOL5JouZnlUxd0P59WQ0f9ozen75SMTv7hpZpF9XU9JPWrTmku+65TzVE/rPfGgx37oirZ/eHRY14sUga0I8GRQCMogzmd4h6oyoZQLPT3zqjHofr710G647Og/X3zoOtTrvvzeMsmGONLW4cqTuvG6b+f52sbRsPGASBISBENQLJXLJg90DTzW7OvUYdOiQBIKZ1ojIDSAvYNGZtj9+nMI2t5VnRQOhmts/+jJmcyMYG3hPKC72qhhlzOwRsOL+GTkBhpkOPm90OSqCIwnQVCUQJgAAHoAWggAjXQBLQsQYkARqQ4b4aZg5Q9vsegOgw5d0AyD/DNc+4Z+Zz7AGgfDcqk+/3z+ezofzO1aHDEhiiptyXyD1KEmga/LKhuzmljA5AYGhwT4eKlqDGMEdP2G/37+X3JMghJfezkv8IJEPeY1B8XOfzQQUBNVwCKCGA9tGHizVi2HhLueEZ0HH48dzVJM9YB4BAiuH7/HMWOPF2Z8VzoakufkSryqEMksAHahC/HeWJIcUGc7j2SFHLlm42mGAiA87GSNmCRY2RFh08mNSeTxtUW5MzYPLdmXSoAOI3m48yeVT79zRo9/bD2rO7Vh9OW6gd2w6pmKsEWSxlCVP3RDCPi+c1cuQkzZmzwkzuBYvWa8asFdq4aZ/qI0XFEyEHslz6Uoc/z+iRR4bq5ZemaPPGA1q2ZJvGjp2sN96eoVi0xc7sTiZP6E9/vkdvvfm+gRPAbtxwUA/2G6YVK3dY01w6+DRGj6mmBhcP1VpE27/V22/N0cMPj7D/3lYhlDuvaVOXasqURUom+H/erkmTXtOocZNVxLQvfa1y03dqbv5BtTXNGvj4BE35YKEy2TNa/vEn6tlnoHZ/mrQkcCpwOG8mV/5K02eu0cMDxqq+oV2J+Gm9+OIHeuvdOYrFjlsSOV2DJj83Rc9NnqJ4jP8Hwe+IH3LC+Nc1ZuzzZlajHBkEb7zbD5H0ae8v0/CRz6imtjUEcnJfq1z+UQvnb9Wtt/671q47YLDL5r5TTc1Rdb/nYS1ZutV6RZJQHotSCYQF8a3B1BPKUZEEcwyS1Gz3u3Wimdlc30WuZMX8xtzu86uxFrzpfsMo9f/rc9q26WBQjnXxDlPb1aQnf5P3SN11tKZiUlcpRoIz5nusABJIojAdpPR7tMRwq80O6tHNbdQkI1bJgSTKTV4k6hEgAkLgyExvSNbd5LZnFRCiFv2wLvdJsoY5ns8GKAa1FuDoyhHoOQhZA1YONYekg5EZ2AFH5upr9vI53sU1exn+nX4PmIASnwVm/h35zDGlE0fNtDQ/I9HpYlCAgNGhGWAROnyjIC1CjcrMhcPDgCTgBYS8n+AP+8qYkvlQM11zOKkp/5ihzZs+VQ6IJ9sU5/fig0xzH0oNiaQDS2qxGZjh7GGgMFFhJIh/9NFCDXpsuJrLRH0v+RyrIUiTCNQVMASaqFGeA1HW3Nylgod+lVECN4l2lfOcrHdKu3bW2vce+CyudWs/0aqPd2vH9hr7iw9IAGI2c1pz56zSlo30CT2u+pqCJox/XhvWf6o335ipceMn68mnXtXk59/Rls377HcAWze3Y41NeuWl9zTxiZf1/HPv6qknX9ef/9xd8+aGc2uCyRzgTMkg95j/r744RUMHj9Ogx8dp0tNvaOoHizV67GRN/WCBamqLSqU56e+spvxjvl5/dYoKWT5HYv8X+mxPVEOGjtebb3+oTPqUmlu+VJ8+j2ru3I9NgdLgAn/jm6/P1Jq1e82/iGlNcIXDu2iQS3kjieKkyDz44FBFGqgYI+uBIBPBmlAzjmvkpVc+0LARTykN7GmwW/pW5ebvRXdxTPNRY56z87kxt7vf84hWrd5rVTPkRdLIghZpmzfX6u7u/XXoYEHtLT9p+kerNHLMMzp0iJaFoX572tRlevTRsarxUsB0qLKZ9sEK9b13kGpqQokgahJIWgAn/oUKxe/UUH9cjz36hJ57fqq2bY9aQ4odu6Ia9NgYde1yvWbM/LhSekid91d69+2F6vfgMK1Y9YmefvZdbdkWUZJ8yvRFSwUicAMcXUnG4ufU6c6uQ3T3dcEnCST/jmndZZhu7zwopAVdO0Tdu43QPTeO1sN/f147tx4SZ1hbYKYu5D66ekzHgNrPO4fjY0QhAkGA6JFsU5RV976H3o2hsibkQhKUAYwGyoZKTmRjJXGcXMgKIIGkm9UEboClQxJAWmMLotORYFqjID2AAyhpeUbEOFlJ0wFgDEDlgOMeaLmSY3Zwse5qy4HmAOTzgA/1yWf8HVz7qAYha9z7Pt7Ld7OWNB8pR7O2G9AwLbdt+czeHUzpkGwNKM2nWIlquwltezKhaYbDke9BlTaX+Qty3BQnJjkR64b6vJ6e9IKWL9toaTDWDRx/ZcW89hkQYnqTKsOeoAKZA9hijZg9JzR/3io99ugwM8nZA/hcQSZibdq7p1FHDueUShw3UzbA9ZSoiCkWzxkwt275TNM+WKC335pu6m3yC29o2/bP1VS6oNqajPr1G6g5c5ZrwvgXNfGJVzT5+Xc1YfwLWrtmp4o5fJfULJ/RsCETNXvGcvtHJdrQpF49+uqRRwZryj/mmlpDiS6Yv97UX0N9oRLxPq1jR7/V66+/r0lPTlY6cdwCPsDmoYeG6Z13piudwgUQ/IcEVzJV93NmrtAf/us2rVm1Q62cud30pTZvOajHB03Q1m2HzXxtiLTY7546ZY62bzusDev3a+2aPZo/d63Gjn5Ggx8bZRH6traLGjLkCb3yytTggySinaV/48VwDjZt1OglmQ2J4jmOeKj0nvxkd0y9ew3Qgc8IIp1RcxP+OMo5+X8WEvEJujw8YJQOHEyqMXZC5eYflCt8rVT6nN56c4aGDJ2oNIGnzDmNGjlZzzz3lvjtmTRdg75WU/MPWrpkp7p3f1CRhna1Nf+oZYt2adCQ8ZaKk4xRJXNOSxZt091399fu3Umrt0a9YfouWbRDd9x5vw4cLIpzZ6isYdj52BVTGZP5wIGyhgx9Xo8++oRFzfs9MFgjRjyl5579h96futyCNORA0iaN1mlPPfm2/vbX3ho79v/n6r2/o7rSdV2P08P42m53uGfv3eF0227b4IRNMjkJISQhFAkiipxzzjnnnEEEARJCoFAqqUoqlbKECAaMwYDtdu9z9rj333jveL5ZU2bfH+ZYq1YsYevR++VZBmDSiIiWe3MbNQkoWbRNewNfJGb2N7FATZd3Uiw/svt7RLkz1e3dDHV9L12d30tX0jczdP1yqcIkkZdFFCr7tezQpfj890YUtDcDmihMRih4MHqz25vXABR4GkCDUVWUhC3NB3PaJ5VjVlfjcySh/LVEcQ9Gb1Z7v6Q/DigjYRfFJucxWBqVjWcAvgQfAI913wFkdPJxChEwsby6858BoIenh1c7wGKKD7M190Kh+RQ98FCUXM8WYHIPnYU8JHkuaT989nD1z+czz0S9OhPcAYx51pjSqSNG6sSx3PaoNiC0QI1Fs53pXY8/z3ySBGDcJEZUJM/m3QRxaIvmXQz+GMpx5rR52rvrqDWoBXQsoBgOOb8kqpGFny4catWhQxe0bt1e7d93Qbdv14icRYIPKMCDB84qNSXLunoDQBRiZUWrjhy+pAVz12jq1IWaPHm+li3drJLiOjuPDxBFGaq6p4WL1ilhSKqyMiZp1vRlGpmVo44dP9PBg6fNxA+U1uqzT79Q8rA0HTucawAmILN392llpI0z87q68luripk0fqbWr91hZnmk6oHi45I1YdxUa6brIt/PLCI+fvxMHT1ywSLX+D5Rs8MSUnX1cpHaWhnV+sISy2fOWKpx46YqUNZsgCdoU2M5kCh356c8duSyRqSMdPXkDfi8XEAoM3OqDhy8qLr6pyouqVdKyliNSM/WrFnLNWPmCk2essgiyLNnr9CpE9csMZyZPdOnLdHMmUvMf1prAR8i/dThu7Zm1Fzjk2R4FwniLCLX5EIOHDBC588WKkoVDJMNY+k/qMnmph9VUtKk9MypWrdxv8LVj9TU8rOamv+pUOiB0lLHa+rUxeZrJOE892JAQ+KztGXrcZUHGKz1QuXBh0oYmqVp05dYEwyCMrnnA0oYlqVTp29Z9x8Szc+dLVHvvsOVe6lCzfW/qLaaKpjnunolrEGDMlVS0mb12aT+oCYpTWREA9Braf7funv3v8zEPncmoPVrD+nY0VtqaPyXiu880J2ieyLfMUJQpuZnNTb9b9Wbmc1s+v/XwEgqEX5LgjmY2ajJygoU5QtVVb/EJ5liIOz+XoZtu/0Wn+RIdbWADUGbDHV5L1Nf/jZdWUMW6U5hpcIVUQVL8UeG21N8wpbu8/rsmVoDKZAk37G2mjEJRJtjK0S6TZ2qww2W/lND30eCNuEGVQaAsItilxSW68iBE1ZmWA0cK+qtb6RXicAQ1QgkfbCGrQcp10VjwR1KEbnWQOqrbgBkGGgBMJeoXcPYhsg9AxrQAlZuiwp0vkfg4uHogOdUIaqMz4kJ6RagQP35Z7Dv1aQ7RgMGZ3pzHyD0YOQ8Sg9wWWOJRtJSXGSdz9XhNgXL6xQIRBUfn6SNG3aqspzEeed3REkC0bqIAxqJ72UlUV27Wqw7RVX2LtQjywVynqq2+oGuXrmt1au3adacZVq8dINOnMzTjGlztGXTboMkcPRmNuY1nzGpUY8ld2qVPWaK5s9dpV07j2nu7GVKHzFGVy/fEWk/VKmcPnVd2aMnquRO1JLIAc7hQxc0cECCNm/Yq0sX7+j40SuaMH6WxoyepIpgS8xUf6IZMxYrOTFTV6+Ump/xbssr6yw0NjtHG9btMJcDqUk9u/fR1i17rdwQlWpqtOaxEoel6tSJK5b/19T4QovmrdbSBesUrrxnOZdTp8zT6lUbzaSuDuN+4Bfpn9qx44hmzV7kyhdb+QVu07DENF2/Vma5lAAckDPSoXfvgbpzu8agSPcezHoCOKTgYHJfzwtqWEKaKsrvmtlfWUE10TNNmrBIK1ZsVzT6RGUljZo0YY75bysCdxUOP7SFa6GlhTrjx6oIkgnxg7ZtOaLsMdNMDWKCV6HA62K12CjDKO3J3AhYEsKBJn5KciGHJ4/X7p2nrHab4V2WHxlLRm+7S1fuFzp2LF9D4kdqybJtOnehSKdP3VR66nglJmbpZmFU5cEHqqjknS914liBUlMnauiwMUoePl4D+iVp/PgZlnROUjm+yqrwUy1eskVXroZUV0dUmUa3j3XyVJHKywmM/axobGYNwZmbBU1qrKeZrmu867bP2s1uShidwnSDvPBHkgZUG/2nmdmNVqP9n6oK8d/tlZnVmOs+mIMPFFObvEnOox6dovyX+SNroj/pjc7/V4q6vpsutt1+m2nqscd7WepBV/Lfj1K397LU5fdZ+vJ3aZqQvkolt0Pt5jP+RacWo6oud+WEfEZl+ia5vick8PNKMmLRazfREEhu2bhDa1ZsUnP0rtVvAz58jbXhZuVdylfi0BEqvRM2wPkgjQ/KYEpzPZ+9igSQfH79GuDIdaYsQ82qplKGbRjfIRFqYEYEGfWIafvrMY4DqF+7kbsaa4BmJnAs8ux9l5jtvXoO0OGD5+w5XOf9jGw9YIEy4Cq+XaVQRYNOnbgslBBwLC2u0a6dh3XwwEktWbxWM6cv0tHD580Ep84asG3ZdECZ6RP1t799qIEDEzRvzmrdyAtaoMRFsl3T2Tu3I1o4f40y0yZoysQ5SksZo7Vrttj8HcBMAvbdluc6dviCnVu5crP2Hzqr9Zv2adz46er4SSft2XlIba0vDJBAkqRw4IiCxC/JL/DypZs0euQkU7ttrc/tj8zG9bt1+eLtWAQaxVGkcdk5KiqsctUwtY+VkZ6t5Us3ys3KfqnH3/5i8IsbnKStm/YZiCqCrerbJ047th2xKDFwNfjVPdbihWu0bOl6i6Dz3RKGpuj0ySv2fO/TJD1o9szFWr1qs+5a3fRLbd14SAvnrlRlkGj9Qy1asFrz5i41mDs/HYrsB+VdKdGIEVlWcYMqbW15puzsKdq957i5Deh9WVZSq/5949Wp05fKu1pqytcgSWlk9Klqql0Uu6SkUf37J+lGfsgCOlTZEFlfsXyXciYvUFWIjIVn2rjhiObMXm2qtCb6RA2xyp2iWxEtWLBWBfkhu+/sqULFxaUJ2NbXMc3wiSJRWpI9VmPTq/82BhZY4p+kvyVRbsBMbiJwdD7JZ5ZoTukieZbW+af6iQ4euqLscXM0dNhoJSVma+qUxbqaV2lljOFqarepfqFz+Evl34jqwMGr2r7jtI6dKFB1zVPdvfd/zPzGT0kkORh8oGqr4XbzamooU6xhHAXDy2j3Rh04i4YV/2rvKwncUJNEtylNxERmEdDhWnyOKM2omeVkHvyielb9PxUI4PZxCeOMceBab1KTPM5zeCZqklGyRMmtb2XDf+qN7r/LUK/fjzZQAstvfjdKmNoAs8cfR6v7H0bpayD5+3TNnrhFZcVVBkmrjimrbgciUHwdkDSrcCZ5xPIe8U16M5vBXJFggxi5UF5WpR7f9FJW6mg11QMnUoAazQfJxMNLF65ZomnpnSoLyFzJzde82UtVmF/mgBcDHxD0yyAbM8nZxx/JlsU1+CKrzax2UASCHoqhikZTlHzG/PbwBJIcqyivV96VO7pyqVAFNwIGBFQfC1N69cqtyswYq3//t7+qf7+hmjh+tvKvl/03U5vUnksXCzQue4aGDU1XYkKWhsYP1z8+7KSzp/MsL/Fmfrn69hmsHt372y/vjm0HNTwxQ7NmLjRzmXK/4lvVys8r05C4YVq+eI1KbketRM9Htwnc8K7pUxdqWs4CU5HFt8O6dOGGhg0Zpk0bdhiQKUOsCt1VWuoobVi/VdXVLWJWd03kns6dva5uXbpp25Z9piR9QAZIEqABjpjfmN4D+sUp98JNNcVMd1SwC+jg83TJ3jeuBTR2zERdzb1tNdPB8gZ98flXOnLkgo4du6RNm/dr69aDWrdul3r3GqhlS9ab+XuzIKz4Ick6f+6m5TPizySgQy312jU7NWPq/FgbtsfKzJyg3buOmqlOcMh8nzVPtG/PSY0dk2MJ5eQ0njyep0kTZlkvR0YerF6xTRPGz7DIMaYySo11p6hG/XoPUnlZg5oaGaz1gy6cva6szEnat/+McnOLNH7cTM2eucx8mqdO5rkgk/VqxIXiGt8SjALsffsl6vz5Qns2x4DkgX0XNHL0VAUDrZY4XnSrTukZUzVrzlrl5paqpLhetwqrNWP6YvO5AlPuvV1Ya8GbQEmzTV2sDD1sn4ttMLS5NN+rlkYVdPype676RtqRPdXF88U6c7rQfJGu0cV3FoipiZAG9cSlDcVmbBfdbtD1/GrLiSQyzRxupiYCXjPpCezEAjZWihhlkBZ9NGPzbWrp1IPS/d46A5HmQzpPMPjI1GU1ncwjVAM9t2RwxjgAP0oPUYq+AzmfASIw5DhwQ136fXfO3ce5MPNtws8MrpjooZDb53hFBT+ngyXXEu2mvyTQrKVKp/Ffqqn9EZ9klrr/jlzJTBHBZh8ViZnd+Z00dX43VZ1/i08yTQun7VSgpLq9fBCzGKWISe0XYKQG2/yQNqfG+yQdJPFDekjWVjdr//4j6vRxJ/X9pp9qoy3tKUNch5l++sRFfdOtj70T1Vh6p1LHD51U6Z2QmdQoQ8BHDuS1K7d07uxV5ecX2zkPSxSmByTq8vLFmzp88LQO7DsRAxiRZtRes4IBggZEpTG9ndIsK6mxfbaopSGDUzU8abQG9Es0Jecj2JjZl3OLTMV82ukrbd64R4UFQdHQAsWJoqwMNunAvtPq3zdRq9CvGRYAACAASURBVFdu163CSpWW1OrYkfP6y3/8VUcOnRP10Deul6p7195av2abdeipjd5X3tU76tNrgHL5BWuf//JY48bmaP3KLRaAIN3GLxK1D+w/oUH9E+zfqKGOXMa7YqTD2VNX1bdnb/FHAUgeO3JRkydMVXlpjZrMtCd38oFKCIQMitfSxWstt9GpRuqeXa4g5izm353btBnrY9UzuAL4t/g1TQg/LvXa3+r61YBGZY3VuVPX1dbyQsXF1frLn/+XRowYq1Gjpihn0jzNm7NKSxau1+6dx62qBr9lYUFYicPSdO5svsGP6CsqkTzFVSu3alz2lPaOQzk5s7Rm9RYDaHtgqPqRThy7okEDhiqCKV3/VFcvlyl71CTdzK+yyO72rceVnjbWfIxAlOARCeNFt6o0qG+cbuYHDbD1NMFtfKarl0pM7fGdt245bI05MjLGmvuA7+YqXPAR8iwqeFwd+YjkbO3dc9Y++9zI40euanT2dMtRJJBC89xrV4OaNWuNma4j0iYqPj5LmZmTdPlSsQGSBHiqaw4eyFUwgH+YlmbfmnrED1lPgKoBWP1gIMMv6f2TFvGmh2QV0eJvDYhAFH+lqciqJwZV7gGsLKALEL35zrM5z3KQpXTwkTXaJSBDPTcKEzCy6PxDJyD2OQ4g6VpOnTcdzYEk4x/oK0lXcVOFUacOGVHr04AAJp2BOA80WYCS40w7dKryhYGR/YpKOhq9aq//JjAEHLmH4zURNxwM5Qi4SQmizVqo8pkqK57pjR5/yFKX36ap23vp6vJuqrr+LlNd3svQ1791q/NvU/X17zL11R+ztHLeAWtoW40/sZJmEvUGL/bbAy+xaLZP9WHrAzQGvirScurN71gRqFFG+mgtnLtI/XsN0LXLN9sj4PguUZoekpGqRgHVG9eKNHHcFN28UWK/+ECyuKjSgJSeOk7DhqapT+8BmjNrYXtaEIBsqL1n161cvknJiVnKyhivkVnj1PObvtq6eZ+Z0pjTHpDAA0iyKoMNFvneu/u4en0zWEWFIfPlOeW4zUxj5nGTFmJR5Jr76tNzoE4evaRwuNkg6U3zq1eK1Kf3YDMbUXr4Ii0pPPqtenTtpUP7T9kxgJgwJFlnT15Vc5NrZ0YF0Jplm3TsoDO7Ua/UUo8fN1mrlm4wOOKT5DsQnKHMcHLOTA0bmmIQ3rfnuDZt3avNW/Zrw4adGtRvoG7fqrDRDxvWb9f8OUut+7r3q+KvvJFXpq86f635c5eZWe0CNERvXUdx0noAUUlxrbp26Wn/FtWhu9Y3syLYpOrqewqUNZpZip+09E6txo6epFPHLlm1UEF+UJ2/6KJgeZPuttK6DB/sM9WTZF33nfkKXbniQw1LSNesGUtEkMXnSFLvnJ42RikpmZaChG9w/vwVmjFtvs2JId3HmbuPdSm3SL17DrBcSBRmYX6VRgwfaS4A1NzZ04UaEpfs5uzEygWBJX7RlMR0nT551b4zHYPoS0ktuCWsU4lD+lHdUyUnZ+rw4QsW0cZk97XVJGd7dbpv91nlXig1nyQqs5pASvCupS41NuE7ow3ZdxY8qavB11uvK5dKVJBfqZpq1/SipuZXfyMAA1LcA8SAGSADYv4cx1nAkRUovydM5cpK8nRd6SLt1SqDDxQK8keEBrjumf4Z3AdEPSQBLud4LoClKxCQdK3RmDgIAB+qtPS+gdCPcWio+1GVwW8NkqhL4Ak0DawoyRA9TF+0K8twJSlMDBJzwASONN4FimyJdrNFDWKKe7h6Mxzzmua6pA8BTVOXVgv+neVcWhS76oXtk4PJtR6kRLrf+PLtFNl6K1lfv5tqgASUnd9JVbffZ9r66r10M7fXLj4oSgu9fxHoAUef3uPN6fLSKrEAJNdznmtZXMP0QipvzpzMNZWTl3tDI9PHaOvGnYpWN7dfDyhPHb+ggf2G2HEGeuVeuG7KEpMRBVleGtH6tduUljpa+Xl3dLf5sQpuFCltxEiLyFokO9ykikBUq1duVmJcqq5eLFRz0yM9evhSp09eUpeveurCuRvt/kig6CGJwsTMZrtj+wF179ZLRYVBC3zgzyMKDExoLhGxAI+7Hkji4wtVNpnJi7+Sjj1bNu/R0LgRBt5Q0M20ccGbNg3oN0iH9p02SF65fEtJCSnKPV9gwRuUGb5M78/0yhSgjR87WRtXb7fotgGSYVpR970SElIM2OOyZypn4lzNmr5Y8+es0vJlG5R7/oZqIgRdHmvNqi1aMHe5dTMn6s3Pxc93+OAZ/fad32rRgpUWocbEtiYV1jTXlSUCzIaGp4qPG66tm/ebaU3wCxO+orxRq1duUcntGlNfwbImTZ44Uwf2njQfJLmOA/rHa+PGPdZ2DEhanXXjC+3fd0br1uyKRahfavfOk+rXO07Llm6wyp0b1yu1dMkm/f1/fai4uESVldab73PDhj1KSc6MzXuhYzfmLsO+IuretY9u3awy9UuAJDlxpM6fu2UAy78eVmbGeJUW17mabystxPf5QFs3HtDl3Ns2BoImvvw81MsDPuqqUYvV4fuKi0vSkSO57WDmvb7yBmCz6COJvxJwAlLMZutB2fJKTc0vDV6Ap94mIbrAD/5GarTxYZLGVFX12CAGpKim8WYvYARuwMyb13wGcP46fy0lhbRFq0E1VtKG7oEtjpEG5CEJfLmH5wFGtnzmXa/Dl+e7HpNE0h+qpLTVyghRjN7UBoQRVCYzZML0nfzOFsdtUFgtI3Bf2kwarmE1MDws6kbI0iuSRdAHSPqFuY3PEiXp1SRKEWiyOEffSSDpoYif0lRntbuXyHYk8tJFuhv+pUg1KUc/6o1uphzT9eU7Ker6+wx99W6awbLb7zMMkF1/l6Ev3xmhzv93hnZtPGWJ5JFKlwtZFXSQBITA0qtLPpvP8jVIcs5D0oInVc2aPnm25s5cZA0sli5ZpayMMWpuuG/PMhhXNer4kbNKGJKiuhrnVzx1Mld9vxmo61eKLLXnzMnLpgZ2bTuopnom57XYvO1wsF5FN8vbze6b+WXq2ztOh/edVH0NZm+dgjTCqGhQ0rAMLZy3ytQiQRf8jkAS9edVFXAqK4loSs4MCzQsnL9CO7Yf0p1bIUtgpst2bZS/ym2qqGhS716DdOrYZTOziWi71J0HmjpllmZMmWfPx88JjKzHYu0j9e83UPt2HbdodsGNMqWPGKXLubcs+ZvvwkI9+iAQ340gz4RxMUg2ft/eNswlkj/W8OR0rV+zRY8e/GJdyO+2uNncrQwOA+6UUdY/0ratBzRxwlRT0i6a/kSV5Y2aMnmu3n//Yy1ZtMYi1LUx/yNgREUyeoHWZZTk7dl1XH37DtaZU3k2SqK0OKJF81dq8IChul1YZelKVZWtmjZ5prZs3K22lpeWLH1w31n16ztE69fvUtGtalOeZ07lq9c3/bVs0QaDJGYv1+/ZcVwjho+2xO+xY6a7VKCZyzVtykIV36m1AMypk9c1KnNSewMIB6JnIg9z9Yrtqgk/MBVIjiO5hyV3GgxkAO3ixTuip6VXgFTq1MR+RhLJWSjIGVMXa98+5mU/NVVLpH37tiOWRnT9etDAhynM8pAEhr7uGnXL96L65+F9apZfismKrHpqzVteWQVOJMq8mGeqiQIe2ow9MjM9TIu0mDoEZsCyueWndpMYFccxlgemV3xAz0zw2PRFXAFAkvSgqsh3BlOqdICeU4hP7DleSbLluTyHxXUc41p6S1JfTUdyV2ftTGu6kaMGgSFbPyAMeHKM0bMNjT/b8dq6l6qlRRqzsgFfABP412Fj3EuKkTvmgj+AERACSxZgBJJc4wM+QBBfKCAkMBOxihqCSS+s2sdX2Vi0m6a8dT+rto7xDW8nqfO7I/T1exlCMX76VrI6dUiy/W6/z1IXciR/m6aufx6pEweuqjHaoihJ4+Q1vpYgjkJkAcfXlaTlPsaSyU1R0uUn3KBbBQEN6DNYe3YcUH5ekdat3aCe3XqaiqyNxNJ0Qo06sO+4kodlWAUNvsVzZy4rflCSCq47c3vdmq0akTxajXW08UfxkebTasEaTGzUZn30njZv3qUPPvhEI4aPUnpqtltp2RqXPV0Txs3Qob0nLKCDue0j3F69cQx44tOrLK/TmdN5Wr92u6ZOmaNBg+K1acMegxXwwgQPBhqsMcDFs9et+W7EwNtgymzxohXKSh9t5j2AA3Soropggz777Evt2HrI1CLBnuysSbp8sdCuAY5cS5WM/14AtqnhkWZOn6OpE2eqtYmmFPdFTqQvSdy2aZ+5MioDTWq1dl/3LLBSWdGgjIxxKrwZslShG9fK1K9fnKltgB4sq9eMaQs0MnOCpdNMGj9dxbej5pe828rIAvxGQBIIUG9Nq7hvtWv7ESUOTTeFBsxyxs9QUUHIVC5+VP6ILJi3XNs2HzDoocbo8XjuTL6mTpmv1JQxSk0dq7HZ07RrxxELzkQigBi4v7T8wmApAb07yrtcqppYX0Xaj5HbSJ9I/J+BksZYeg4t0BhDwS/eI7U1vzKlSoJ3dehh+2Atbw4za4aKH8DmlF/MlI6VRpqPs+axTp+4rsz0HGVnT9fChWuVM2m2EodmiDzI+nruIUrr5mADR1OLTS91v40BVORfvjTYudEO/OICHtJ1UG34AalPBnQoOFTht/aZY3TqCVWSekW3djey1gPLQe2xSsta7d66egdKQAoYUYBcy3WmOqOoUgc4DzvOA9Ty4P1289zDkK3B1DqTO0jyXJ7PM1GQKEKCN8ybwdwOh5057U1qzG4UJLDEPwkgqc6h8QQR7vpa/IHk3NL780dTloCNFCLAhznNfYDRBXKcXxJV6fyMLtjDOa4hIu67/XgfJsc4B0RRjAR0iGqTGlTL7G4a/uKzrHmpNz59K0Gd301Rpw7D9XGHRH30ZoJBsmOHJH3xzgh1/V2WBW26/220Lp4uVH2kWVUBZ2Kj9lCIXjl689tvfZI44ASgwA8zuz7aqn27DuuLTl8rYXCSMlJGKSFuqDp/9oUunstTUz1TCYFbm3buOKCkhDS1NH5rx86cvKjhiekGWXyjc+Ys1vgxU/WgjfGUbn42vkXuZeGPZDtjxnylpY4x85FUm3NnrpuJjVIrKgiqCuVoTSeosvGBHJfqAzRv3azQ7l2Uf5GfRmL2A0vX2b5tv77+uqfte5UHZDDrMOXpKYkK5RhQI6pLNPf40YtqbabhgstVXLx4td5++11t27rfSgWJnI/PnqaL5wsMwDyDa1nA0ieCc/zwoTPq1a23KsrrdOVykS6cu2nVOKjJqopWTRo3TQlxw3XqxFWVldZZSgs+2cQhqaY8gVd97SMd3H9WqSNGWaJ0UmKmskdP063CkPKuFGvmtAVmYjbWfRdrOIs5+Nj8gC4VyNU2E8XOu1KqgwfPWXCmvKShPSWJ5ri4A0qL64XZjY8yXMGYC9TR96oINOvihSKdO1ugwoKIA16sftt6R9q8HJoJt9kIWFQdAQ5UGSYvfkaix9ZUI9aph3ZqLEoKrbVarA0aUMSfCQx98MTv0x4NyOGnfHDvF0siJxBDlNzSjqKPdb/1lfKvVWjX9uMWgNu8cZ8KboTMTAeOLK8gCdiwz9Y/F2jyHfy2muYWtfgMH9kWsxsgAkyOsdivDD1QFLUZM93rG6ioedqu6AAdjXBDBKdoFdfgGlwAMQDpQYi6ZJ/jbAEcWxYQxGfJNZxHJQJNtkCSrVeObIGtv76WqYt1NMp1kWzSg4Ahy0PSzOrYDG5gZ0CtfqYGZmfXvpLNu6lFEbr53JYeZLXbThmWlj5QRcWTmO/xhW3pZo4PEp8i4AOWKEIzn+tis7prfzLzOhrxKUOxoI91/nEdyU1NVr9QOQoXJRp5oTc+6TDMTO1P3xquDzoM0Ucdhurzt1MEJFGQX72bri+YdfPJBF0+d1uRkINioCTc7mdEOQJGFCJ+RMAJGF+HJMf8+WCgWlMnz9LKpevNJC68UaK8yzc0MnOMli5abaoQSOJPXLd2i1KSMtVQe99M56NHTittxCi7rybcrCWLV2nIoETzRaIcAWRttE0F+cU6d+aKjVatq2nT7FkLNSpzglBQRHjr6qgHfqhI5K4IpgTLal1vScbHxvyQ5CoCN0BUWFCuQQMTtH3rfuuMA0h51+ULhfri8x5CieEnBJSoq6Rh6Vowd4XKS6K6VVDeHrwBXLt2HFa3Lj0tQXnPnuOaM3u5BvUfpo7/6Kgd2w4YgAsLg8qZMEsXzuUbJDG1UZBA0rsBUK68M1jWoPHZk9Wr50DFx6Vp766T7X0kiXSTZL5jywFlpmVrYP9hihuQpIVzVur2zar2xhfWBKPhO4PopdxbFuSg4QNJ4iSNB8rqDXCWf1n3nUtxqXscS/FxIHKRbteph+obTHL8eYyKBYRVoVbrCBStfhRr5fbMAGojX0nVAXAhNxyMqDVgYhGkAYA05wVSfhHYoYEF19p+bBYOlT18F+7lHsxn7gGKPvABxPwALfY5B7QALguoechhMkes+e0zAy3PJUAENNn33Y5Qse3dg2pd41wADBhZHog+ys17eDbvx2/KeYBH/bbfss8CmCSL2x8E63HpemECwYrK++2QdPDCN4gydeoR09ipvAcGN+BXXNJiStFDDziiHDGzPSSBql881wOTe7zpzn0cLy27a9+BfXtmlZtnA+gwjwnmODP5pUERMBLptsBNJZVjr1RZ/lDz5m7UqVPFds6b5C4K/l1Mof5oEER5NjYyextVSTDmWXvjC8xtVGWk+oWpQpQnAKXWO8os72rXe5J9zGm2NnM71jItUvOjKuiGHnqqiqpneqNTh0R90iFRn3cYrk5vJakT5vbbw+0YlTbkSpL+M/DLKcq7VGLVNsAP6KEKPRBRk94vyTHA6SHpTW6Ooyh37zqoESmZFmjxOYwAcdniNYofnGyRaPNbhpu0YukaGxpPizNaou3dc1gjM8c7JVnRpPNn8tS31wAdP3pGd1v5Hxvo3dT4cdM0a8Zig2RDHZUkherydTft3H5YkYgzqWmweym3UP37JWrn1sMGSeBHoCYYqG9fRLgB597dJ9StSy/Nnb1Yx45e0NHDFzQyc5LGjprebgKj8vBNHj2Sq25de2vcuOlKTx2tMyevGuDMxK55aKlHQHR05mQtXrDOfJurlm3RlUtFBklSkVB+JXciBknMbO+T5B0sciDN9KbZbbBZ587c0PW8Mmt+gbnNCle02tZUX6hFZXdwh9QqQjOKGLzYugqd79oTskn1YaESgT77mMpEt8l9rCKKXoOSpDyRyhvScVzHHuABJLmPRR/LCM17bSbN965BsJVOug7igJfmuZEwdfEucg3UeA7PNxM3VjnDezgOpFjeT+i3fAffFxJwAkmup9OPhx9bQAXAWBZhjnUAdw143XwdzrlAi5tJA6R4Fu/gO/F8268B1kAMlwP5oMz2drOzASDwBbgehgY6gi8hB26O8y6uo5ltebDNwIh6DJTfNRVpsKQ7Dz5OqwunGYUDKurSB1S84mOLqgOQ7AMugAcEgaE3patj/kXAWBZoMyXJNYCU64Gee5bzbaIYPQi5HvjybLd17zFI0liD8RCRZwYyTGXACCx9+k9ZGc2aXf02EW+uHzwoTZu3nGwHalU17gD8mi/sOaQCAUDgi3+R9mneN4l6BJAA0YORz/44pjMmtFXekCxe/7MtC+ZYMrq7t4Kk9SrG2v5L9Y2/6A0UY8e3kvTp28n69B1AmaxP3koy07vzu+lWt/31H1OVMWChCm6QgtDQHn0GeihIYOiByDF/3EMRMJKfWFvdovLisGZMn6/M9HHmQ6wmybuKVmN3dfTwWQ0emGBVPcCTNXf2Ik2ZMNPUIUqRBGhabVH5QwPdhmibVq/cqG+699aqVZu0ceNOZaWP14xpCxWpaomV8rVaH0ng3KNbHy1asEKkw2zfckhZ6ZM0a9pSBYqJwDdZ1NlFs39tcAGcGuvc2NWbN8qVM3GO+dxSkrO1ZtV2gylqE2CxMKu559LFW1q7eofyrhTZ96A2GxOb895sRg0CTu73z7AxDLHOPMDQQBhr/OtVJMdQra9/rggwpjZWQsmYiuoHBkjSgjB1GXPgoem7BXGO/apQm20ryptdvmWs6zjBGSLQwCnMNRHGK9DVxyk+AjccB1hOzbnrUZGAmeUVJsBrbHhqyhQokkrDd6Qahug4qT4sAOmVIO8lOAKMuB8Q+WMeVP487zdTPOpamnEP13OMMj6UGooOfyD7wNHDC1BxzkGSprz3FQy0GCQNqFUPhQLmWTyXn5fvQbSZaYVeEaJOeZYD3yODdHkZWQwudQdAsng/6tUDmj80PJskcUDLnPEqoPiaL5IKmgh5iwC35jsVFVJmGrRxEDynqf6FamLmsQcX8AJypAUBTMCH+jOQxWZ2U7Ptr+NazvvPAJH7SstatHTZDt0srDNIcpzv09j4o2pomlH73DqUM0yMJHOez7uAYnPzP0UwBtgBS9QjgCSwg1nOYqBY3tWwunbpr4mT5mvr1pO6cCHYHvkGhKTukHt57VpYa9bu14yZq7Rm7T7lXq50wZ+Gf1n+pAej908SxDH/JcCsRVX+ovqGf9qqa/hFVRFcG6RLOVUJIDlPnXdd/S9645M3E/RpzP+IkqSRRae3U/RRhwTzSZIn2f1PozQ+ZbVu5lcqik+ysl6V5VGR5+hTfVCLLPyOmNXA08OSQV8oQ+quz5++Yqbogb0nflWMVnvdqOvXbisjdaRFoIlUY3JPmzJH82csNr8iwRkgOW3yHAWKI9b/sQ7/Y+19nTh63szJieNm6tC+k6rDH1nVapFqoIcarK//VgXXyjQ9Z65Sh2drVEaODu497ZrsVhHVpqtQswENCAEgv2UULJABKKT8oOwc3BwYMXu5lsVzXk8gB4gegtwD3PhMkIdreY9P6cG85xnc4yHo4cn17HMceHINkOUzC7OaGm2uIb0oFCQ5n6bE+PAwGZ16xATnM93Ly0sbbOZMTTXfB/8p+XyoVgdCfnkBDVBgSJdTjvSSdOqRX2z6GwIofy3wQEHSaBdTnfsBn5uECFTdv6Mb7frE5Ry+Zr56FclzWB6QXlV6+LH153k/0LTo82sjYIEdJY2hSny6bsyCBxYgY590HBZ+TYBI5x6uJ5ncxsES/DCTnAT5+/az8l5+3vIAgMRH/NzgBSxRhDwXmFWHUfy4YRwkgaNXjUDSuQBQs27gWSTiOiXNnr1Et27VqDKMqntg/kjAZNUu0e914GCukpOyNGIEZYJLdPYMfRMf2VRDQMe1Tc1MQHQNLlCagIvGuVXhxwZB0oiqKvlv5SpyABx131znoeqCMs91p7hBK1buVRCXRazKprikyY5XVT/W5SsB7dl7TsdP5MeUsEs6B7B518LatPmYSkvbTAESzSb959ixm1q/8bC5Cwpv1WvkyBn66KPO+vOfP1S/PsO0Z89FSzZHgaIaUYinT99Rr16DNGjQcE3KWayUlEmKTxij/YfyTJWSSwkkUZ5sLTBDlU6Va62GkozW/WiVND4wU1P3c3uQpobpjc3/aZDEDLfADT5J1CS+yI/ejDcz+4M38U0O0xfvpurrP2apx9/HakL6ahUXVRvsaEUWLKtRWXFY5aUs55N0itFFr73pHY51//HgPLDnqEZljG8vKaTOGoCGK2gj1qT9e47ozIlctTbRQfuuTh67oPOnrpjqrI3c1c0bZbp49poN6KqtalN95L6Yc91QSwdsOukQzeR/UJcY7nMcXTDmnjNdG544FWrzbu67QV+x9mTACsh4fx/wAVwAiuUhhhr0APX7HlZcx3NYwIwgi1eE/hoPYJ7nr+Uc9wI/1uv38A7O8714L9+R89wLaHkOz3R5mfx7OhABdRaKDZOaBSwxfQElqyEKuPH5uka6XIOZiq/NKzuAxCgGjvu6bWDG51ClG/nqYYip7YM65YFG55d8zRQ3cDIaovY7K00kas29QA7/I1uAyLuBkd9ny3Uc4xq2wNvv+2fwXTlWZ12JyBzgjyT/frFE7JgZDaBQdb8Gf1zzXa8KveoDegCV43wn4OgX3wF1bE19Y6Y1171+r38P0GShPivK+SPuBoDx/HDIdXGnae/f//YP/eMfnax1GknjBGB8cIYgSUlxk/r1HapJE+fo9Nlbmjp9pYYlZOnSpWKDH2ACbkDS7wNL/Ip1+AxDjyzYAiTZb6h/qaZmFN9Pamh4JoJI9bgLGqjUcf5HZuhcvRrS1u0nVR7ABfDEhnjNnbdO8+evtYYXycmjlZqeo5lzVinvWtCCRyjSTZuPq1evJBUXt5qpjanMOIfVKw4obmiGQZUAT1X1U23edFxJSaOVnx+yJHdMc66nLhzoDew/QpMmzjeTu7Xtv/Tg4f+jRQu3KzF5gk6dKVIwSJzBTVgMxyYqemiiEKuq6dJOMMptQ0S3CdBU/2ALcNbUvlIVs7/xX0Zf6Y0v3knR528PV8e3EvXJW8NsH0B2fHu4JZB3/3O2uv89W2PTVqjMTNI668hDcjaJ3ECQfcxposuA7fUOPA6Av5YFBksjupVfZtDjHs6byozVWpPGg+mNqe1yHmk44Z5ZXdmohpp7rvaauupQk0WlreVZFX/RUWWupJCyQkDJFn8iy4Ou2lJ1AJ8DVCj439Xb64ACPh5sAIpnACeOcY59tvgw2QdUry+AxnEPVK/8gBv7LA9JQOgBzT3+vMEvBmq+mwejfxbv9u800FaQRXDfygA9IAGghyLKkmWqGH8kpmzMJI8CzhoHJoMgSjSmnlCMnAdWQILt6xBjn+OYv0DKAQWfpjOZzZw0cxoAotRR2PwBedz+PN7Jc/1CBXLML57v4cm+U7JuPjaQRFGyLQ+0xAId31mzXUAFjMxUjZnWqEbgx7iCWTOW6ty5Akv05himN1uv/ABfqII/vKhEoOm6C/F+0p/4vpUV7PM+pxCBIKqRksFAKa4fGl043yPnULYeK3gbQQAAIABJREFUmpEqUmXua8jgJGVn5yhrZI7OnrtlMAN4LiDjmlZs23pUo0flWDCnoQHF9ESTJi1QZmaOqX1McpSgr7zBv+hU5HMtnL9Ru3Yc1/x5q5U0LFPpqTnatOWEjXrYu++M4hPSlJg4WsOHT9TadfsUCt93AaDoU+3eeU59+iSq6FaNAXXzpmP6t//5N6WmjtG588UKBO+psDCqCRMWavqspSq8FbF+k5evBtX56/66cqVcNTTDqH6qpqaftW/3JX32RU9dvVqhaITgzi8qLGhQ3z7J2rf3nEpLW6wqxyeaX8urVreuA3X63B0V3mrSzaI6FRbV6dKlSn39dR9NyJljQ8cwrUtLH7ZDD7MbFVoWYHbPU6EWLVjTwDREoOgUIwoT5VgV+cGi2uyHa17ojU5vJ6pjh0R9il+yQ5I+75CsD96M1wcd4vX5e6n6/L0R+uT3w5Uzcp2CZcAQHyRJ5HXWmYfcRaBox2IzZoAeqTfAk/OYzb5+mnQcGuX6Z3At57keKLL1kOQ4xzx03TWtrllulbuWHEi6itdG+MvsAiwAEeUIBMvLas18RlFSSWOmaEWjmeEkjfOZZG+A83rSN1DzEAJAwMerNw8k4Mg1mNZsgZcHKvtcz3NYr+8DOq7jORz3514HI8f8Nf65HpC8l++K6c6zOe/Vq3MZkFBP89z7qiwnS8B1HPdwZIsZ7lUl5ZT4KoEoYxsI5AAaRi4A11CwVbU2kdBNZ3TqkfGwqErUp1Oc3vwFkEDNg5TzPA+goEaBKddwzN/jweePc45j3MMUQ2/O8z6AxDnewXme58sUuY597v9vSq0S94SreAFMAAsAGjRrnykpMUvLlm2yzt3c52HKNfgZK1F+IdqnYS4/UVUlqtIpW/89+E5NTS/svUCVe1Gp3P+6uvRw9BFv/322bj6kHt37KO96udWx79t3TjWW3kOAxpnQjY0vtHb1Lk2bOl9RoBshFeaZ9u87ry5d+9vMmsbXAIlp7P2LTU0/KiV5gv7y5/eVkUb9+Elt3HjI5tCkJI/RgH7x2rhhn65eLtfePReUnDJBS5dvN3OffM28KxXq2mWQrl8L6n7bLzp1okAfftjZzOy2Nkawuvrus2fvKCEpW0cOXzYlij+zS7fB2rX7lDX1DYdI0/lOe3de1F/++rG27jhhNdMEZGprflTf3sO1Yf0BCyQBSB8dB5Kfduyujh2/UpeuA9Wvf5L69k3S8KRsZY2aotOnb1luJjAMlJNj+pMFZgyE0VcKkldJYKfxn6ozn6NrYAEwuZYoOdeEqp8bZEtKH6qSzuSfdEjQx7H14W9cCtAHbw4V68vfp6njO8n68J2hmjpmgyk+fJHltEKrbDAlaUqQWdiVjaLfI/D0CtEDErgBPI6z5V7uQ3W+/hmoOvX4q5LkXn+/pfjQ0Qe/YU2bgZeot41jiJnrAJIcRraAkcoZfJMcw9/ogPhrizQg87opC4CAE1sPOmDGPlDiWoDkj7Hls4cjvkpgxv1cD/h4p1egwM/P1PbP9yB9/Vnc70HpYc1nD2PewT6LZ7PlPM+gkicSdt/L+1FRjewDTfYxuYEnx9i3z7Hpi4wMAF74yYCph2xxUY0qAi0GOvyTXtUZHBqfWfdwIMVnIAW82OdZqEv/GcgBNxY+RI4DPwDJtaybBSGdOX3D3sFnD03/Tq8sPYxJ++E6/13sObEUGw9LwGgqkeqURlpzuYgz3bsn58zXzJmL1db6S7viRPX5ewAecGtr/cmS0xupMW/4vv2d7nu0WXDzxImrOnv2hvbtPWWzn8tKsD4clP1zGLXAbGyqXSKUFVY/smyI7dsOqqLyriaMm6XNWw9bN/Z6GvbWAsmnamn5USuX7VDOpLnmR6UckuDO5Stl6tZtgA4fuijUJWAEkCxUKIuKnKlTlunTz75W7uXb1jw3UvNYa9bs1X/8+/vaufO4q8SJ+Sa3bjulgYMzVFLSbGqyrLRFvXsl6fBhcnx/VP71iPr2S9ahw1fsPqLiKNbS0rsaFJepJcu2Khz6Vvgsk5LGatGSDQpVuLnd9K88c+q2/vQfH2jGzOUGSR84GZ6co+XLtlswBkj6VR54oK7dhmrZit3KL2jQ7eJm3bzZoLLSexYEAqbkOYbDP6i6hpJJGnK8FNFqQEg0G5M7WveT5UByLFBG5dJLOx6s/E419T8pUuegyfchbegNAIkv8oM34/RRhyH6GN9khwSD46fvptj2o3cTNH/qDjOBMa+BnVeQYczkYL2NeQ3HAIlK9OeBIPDzapDjXj2y5bOH5+v3cJ9Xlk5BuhEMHOc+D1oHUX7xUXEkbOOrAxYoNQIav1bQAE1vfvtrvMrDNGcfJQYI2XqIsQU+r0OLzywCOmwBIaAEXoCRfe4DXhwjqs3zuda905nm7HMt7/TQ8+Bjlg3neB7P4lpMa7YsrmM2eEXs3XzmOqDJ1kBLNLqKQE6LARIoohQBH8oRX2VV5T1dOFdgEf9tWw5o5/YjNuvFGt62T1x8bJ12dmw7bAGYstJGAwTwA4x+AUCgx2cgCNzY5xj7nGfLAorc78EH2IANQNm8eb8S4ofbOf88rue8N+fpAcm5aqY7xvyYPJ+8SRrpEsVGwQFGItAXzt3W9bxKl6geU5NEs1saf9TixZuUmjbammIATyCKOY6JDtj4jPKzaHagxaDuvzfvvHqlTMOTs9S1a3/FxY1Q375D9Y8PP1FSYobClbgwXF4joOXno4MPfRyBHOBdsnijNQWuCLUpHH6gmdMWa/GyTaoMtelGflhlgRZTZU1NL7Vx/QHzRzbGvh/dzTFthw5N08oV21RL4nisAgZoUYcNLOsaXmj9ukMaMChZly4Xm88wUvNIx49fU9zgFF2igqmGrjlU+DzRjfyINdA9eDBXLmn9e2Vnz9GKVbtMcVeFvtXAQanas/9MzH/51HIsQ6FHysqarnHj54oJiaQiMbArISFTt2/VqCL40FqtXThfqj/84c9KTMpUoJzUpCeWdrNk8W6NnzhPwSD/bX+FJEnlCUPHasq0lSoLPFSYnpNVP1jZIfmSp0/f1o0bUWtOASQryXWs+M6eCyCBIr5HoEn0GgCy5Zz3U/KZwE1twz/t+eaT/LDDYH1IErkFa+L1UYd4vf8/4tTpneHq/McMffrecH36xxQtmrVbtTWtCscGdAFCD0MPPmBIQKeyJKJoTD0CNfyLQM1D0EOOcyyvFoEl13E917DYx0T3z/DmN/fxPNQoarIOcxsznzG0lc7fCCBRjx6Mfp/PDiZONbLPOVQnTXCBi1dygBFIeTCZWquilC4WWLE0Gwc6r+SAFc8BnDwbAAJKngEk2S8sqDAzva6WeTX0EKQTTJPlWJYHarVl0x5dySVn0qlR/z2AN9/Hg/PQ/pPatmW/Qf112DqAA/F77aY0YMTUBozsA0+68syduUz9+wxRVka2dc+ZOH6a+vaNU2ZGtopvMyv9nu63/aT09NFas2qbQZJINXBgAUG2gI/jqDoPQgIr5FMCQIAGWAyEMdXHcX8/50k+x0e4ceNe9fymn41VvV3EOGIHVq4HiJj/t4siWrNmuxYvoq3aCeVeoAO6iyz7dB5yFm/eqNLo0VPVp/cQDRqUoqHxGTb3pqy0KRbx/knr1+y1DkDNzcxvfmw+zcu5paqMpQ4BNnyLmM507OHn8KCnEW5yUqYm58wTncSBK6b45Elz1aNHP0WjmPe0S3NmPA0uiKRXlN+zlKOC62F98H5HTZkyX7t2ntDKFVs1oF+Cunbto/SMSUpKGa2LucVmzt5t+0W7dp1WWuo43Smqs2fwM+cXVGv0qKmaM2u5KUma3QJGzHRAaZCsf6GD+y+r5zdDdPrUDVVW4bd7qPz8sOLjM7X/wAXV1JCXSLnhU5WXP1D22LlasmSLfNehpct3auz4edZajr6Tg+IztWwlqu+xIhEaSTxWYyPQ3674hFG6mhdWfeNPys0Nqnv3OB3cf8EaEJM6dOp0of7wh7+qe4++Ki5ptHpv+k+eOlGkHt3jdf58WXuVTjRC1sFPunihTL37JGn9hqMqKOAeBo79p86fK9VHH32l02duWwkiipHlIRmJvjQQetPbq1ZUY6CS+nMqj0iEdwqUjkF1jb8YQN94/zeD9P6bg/ShQXKoAfP938Tpk3eS9cV7qer0brI6/ylDG1YcN2XHrBlA6X2KgIp9AMkKldepjvzE10AH7ADg/x+qHAd6HqR89sAElpzz518/xzV85j5GMkRRjaT5MGK2otF12IltA6XAqiHmj3Qdxx0kKTn8tW8kAHPmuYtkAzeOocrwa9I9/GZ+QNfyinX50i0r1SPaD2gAD0BE5XlQ4qf0qhGgAUqLcgPFqjaNSBmlfXtO2TGuY441kCS/MP96QJ983ElZmePVWE9U1UW0+U5cyzsA4rW8UnXu3FWD+g62skhSk2iRVh3GhHZpPwDR50byPVGSqErgyXbdmp2KGzhMZYE63b//Sk2NT9XU+kxl5XXKzMzWls171dr43PyCo0ZNsAl+gND7Ij0oUJbADoC13X1lAPGVMEDRzOpqFxDygME0NuDFFCL7mPGbNx1UUlKG/vSnv2jUmBytXrXdrvPgRUnSCzIxPkUD+8VrfPZMa1wcF5di/6YAiqRrVFtj7TMNT85URvpYa+cGiE8cv6ZBA5O1ePFGq5BpqPtBRw9dcZBseaXS0npNnTxHmeljdbsw2u5j9KqUAA35owCbPw5rV+1Qz559xcgHZ0Ljlnmuwwdy9dnnXVVKECmCJeE6Armphrh/uO6Zzp8p0tgxM5QyPFvJSSM1ceJcJSWONB/h7t2ndPlKUJjF5luMPtWRI1c1ND5NeXnlYq4NkCy6Xacxo6da41/M7Qozc11Ntje5UYfX8/Ar9teRo5dVGmhVuOqhAuUtGhKfqXUb94p5NUCSSHNp2T3NnLFG06YtNvXb0vKzDhy6omHDRqsieE9td3/RiPQpmj5rhc3HISBTXcV4iJ905NA19RuQqiNH6TT13JTiuHHzNGr0LGvSce/eP7Vh3QF1/PgrC7qcOn1DkarvFKl9LnyWaak5mjRlqfbvu6gVK3aouOSuq7Bp/FF7ducqfshoTZzIyIvdWr50h/r0itf06cvNJ0knclQjypRADeDDBwkgUY+Y1z6a7SPeXM8+8OQ6FGWUap7qH/TGB28OMlMbSH7wmzi9/5sBzvR+K0Gf/m6EOr2TrK//OlI71p+xdmWu6a6LZgNFD0gi3eyjJDHBSRIHdMCMLTDl+tfVpAcd0EMpeijafbEkc3IruY5nA1qufd2XyfOaGgGQM1dRg4DRq0nf9gwfJcrS+yjvFFVq1cqNBqvkxHSNGT3RzT+JmbZADUjS2oxmryS/jx5JQ4MpGj9+qnImz7GekB6SgBB4+fu8mYyPkmOAjmPA6/SpK3rn7bc1c9pCa3gLiDnHPOv6um9162ZIX3Xuoj//6a/WTAMfJs/wcKQZbrC8UdRXd+3STfGDEqw0kdxE0nOsjLCk3nIgASNmNXBk8ZlFIjdjabNH52jC+Ol6/PhfitoYWIY4YdbeF+k7ZaUNNieH2mqmA07JmWNqD+gRICGoArQAGPte6YVCbVq5YotSU7KVkjTKWpDt3XvKUoN8pQ6QBJg++ALA+P4njl/Vpg379P7f/6HjRy8LpeYHZvEe3j0ieaSm5cy1ZhLMhWFOzImjV9Tt62907MglG4Fwt+UnnT1z08pJCwuY6/PMfH/MtQ6Vt6lvnyGm3MiRvJpbpgH9h+pGQaVSUkZqzJjJ5udjBrUPvHA/QEJRVgHE6GPxx2HyhNnKmThLLU2v2qPhgLDgRlidv+hq3dSbG+k64yH52FwAqEsPzsbGH6wTUGPjc7XefaXTZwvMfM8vqLL0HADJom77al65+vcfpp07TprqRaGWlDYZJOfOXm7jY71PEiXJvksgp8b9mXr2GKLtO09YQIZyRzoKDR6cobkLVqs8eE+R6DNVVD5SLXOtNx7RREzfwF3V1/+gq1cq1bP3MF3PD6ul+UeD1Ij0icrPrxLja/mZUKNlJS3q0ztJa1fvt4i25UteCSpx6BiNHTtHq1bs0Kcdv9bKpVs0ZdJS7dl73sZBkAfK/QU3ajRj+kqNzJxsCeNh62hOWs4LM8kD5Y904MA1LQeSy3bq7NlStbT+lxqb/o+YS+NBCOzMt9jgTGuACfgwxVmAESj643yO1Lrot6/IeQPz2kzs3wwWwHz/TczveH30toPkB+8MU+/PJurgXnIVm60zuZnUZVHzRTJzBogBT+DGAoZeEaL2WBzzsPTXATgPRt+MwlRiGDXXYNHqIGCNPdNDlXzMDeu22ciDQQPibY7z0cPnFI6NWwCEQJKthyKBG44BSppHZGROsJLC7dsPa9/eE5o3Z4kNkLp0rkC1r42NZchURvoYnTxxyeqoL18qtCl5+TfKdauAuTv31dxAsIZfADfFkO7jBr1QS3uOJEoT6FILTR15r+49NbBfnJoaSMImPYTkbdJqaKYRspEMA/oP0sRxUxUqd6lGNX4oWfVD7dh+xJrp0mIufvAwMbKVckhUHmBjxCnJ4Ryn7A8woh4BpYtiuxnVZ07mqV/PgdYd6fzZAtEK7W4L/zPi+H+segIujEmo43sv0cTxM63pxYZ1uwx8ixautfcBSpQk4AN2y5ZssMYkG9bu1u6dx7Rhww7rG7ln9/H2ahUU5q8Lc50+lk/VzETC6GN93ulLlZc2GhSpQsGMp7yQOdufdvpC+deDAmLk7aGoGDS2YtkGjR0z2fyR9KXcvvWw/SFgLAK+RhawIvAwLnuacnJmWyAKiP71rx/qyy+72bygYDnTHZlR7apnvKmMKc4z8McBHHyUdJGaNnWOdSHivFvf6WZBtbp362MpN/W1rgyS56Aqy8vaFAzg13b12PwcNKWoJMWp+qGuX69UQsIInThxzcbDUjYI7Ooa+AW/p0EDR2j+vPWm8Bg9UXgrqsRhmVq1aodqAFWs2w/pQwCS0a90GiJRfsiQDC1eutnKHSmBBH6Z6VM0bvwsFVuQhrxMItWvtHP3BWVkTBbjJJiDEyhtVe/eyTbXmyYb58/d1oCBI3TmbKFClY8UjdL4FuvnsZYv362LF0pVW/NMpSWMQ35izYZzJizQmJEztGbVLlVWPNCtW426c6fZ/KGUMdIhqKnxZ1OlJcWtqom+sFQgG/VQ9SvYGpr+Zeaw8yuiEF8pFHYmNorRygob/mmRbsAICAGjD9Swb3CMBXiAJZCkbpvgDs9gvfHhm4PbIYmZbUnlBHPeGmom9ye/H6F+X03WkYN5ouktag5IVpQw7Mv5EA1ssSAMIPOQ9IBkyzVsOc8CigCS45byU0PKToMtej2yQgR1GL0Qi4jbM6pbbJgT814YTXDqxCUtX7zW5qucPXPNIOhhiJ8RE5rl04LYnzdvpY26LL3DuNOHlliNmktOTNXKpZvV1EgHF6cKmdi3YO5S1dYCQ35BiE4DRdJAXCpNuMKZr8AHGNFo1qtD4IeK9CYzDTYojdy+ca/69x1ovRfrSGqvpboEUNzXzRtB+y5rlm9U/76DtWXDHhulwHnMcUYYDOw/VIcOntOJ45fUt/cABUobLPcQBRgsp7aa5GTM8vvmfyTdx2qk6YZOKaGl/OC/u6/reaVauXyz+dVogDtr5iIxsKuaPEaStgmmRL7V8iXrrTEH3b1zJszUvj0nlJE6RmNG5xgoafAALLmX5zAfmyFZrS3MVXmilau2qF+/wSopqTMg8h29iU4upWtz9liURgLzr7/sKmbicA7wojqJAl+7WqrPPv1SlZWukqXKGlc8sahzwY2gvvi8qyqDrbrb/NJat00YN818iwAKJYjZDCRXLNuq5KQM820yvvbzT782cA7sm6CDB87b7GwPSQI33AsAgaOHJtU2c2evUFJiuhobn5qP0cH4mS5dLtMnn3yptWvw57t78G2itujfSEdwgjrhSlLFuJcWXfR6fC4qb+IGDdfWbccsmTxc5brzkEyOj5M+mIyEBU4NDT/o2vWQen7TX+cvFLUrT/csN7qhvoG65adqaHiu6dOWKWfKQoXCdPvBjH2plcu2a+3avRYFp1oHyKL+Cm7W6OChS9aWjUg8CvnQ4WsW8UaBkxN64mSB1YTT/aehgdLJ7xUOPbI/BAxAC5TeU1kJKXTPzA1RXn5PRbcazQynjVpN1LVMo1yRCDXBI5rsAkWWb4ZBYrlresF1ro2ZmdQVlFLynd0xAFff5PyJ3qxGFQJHb1Z7FWnBnJgfkn2u4TnsA0gAbOY2qvF9U5KoygRZxY2H5O+Ga0CXHJ04esPyE4EkEASUQIvPQA/geVOaLUBEMXKca9n3kOS8v8cCMvgsYzAElGUl1fYZk93M9pjJzvtuFwXVt2+8Du4/ZQOrmP0SqmzQxAnTtGb1VgMicEQxEt1GQVpKTCwNCGV5/NglG/fqfYWk6mDqjhw5SRvW7rKRCPj/WOlpNHidooOHzmnjxl1asWyd3Vth41tdKg0KDUWJjw9QEvRh6qF/BoDEl4jJfOzYefXs1k+3b1Zo4oTJmj1jgY1nAG6Yy/V1j6yyibk1u7Ydsq5AvXr01ZXLxabAygMNykgbrczUMWppeq4jR85bt3QUKDXWgJHqDcxA/GV3m5n45wAJGOmygzIEQl75Yb4SMCkrrdXVK8Vau2arUOh0MmKoFd+NgV9bNu3Xf/zbX7R1y0GLumJaX88LqFuXb6zhRwPjDJqea/myjerTd7BKAw0qLKpWwc2Q8q6Xad/+k+rVq6/27Dmle3d/svfzHXgO7weSfHe6BmFW88fk4oVC20dxAkqU5q2CKn3W6UsFg7+m1gAwfKCFN8P6+ONPbeYOLoVD+89ZU+bbt5xv0VW7uHkwq1Zs0/CkLJvFfed2vbp1621+XnpF9u41WDu2HzMlGaIZbSxKDiBZRLw5Bizpbdm9a18dPnTJjgNJKmoWLlytd95+R/Pnr1FL00/mf3S5kaQgYZo/N78kz3FgJQvgqRrqCR48Vv9+CVq5cpslrwNnM42rmAuD1fGtpk9bqgEDUjR77mqlpY3T8OFZqqv/3tJxACQpOaT+ADtKDgEsY2ILblbr7LkiU64A0ZnkKNlfm1r4YA/nUKIenChTFG0Fox4YOxGr++bZLkj0VGUB/h9EUDxToLRNd4r4PUaRP7PGukA0EHigsrL7CoUY8fDA/KBAEkACw0DgoYqL26zeGzByjNpvFq3W+Byu/l7VBlTKDF+qppaZOy7w4iHnTWmAxz4wLSt/bGoRIGKKA1qOWzchqnIiPyhss8hf2rk3Pnl7mAVrSAECjrRLY3V8N1mf/y5VH72XrIReM3X+VKEbwUo+ZCwQgx/Sq0ZTea+l5wBPD1DOWSOLmJr08KQW255VUd9uXpNobiY8yeURyvpc8jnPoJ772NGzNqeE9mOou2iUtBjmPedo4/rdZraiJL2KJGH89c/4KFGTmMOoQpee852OH89Vz55DrEsO8CTwQoCFMaP9+sYrM228Zk9fqGlT5tq42KHxyTZPusaix05JAh6gVFfDL1Wrbb3ZDSgxubMyx2n61AU2iXDTxp0GI5QrEwYxt1GVgdI6TRibo03rdpkKyx49SSNHjrN0o03rtql3t94qKig3uBw+fF7duvQQbc0ACxUq+CQJLKDUqM92Ue17CpTg032gakw6otwkjMcqWLxiBFrm2ww2auWKTeratbsOHTxt41l37Timnj36Wf6kJZfXfWdd2YcNHWF/oKqsUcY9TZo0S3/60181eGCi/dsRVQY6/fsO04xpi1RaXGsNcXk/4APSgJJIMsEPTG0qcUhuprMR8OVaFg10wxVt6vJFV125XGKQMoCEyU1ts2MdO35u3c3v3/1RgZIG9e8dpyOHc80ERxkCONJuCIxNnjTbfI7Ftxv0TY++OniQsRIvtHfXGfXsMdBMZQAMDLnPbV0QxsOtLvJEO7ccV89vBgv3w6GD57Vg3kp16fKNBg9IsBnarU0/mYmOamSWDKY2ShJlhr+P57JIFaqrxU/2RFNzFmvLpiPmjzUFXE0PyIdmTjPNkIDTkSNXNG/uGq1cvl2lJU3tNdcGskp6Sr60RhSAzmAXZbSDqwcHeA5sLvrtK3N8XiXn2ecaD0S2dALiOCD1/k58iczLKS+/r0AAlwv9Ml3H81AFlU74c59YaSLNLPA7VlczFMwNBquoIDpOfTajFNxwMFQkMPRpQHQM4ryr5QaQlBk+M5DVN/6s2noUIMGZf5oiBH6A0Psg/b75HWteqq7+n6KrEM/gGNfRfzJCG7coDYrpJ/mD3nj/zTj93QI2cfqwQ4L+9j8G66O3EvTJO4n65J3h+vCdYUqLW6RbN8NWdgj4UIIsIAnkUIg+mOJNaM4DUH+9q4ZxqUAcw9eIevQmNkAEpDVU2GCSxyBZHW609xC4QXWW3K5Un179tWzxahvreu70Vc2etcgik4X55WYSA0jAiIJkxOmBfacsmIOyxC/oos73rZHukUOntHLlWnX56hvrME4+I2AjhYdnYKYbxJr4n5KIKR1+WjVj2hz17T3Y/JvMrvHtxlCU+NGIKtOVJxJyzSd4b3FRSJ99+pU2bdytG9dKtHXzHlNh589cMzXJdEH8k5jOI0dma9PaXWpqemZpON269tS8uQvVt0d/7d52SNEoQZpWnTlzTV992cUmLlLqR24jChLoACCULZAkiTwUq47x6TqAkbEI1B0zWbEu8mtrMprn0uRi7pwl5vtsaXqhQwcuqG+fQTGz3ik7ADdu7BSLBlO2SOR33LgpSh+RZTNxGAJGYMYpRvIpXckiitd/T1Qi++bPpISx9jub4zJ06Ajt2nHUmkygtPh5gCjAmDltkb2XPwaoVxYApT0e821am1+otvqR2lpeadrkeUobMdo65tBQF8VKcOibb/rq4IFzltBNHmViQprWrd1qw8hQi/v3nVPP7v116MAtkwlpAAAgAElEQVSlWGcel+vJv5v5fvHfxZr2tjT+oLNnbmjihFlKSR6lKZPmWGL5yePXRCUNkCDlhyAQMOT5pAphxpOr6c16tjwTAOOv5A9Au8qMfmdNdIEd0WtMYjrx4DtE6bFQdAAMH6ZXf0COa72f0sONa53KpK2aa6nmwcm13Me72AJGgOjvRUFyjmNE6R3wadRBEcIT+0MQKOX3qFXlZeQfP1DJHYo7+Dd8ZgPDGBqGSkRNAk4g6YD41MxslCWfUY9+Fg7Xc8zquQFmHQ0tXlkCOGZ2VeSZIlFXOYOqZCwsqpJ98h+rGNVg9dr88fhFra3/ac8zVYrZz8TG6A+qrHpq+ZThmud644MOKMh4/R0l2cGVI6IoP313uD5CZb6TqJHDlltXatQcKhAw+v3XzWkPTK7xKhJY8tmOvaYYASSKEUgCULYcA47+GCqSZQCNmdwtjQ+0Y+se/fv//A/zQyYnpenjjzpq4IAhCpRFTB365haY2pXBet0pChnw+GzpNrG8yO1bD5pvjz6TnT//Sju377Pz3jx2W8rgXOQZ8xnY8XwUKDNYUK+Y0b6cDzUJlIAToMQU5zxzZPbsPqKPPuyozPRsjR83VWkjsvR5py/EnJ/7bTj2ATj/QzUpNTVL61ZtN0XILzVjHT768CPRwai1hdEJ+OCe6srVYnX9ursCZQ0GI+BIbiLgQSWGK++KbuIAtP1YLFextKRee3eftO9Lw1u+a2MsAIPZW1P7RCtWbjZFR1Dl1Ilr6ta1lz0H6FFiyCiH2bMWa8L4qQY53jFv7nINHjjUFKD7ZUclUX1zz/yJmPTcD9jYAkfuQymSWlRX88RmX0+dPE9jsyeb6iu+U28zbOjpSOCl9Ha9enbvrQXzVlmZ3NWrZdqy+aB69uijs6dvWH9Kas5pyksX9DGjJiklKUtLFq/XtGkLNCQuSRvW7zT1ip+QuuyVy7dq965j9p2C+Gxrn+jA3nM6fOhyO9wBPot/W2BNlyDqtYE88Lzb+kptd38y1QoEfSI6IKFEER8mJj++PIDIu4Emnz0QPTCBIzA1hRl17dFoNBEod30cARkg9KYxcDRoxSpsAB/ngBzXATWOsY8iBIjsc559Fuc556+hWoYGvvSf5Nk01wWQQNjDOPTaEDF8q6RBYWZXlFMhhlp+bKAMBnCl0ED5RTskAWA47FqlscVHCQQrK5lZw3GnKj0wUZOslpZ/qYFxDtbx56Uam//lAjNh4EYKE+3OfrZmFdVWi+3M6MoQJZ4vTIVGmaVTy4AxB2JAGY48s4VKJbcyUvdSb1Blg08SSH5o1TbD9OFb8er0XpIFbz56d5hyxmwWwYlQAOC5BG8PPsDIPrD0+yhLlleV7KMOvZo007uK+mNqnqmbJo+RvEKnItkHlO68q6axZ4cadfjwGaWMGK0FC1bp7Olrlrt4I79US5as1qD+8cq7csv8kc6k/jVJHEUI3DB5CaqQ00iAhfZitBVj3vXXX3bX7u2HzCeJCuUeTG/uAa7er8gx0nKWLl5j3c6BIArSV7Kw70xcRkg8ai9PTE4eacnaqEgGfeEyWDB3ieIGDVN91HX+IdeRWTKMUSBxGxCiuojsXrpwyyW6x0xk/E951wPqzmygCma8PGlPpwE8XsFRmeLLCIEQiozFsPse3Xpp+bL1am1+boEd2pc5s/YHFRRUWH/PRQvWqJn3X7qjLz/9ykDG/YCtpfmF3Z89ZpLKSprs3mt5AfXvG6elS9fb56ZG19kH9darJ767cxaJBujejOZ5qDP32SmoG1fL9U33Pho+fJTNOTp9Mk+NDa7qhWoaRsSSekN/0az0CcqZMFvnztw03x9tw+jJSOUNIGaY15Ejl7Rh435t3HhAuRcZsOZ6OwIoYI65Dsx9hQzHSOtpQekBcFKoTKW7DkTADICZOU6PxlgDDVQpxznPMUxrAjUoQ2+y+2sdoF1XIL4HYGVxHkCy8G+6Pzax5hhRygzdtETMaQ85D02vAgEbsANo/higA4RsuY8tUPTQA4DcB1A5hmlOVQ5KkmN++edwvLQYVxL/hhQ+uKBUMMAffNLfnqsigHp2Y2vr65wSpOtPWdk9gyUmtVOT9NB0fkfgiLmNgnSzbdx93vxmLg7pQDUAL+LUIeaymch09Il8bz5KwFcReqxQ1VMHwCoX0Y4ygydK5N81/TWFWvNctQ0/GkAj9a9Uiykeea43/tZhoP7eIc4gidltIxzeGaZO7w1Xx3eT9PF7SZo2fourSCknaFNrAERJohZ9/iIQ86qRfUxjM59jFTceoA6KALJepcVVNsebfQIqXE+km6BLdZjgi6u95pyZ2sVhxcWP0NIlGxQI1DqFRluxesr+nmjw4GFatmi1qUZMax/VxmwGkN4M9z5KVCHJ14xfBYDz5yxTWtJItd3FMe/6NXKcihhUJYt7CPSQ/4i5HDcwUfU1DwyGqEhMbN9UAjUJMLmn6BYNRfvo6OHzBuEG1GfjdzYNceiQJAMg+Y90DL9TVKPhwzO1ZOFaq92tq8OMifkXo5icLr8QyOReKlLnL762udX4ElGUpnKqcO47MxZ/JdDENAZG3hQn6frQfnxvvTVp4gwVF0cUDt9ToLxRu3edVJ/u/TR90iyLbhO1vplfoY8/7GjRYJ4HMPAXos5GZo21YJGD57c6ceyyBvSPU3z8CE2btkjZY6aqR7femjVziX0/voMp3dA9gy7PYkXoe1nFeFMU+FNdyr2tpYvXacfWwzbXvI4aZlJZgEnjD9arMe9KwEzp6hCD0l5Z+aADHSk/VPS4ka2tLT+quemVWlt+sns5h1rzlTQu4ozqReGRUxmr7a5BxQE8ylVxHRC0cQ0zUH8elChEPrPlO3p1SM4gvkb8j1zrzwNArgOAHopA0x/jfq71HYS4166tIhOAOTdYFDTzcIoSuJUDK5uP/cAUIHAEgoCRfZZXngDUK0aA6eHJNcCQzuNExImCMzeH7ujuM6a2849W/n90vfdzVle6pk21j+1qn+ngc7rtdtvtgG3A5JyFEEEiJ5FzzmCiyDlnASIjkSShnHN8lSWyyQbcdvc5M9VV3x9xf3U9611YM1Pzw66d1l57C1uX7ies52lmavPvByjxufoNmGbSKiKXKkn3zaymnBnmNfUl2dfU0HuGwrgPTElyH38lKq+u9mdrzQAwfRVzaksS3aYgBv22yytdPUgi0T46jVqsDLy2NdwAEiCaUix5qkJ8kCX8gXhivbitKVjhI4MqwR8AGqh6beeY787cfm+gPnsn1HyTX75LhDvcANnyt+H65g8RWjp3v8pK6w2IQNHDEFD6c4CJokQ1kt6DKkQJMoZrb58hHcjWWTuV54IzVMIBWG4VDDBjc7AElFTvabAAQljoCCXfzjMw4h/0IGxqfKoZMxZq7qxf27X6qLafj0ZZAJKN51CURKLZs9yPntEDQ4bpTiNqpVqpyYUWIUc5YmoDR4I9nBMQWb1qk6ZOmqOKoFntV7YARyLKbIAT0/zM6ViNGDZeSYm5Nke+lTejLmG95sxaqJ3bD70tfJGXU6Nx46ZYj5zGeqo/PxYBIq9Q2TtA/aCYmBtq27qdMJ1prYDqRDXSk9qXGWMsagowcewh6YI8dy1lZ+b0BerWta969AhVz56hGjpolK3hzs2uNtVXZlWBGhQWOsxWrgBJNszLC+duat+e45aqwzXehemZnFigQ/vPavWKzYpat1sXYm5ZZSH/Hd5s9d9jis8qkT810JmSClCg1ZnjHqBABGAAETafs4hKAzaADPhxDggZzzmAoZgEEWYgDJCaQw3VQzAEc5FfdtQPz/rnmc9MYtZDB7+BeTjmvczvv4HvA+R+vbc3qxnLN/M93OcZjhnvv4U9ajQ9FZ+9V7mkpLn384xTpZRzo08OjcJINr9vtRldzxvyXB+/NYkBo4cjEAWI7LkGEDkHmACS605hPrB0JOZlI2hEhL245L6SU4uVmFQk1mnjZ+QbMK/J/+SPC8AElKXkhObdUQ73cmnX8EgVFbSWpX82iez4HQEizcJIfXKBGo5Z+UMkPB1fZgFdDx+bDxM40p6B3tso2QxKquXzzbgKaFHxWFTw4ZzjvIJHpiTzgyAsDxDlpt833+CqlmOe19T+bHAkeo6iLa14oUJ8kp+/N0CfvxcajGoTxOF4kK3Zxif5zX8M09plR1RZQQUZqo3/msoD/FCI7Fnxgv+QY++v9GY45wRxDJSkC5U6lQcEgR+BEKAFWNlcEOd/h2lt1QMd2H/C+ikTofYdC1GMqDIgHhY2Uuu+32Fl0DwYGYvZDAg5zsogvYgI/a/KEHOZnjKTJ83WyqVRNjfmKyswojbgakCJuvXbFLTA1E5NL1SXLn21f2+0Qc+tYqG/iSseAcg4xi+JPxKTdfXKTbaiBnWKugSeJJfv3XNMI4eNVUZqkfXczs0KKHLCNC2av9ICELQ2AMD4DHENoCqBIXmT5Dj27jlAaanlBj+Ak55WobNn4g2SvroOCg8oAS8UJsf+nGdop0ByPEsiaWpWWFAnKt2wxJBnvVlMknpd7TO7hrrkWe6RIgSAOQZq+CvZo3rpd83Guz0Q2XMfv6RPRCeFhyAGGwENwIF6Yxyqk+8FSh6OQIMxBj8LhrjvMaVmcHTVdXgXzwBPYMUxY9gDLTbAxD0H12cGSH8f0HEMCA2Cxfz7NZkf0wO5II+cVAc65mMuD0RTn0GAM4Z3Mw/zehXLNWDvchFdDUo/H3Pxbv/NRMgBEUAHRFTaKSQ1qOCe8oGqNe1yJdIAFMDjGmoRqABD4Ogh6aHox3klSUK55WwGG5MByvSMaq1cvcPKuRUW3Xe+TVs59Pitye1/BvtDQ6m4YES8uc/TTHrMYHyW1lHRRbsJyOCXBIiACoCiMGlPi0mMugRiJSXPlJlVryWLokS1Is7pVYMKRA1W1bxRVQ2J5PwBeWaR76q6n+yeKUvr4Oj63zjgUuiC0mqvdONGsdLSG1QeeKOqul8cJEkgfxu0YbWN5UiG64v3B6v93wggnFZFqavrCOiaq0eODZQlrBphyZvzUQJLIt6Y0Ox9gMfnQKLmAByA9MqSCj74Iol8Y24DTq8UqwP3dfniDdHE/szpq2pqeKqmBsrtExVr0PadhzVk8Egl3sqyeV1w5Z6yMkrN/4jPj5UwY8dM1KKFK5SRVmSwLCttVFpqoTZF7VHP7qFKSswz1VhX+0QH9p+05mG7t+23vEZyHxNuZenosXMaPGSEpk1ZYHMCPADGhnJkDxwBJRXA8UESODh98oqBkTXcLjWIdB1W2BRoSuRcJScU2Lpr0o/iriYp7mqytVKwNgisu6YKuCWuu1Ut5C/ih0Q5epB5kxpYcQ21CIQ4ZmseIOEYiNo1QFhCDcq7tqeZFuOZD0ih8vycwJCN+wCIY97BOK4BQ46ZF19qczhyn/Hc5xnm5z4bPkRgADgAjKk/WqMGHttcBXmkbQFaBw2W9JE2BDS4DkiZn3Mzy63/DnDl/0Mg5yoC8Q4PV+DY3OwFdqwqAWzcw/fJeM5Rd6y1JqGdlgyUQOM7+Qbm8/P6sTzP5pUf78Hk5udi41nWQANgD0JThYVOJXv4s2du3s84imPQl4Y2DAAJ5euVHq0eUJUACfiZYkS9BkHJHlhyD3j5615FAkj8kOVAvMYloNPKFhVJY7LbCSVq37a3TkVft1QkU6BlT0Twhm8B3m/3JfQPd2a+D/hwzjGQRCWSCoSKBIxUH0dJEuW2qHfRDxZ9rq+nXaxTmj6PEogWFD7U9esFunajQAXW2/uF0tLrdfFKlrJz7+jSlUxt2nJEO3adUczZJOsJTqpQOXmWBGVY0135WrFX87Vs2XZNmjJXEyfN12effa3FSzapqJh+6C/UouX75EVibofo09/gnySQM1StfzdMLf89Qh2/iNTu7eetdw1qkOWHgNIrQ2pIBirwHxGVrbDEbqLUnKMIUYZeYQJQIFhMRfFgmg4KDkgCTMBWVEChiPIgQN16a+5bUnhFk6ZPn61+fQfqwL4TBpKY01e1alWUFSyglzVzAFagynNHD58z/5g3k29cS7FgRPjQkVqwYIW+X7lRUybO0qDQkbp66bYVqq0ovauKknuqrXms40fPqm+vEE0eP1Wzpi/QlMlz1LfvEC2c/72pO1axsAFEAImiREFichO8YcOUv3g+XrnZ+F5dFXT2LjjkKpfzfeb/DC49dIUq6s0cd+0OCAY5YAAYos1Ei1GTgBLwkEDuFRdwZBwbIPOmN6ADjCg9P8a3QGAOYFVqJq9L1fGRcoDHfc5RdMzrq/0wPyDjPpDy72DPfIzlu9gYw3iuA17m5Ts4ZzxzM4eHroEvWM0bFUkFHp73QR7Gs9m4IKD9e3gX83DO3Khv5mADal7teRgBLdQaG0DDHEbx4RNsPgbw/apo3R8DMhCAOzBj8896hQhcCW7gK+X5Kjsn6b9OhZizhc7fyRxAk82rTcbzvUTHWRoIFAsBZxnAc+1nfY9tWswCSSDIvfyCJm3bdkyXLqeaekRBelBy7EGJCuUYgHogltCMrISE8TvKI6jFfPlNCgsbZ6uIqoLRcO/XBPD4cqsDwNVF0H0HRr4HMPIO3sszJLiTBkTFIfyQaWm1piopkHEmJtlKxGVm1GrHjmgtXRKlFcu3W7Wf/LyHysq9awGZuGuFmj13nS5eyTaTet/uC1YFfdHS9eratY9GUDtg5DR16TJQK1buUIk1/Xqp7Nz7Kg+8VGxcoVp/20mRE2Zq167TWrhwnf7zPz7RmHEzrBMjVc5bfPpuf3327gBbjkh0+zOi3L8dbBHvL387RJ2/jNThA7GWIwkcve/Rm910K2y+rJAINuqRAA3XOebaW9+kRa1dgrcvROH8kS767OBJEIeEb2eGYy4D0boaTLsGW/USFhqu0SMirTPipMjZijkTZzmMPOcUKnUY79jaaQBE0IU9Ji6m84lj57Rk8WqtWLxOx49csAg291iDTVMsU4bFTaqrYVlVhU4cO69tUXt14thFpaeWmkLE5wgQzUdY2Ki8bFS0q9cILAGl+SQpGAHYWDXCyphgJR++ifOqSufr9IEhVCbuAUx71mNTmae4gAIgrpgtQAEAgMJDBwgAA1QlEDF1GKzfyHXOPZB4jmNgCegAHyBjLsYCL+DiYcXczInpzbt5DjAxzgPIv595GcN9nvHv9vfZeyD6d/IMx9zz7+RbeA8b0AFKwAKTnHHcZyxz8R7exxx+rubg5JifmWeBHeBiLvbM/auKu/cWoig9QAmcUHAlFkxy5r5XdjYXZre9+64pSw9J9sAV6DGXmelBBZuTXaf91ium3tadAyMqjHs48qxbaom6dv5OruF/9KasQbL0oQHMgZFVMaS3UMwC2JH688jM4yGDx2nZ8s1v/Y9AEsXo/Y/4JIEkewCG2mNO1/4B1UlEHKg9UkHBHU2auFDTpi1RGX5Og+pDlZOzWUWxkxdKSapUfHyxWH7IOyrp4hiEJvOTn3nhQoqWLo3S7DmrtGhRlCZGzteECXNUVPRAjY0/a+DASE2ZvMBaTLAYYerUJRoxbKrCBo7X6eh4i4zTgTEhvkI9e4XryHGqoL9Q3NVc/eEPn+i7tl114VK6mu79S3VN/1T0qdtq3y5E585nmlmO8qyr/0WRExZbf566+jdqbPyHfnjy/ylq4xF17T5Q8bfKrJd3C8BouZLvhepzy5kMU8sPhpipjQnet+1MXb6Q/haSmM1sRJvZow5Rjl41svepPi6STYqPq+LDWAfR/92U9hAEakASnyErZQAe9/A/cg/4oSgb6ymAcEeZ6UWmOgmkcJ3x7J0P0hWZwN8IdACTXyYIDEm1AUC1VOmh1iPBGdJ8Su9a9Ru/xLAKlVTJ+0kkJwkYc46qRXethwxKERCyAVavKgEkahSQsnKnMJ/EY6Kv/PLh6A62e6ALYyF/DFwEHZCTcoQJz8/Fcj0i1nk5VFKqfQsdgGC/nEFYACMUWXNoeVh5UAE+zGivrrjvzWrm8nDkOgDiHTzL3qtVxvlrXAc+gAw4oU4BmDf5eQ8w4zrPAGP2bNzjmeY9snmOa7ybjXHkOaLKABZgIxndg5D7fAPvoPAuPz/A9HBFaXPN7mPi08jLgiv/d0tXQImZDBR5D+/jGnAGULm5tSrgZy8gJQx/pFOcdFV030FmgqsY5FUmgGQuovXuO1Dj95SYUGxruimqwfd4BeshybuL8u8oI71aufmsKGuwjWCImdasYMHHibuh8K7BC3MbiHk4cs6Wl9+kqZMXa+y4GaqoJEDicidRckARhQfIMIFRefghs3PrtXHzAS1aHKXDR69awV/m4V3lJQ+1desRDR0aaSlCzMGabQpbxF7LtspUIf0iNGjgWA0dMlF0dSQyTkWhYqoEBZ5r9fe71bVLfy1eulFHjsXp4MFLGjhgtNq27aHMrFpbe75gXpT++MdPNGfuKuXm3be8yIaGf2jVyj0aMnSSklOqbH13SfFT9eszQouWbFZ52SsVFz5Rpw4DNH/BBjU0/C8rnEswhyj44kVbNW7CfBWSpF76VJjxgwdN1qIlG1SUT1DqqRru/rfib1VY18adu6Mth7LFZ1ZPMlR/ezdUn7wTYnuWJH5LMvkHEQrtPEdxV7IMhkX5LpEcOOJzRE2iEF0+owMgEMTERkUCR6DJHlPcw9OZ4M5ExxSvrSb/q87AaEGVZr5Iv8oF8HkAmvIsQ1ngoyHa7ODKdcZzzjFwdNdQInyDqzZuPsRit/oGOGH64gdkSaCLEJOXBrj4n5x5XOAH4DLeF77FJEZFAkYUZUlhsMJ4AX88iIY/FE3GeDcVigC1A7ornYZa5BrvB5ps/h1cLytDYdHqlsAXFchrlJtTY0sQCeTQe4bGXIAJMAAj4AKAuAb0gAYg4R7HXPNjPZQYzz1+2f19wOKha3NWPrG0GQNEEJQAk+eAKnOxeTB66DIf8zIHpdT4FrbmMOQ53gdE+TavdA2Ghfgu3bJEVvMwD3PzDO/mOXcd9UrxEZLyXQSb4r0ketOXhp+fYMuxo5c1a+YSHTt6xdJyvMLzpjeAImiE+gOaphb5JS/7NfgDDAEnPk7mTE0ttTa5+BvddVcIwwOwspzEe/6AOZ9tSmqZ2rXtLDoj+vmBLsqTuf27UbCUZOPfvLLssVUDJ1hTbr48Ai/kMqLWUI1ErwEepuwTpWVUKT3TpYOtWrlNA8JGqrLSraLBpPbKEVUJHIEkxxlZtQoJCVdExDgtXbRJEeFTNGbMbN26WWAqjxSrY8fj1KtXuFLTqqzvNr2w6cdN+4hpU+fr/IVExV7L1aaow+rdK1wHD19UXt5dVVS8sN7aXTr31caogyplhVD1KwVqXuncuRT16hWhM2dvq7LqmU4ev6m/fdZGFy6nW9MwAjbkS2ak16hjp4E6cPCKJZtXVb/R1MnLNX36ChXkk8b0RhMnLtXUGcvNtKYbIonhFLg4HZ2kNm16KSmlyqLYNXU/a/y4hYqcOM8i9KzIaWj8n4o5k6E//+lTTZm2QKVFj9Xik3f6W/rPp+8MsP3n74Xp6w8i1Pp3I/XZ+2Ea2HWukhJYkkgqjwveoAgJ2GB6eygCO/yQAJANMOJ/xNxmz+YhyT3Gc+6uOd9jczMZKDbfPPhQmhwzlj3g5BobQGQzpWcpRW4O4ON9gcDHdxfkGsfAFHDWBHCCEzxyqUFcI5LN81znHEByH0UI8CrIsyy7b+XS8IMWW8MxB2TmBpCAlWdY6giMPRiZj3mZv/k1lCbPsBXkk8hOBaInFgwqKmpUdhbdJ5vM/2mKNWh+AgzAwQZMACUAAzaAh2ucc92NdWa1B5t/3gMWEAE5zgEYRRXoQsh8HqDMx/OcMz/mPvP4ubjP9wA/v+dbAKWfn+d5D/PyHM/wPsZz3Pwa1/1Y4JmSXKxzMfGm7ICJV4DOPH1kK2K4hl+XikldO/eympgDB4RbywUq2QAqAJWZTtFk/H4umu3NZBSeV4kcMzfPFBfeUfytXA0ZNMa+wyeLMyYznf8HflWmBISAJD9rdk6NevV0q7VIM2Jz3+HcCrwLaDOPCxa5/w7nzyVaQeJTJ+OUkRFQUYlTiyhIv8QwOvqGenbvr/btuqtTp74aNGScJk2co06deyknr8HGof7wFRLpJmHcJY3ft3tTpyzW8IgJSrpdruysRiUnV2jkiDnateOM8vL4vXtsRYBDB4zS2ZhkS9tBRW7YeMSacqH6qmpfq7rWJXuvXrnH+uTcii8x2B0+dE0jR0zW7eRKy1UsI4Je9dIi1ZMmLdaefWetFQQme5vWPXT2XKK1f3CRbhfkGTtuoWbOWmtR78qq19q86YTGj5+nm7fKre1s1MajGhg2Vrn5uBVeuerkhY+VnFKt3n1GaO/+i5YrWVP3d0WfSVKHDv2UkFBm9SjrG/5b8+Zu0B9/92f16hWmzKy75Em6wM2n74bok9/002fvhqrV70boy/eH6m/vDdKwfkuVlcEvZa1V/waW+CZRk14pAkUUowvKOAB6BekVpQcmUPR+Sg/O5nDED+lVI9c9KAEi99gAI+eoT+DIHgXKWI595JxxbDwD3ICRN2WBE3AEZB5IgIxr7NkMgmWYVa6eI1BjDj8esDkwu7n8O5jDj2N+H83m3bzX51uyZ07mAcbA0b+DsZyzsZ4cs50k9eJC10/bB4ZQsqTvADLAw96DC7gALgDFnl9QD1DGNDa8srqTrjiGM68Zxxj8j83HejBapDgIMuZHJTIX93k2K7PKzgEg38LmQcsYzvke9szvAcm3++/134xi9JBkLPcJTjEWSFHu7NiRiwrpP8janAI1AIP56gEH0FB7zLNg/nJLmq8se6DFC77Xls0HzfwtKXmgpYs3aNeO46J9A8oPM9nN82supUu9cateOOYbAP612HRlplWaMrVrOQ3WZCstPaCL55Ottw7LHrmH64A0nZEjxtlKJQoDs1KJKkW52fwxJtL/1FJv6O63L78AACAASURBVFBYUkZTtBINGTxCHdp309jR09SzZ5iBLObcbRe9pthF4JkuXExRhw49tXPXUWVl80e5ViePX9fXX3fU1y1bKy4u621wBvWIcsTcRlVWWN3J++rQvqdOnb6mkrKnb3MYs3OalJvdYMV8y0qfKjmpUsOHT9fO3TEWka6ufa3ICYs0cepCXbuRr7jrOTp3Pkmnom9q544T+qplW506dctqRO7YGq0JE2YrK6dBFPctxs/KKp2SR1q8dIuWr9xsvlVcDX16h2vztiNmppMm5NOCDuy/rD79Rio9o060e7h6JVcDQsYo+nSyaOUQfSJRHTr017WbBSoofOo6JwbeWC5l5KSlmjxtucoq3qi65h+WJrRgwWb17TNcO/fEWP+ett910fo1u9WhQ19duJqrFh+/018AklJpqEm34iZcX1Ds4r0wjQxbYaYn7RHoUoiKLM53a7NZfUOqDnmPrI4BgIATaFaUOaXo4ck1H9BhXx0AdG4MIAAsAAfQAT4A6RUh5x6MHpTNzXIPUCLlPMMeWLKRGwnUMJuBHhtQAoJevTnYOdDxDIADjFzn2zgHXl4Zco5ZDPC4BuD4fv8Mezae4d3s/TV/7lbXOAXLXLwL870YU938k/VqanhuvlDmJ4WJYBBrxDHvSWa3ohRl982vB3S8WctxRnqlQQWwYGoCLeDTHKTAKjWl2GpU4otliSEFKc6fi9flS8k6Ex2n09HXdOL4FR06eNaWAbqIujN5mZd3smcu/IuAjWCQV4kcA0feyx4lCLCAHvD0EPTfzjnjPHz9ffb8XNwDrDVVz8z8P3niiq3suX4t29JrMFubKzjMaZQk8KQC+8IFKy2PlCWZ6Wnl9t2FhQ6+sbEZVkqOgh/nzycr+ky80tMqdezoJa1avU0rlkdZ+TQUK5Fm3gX4tm45pBnTFlueI4qR1Tjr12xXn94DrTIQK61IF0tL4b8JK0fuac6s5Zo6ZbbVBJ0wbqqGho/UuHHTdPJkrEqDQZXScta131VI/6FmxuYX3lFt3SuVlj/U9Oku4BCfUGI+xezcBuuwOCx8nMEMnyMrcmqqftSO7af05z/9VYePXhI9cgjIWApOsP8NwRSahMXF5qljh566GpuukrInb5O+SQInYFRo1XnuWZWf6dNXK3LSYvNH1tS90YgRM/XFl63Vs+cgde8RZhW1evUeqmERk7R+7T5LJA8EftT+/VcUETFJV2KzVVbxXDwLkKtqftS6DQc0fsJspaRVGLynT1upmbPXqIyukpRdY+135Y+6ebNE37TqqctXssWc+Xn3FNJ3lBUIrq58o1vXKXZM9fVzrjNiKQVAXtkKnah1x6yvd1EpxT3+bqXS6HOza+c5hYdP0ZChkbp4OUN1NW/UsWN/HYm+qRa/FrYI05fvD7YUIIpa4I9s+fthmjh2oyotJYZGW3UqwDxFTQEZ4ENLgmAUGsB4iAErAAXsuOaB5xUmoPTQdJB1aUDM4dUjz3Lu5wWGfj6gCTyZG2ACWO4R8AGSHrb0p0GxedgByayMsrfKElh6kxeQMQ7l50DlYMl1D0QPPg92xgFI9l6VAjwPWubnHnP4cZyXEHHNdmvCmZt71ZUP3Vry/BqLqlPoFr+oQbrkrqlJHzWnnFhifL4unU/U+XM3lZ1ZqUCFq5SD6Qu4gBAwAjAkbQMeIAZsgBgtT1csXae6Gpp13TP1OGf2Muv9PHTQCA0JG6HQ/kM1oH+4Vevevft4MADhoAIYmZt3MD8gBMR+fm8W8z2ADcD5aDpjeI7N+xgZf6fpzdtgEnM3hzrPELhhLTj7u3d+0sULiQoLG6rYq+lmWnvTGCXp/IyuqMTuHcesYHDnLj20ZNEanYu5oeLg8kcAmpEWUPdu/VVWcl91tS81b+4qDR48SqNHTzbzlZazc2cvV9cufa2qjzfnSwrvW5+g3r1CLamb9JerVzLVsmUrxcQkqLbujRWkWDB/rYAwPkMgSUm1jz/6q/r0CdWe3Sd1LS5TSxZ/r/btuysxqdQq+xBxPXP6ljVpQ+02Nf1iUKIieEFerXp2G6DlK7aqsPiRFd0dMTzSmojVVFN89rGKgw3AoqNv6Xe//w9t3XHEAjOY2T4VByXJhgl+5XK22rfvqSuxGSoIFp1gLMq3qODB2/JmJHivXL5LISEjLRpeU/eT5s7eoMlTlphftLziueoaflZd499VU8vSwdfmj+Q6Vcj79x+pXXvOqIAoPA3Syp+qoekX+1l69KSvd6GBfv2aw+ofMsai6+RuZmc3KjeXINp9de02RIeOxIqCGYHyZxoeMV0r1uyxtdzZ2Xc1asQsLVwUpTJrxfCjwZC13ScO39J3bXopLfOOqqp+UUXFa+tlU1X/DzXc/5caHvxL1Y3/0L0H/9KA/qO0cctBUoBChF8SWH767gBbxw0kv/5gmFp9OFLTJ24xEBbkVKqYJXx5KElKgOGfJJrp0nM8yJqbvIDRn7ulhZgcNOpC6QEk4IASBTQA1qXvVJa7oAzPNActMASEzEmAhvm9iuSYbwCc/j57nmePWsMcBlBAEpABJqDHBmxRcbRisIBL0F/pYcdYTGAPUtQdAGRONu75+Zo/w9wengCacXwDfsxyIq4FBJ/wc/3aOpZiIqjIojz+XTDpMaldlR7XN/uu5X+OHhkpVMj4cZM1dfJsXbp0W5XB6K8HIxACjgCGPaDiHtDasmmvwvoOUkPdc4MfKm9Q2AitWLrWgkUlhaQtEYS4rztNr8w8J43Gz8k83uTmWQexHwzA3ONdgK+p8bUtbbzT+MYKA1McGLOdVUIXzifac5kZFaZWUaxXLycHC1O4NCTewdzlpfdN2a5ft8tU3Y7tR8Q2YvhYXYtLEy1WMZM9KFGR+PtQfPt2R2vi+Jn68suvtHfncWskRmCHyDFqkIZf37RsY75FfpYtW/bro48+1qDQcCUllKih7o3qa9/o2JFLCu0/2PrX8C5geWh/jLp27q2S4oeqrfpRMWeS1L5dF+tgWEFeY+Vz63lNig4RZiLW9PD5/e8/1JEjl6wgb1GRS60aMCBCm7YcUHXNKwFJ8gN79QxR1MZ9itq4X6tXbdfiBeu1ZNF6K+O2+vudBsT4hCINChulnbtOqLaWkmGu6C79rffuPqt/+7f3tGz5RkvFQTliagNGYMne0oGKflC3rgO0fedxS+1pnjuZk92g69fzbYVMoPKltm4+oW7dw+xnQYViAnfpOkQ3bhVYkngJwaXyZ8LnGH+rREcOx6qkmP93nmnhvCj1A5R7TyuPZZmBF7p0KV3t23XTd2076tKFNJWXP9Wp47fUrn2oYmOzHfSLf7CqQFTtCQ+fqinTlqswDzfPYy1esEWjx883gNbV/kMrVuzRoLBIW0XDem6WJ5aVvVJW+l3NmbNRKan1FsyhIEZ2zgOhJotp71D6XIWlz3T34b80dPBELVi0Ri0+eTfEzOzP2L8boi/fH6Ivf+uU5HcfjtSKOXtVWdaokoJqU44oSNRkOSrSggtO6QEiQOOVHscOTs68dVFsllYFDJTAkUAPPkvvm6RvtjPViSoT7a6wOpDO74fJir8Tnx6+OqJ+QM+pV+DI1vz9gBMlierkuoccoPObhyTgYk34iuXrbawze13qEPAzsAV73/AM58znzXbO2QAawRmuozbJsQSazME3GOiLSV1pUtTG3Ypav0uN9U9VVszabJ+mRMCIVRn4sB6ZEkZlUjyDhOj163ZYsYjjR87aUsbbiXkaNnyMBoZG6MG9fxgAUYpevaHUgBXKD2Xm1eTWLQfUr3eImhrd0kPWYUdOmKE1q1g+SVT4saiTSKEJlkbio8N0pW4j8wBLvoexzAkYOQYyvD83u0ZbNx+w4rbDho3X5MlzLWk39mqaRawvnkuw9hRbt/IdAzV35hItWbRavbv30/o1u+x7Aa19b+kDzZg2X0MGD9f3qzbrwP7TWrF0g3p27aOvPv9KV68kmb8P9Yi5DSgJwJBbSLCB1ghXr6SrQ4cuqglggj9TWbEDKqDDL9i5Q3edjb5m9STpe/RNy9a6FpupysrnthaZZGmCM6z6Onr4guU+1la/1KXzyerTa4ABF2VDlHvZ0ij16k1b3hnavPmQsnJqrSo4aTSoydMnr6lD++7WqZBSYqwbLyv+QVHr9yhkwFAzL2tqX2nB/O/V9ruOWrp4o9av3av16/Zo0+ZD2rfvrM6fT7LVMcWl5EPWaMjAMVqxcosC1RSadatsAOCihRv03nvva0LkTAvOkIbD9eYbuZGVgZfas+usOncaoLhrOTYHaTuBqh81fvwcTZo030xeClLEnLmtvn0idCu+SLSGIDdz6tSV6t07Qmdiblu+JMqXWpcDB4zShPGzBbBJHicFZ//+Sxo8OFJ9+oxQr56D1bNHqGbPXqHuPYdq7+4YU55pKVXq1XOY9u07p+JiyqixTJEg3BMdP3ZTB/ZfsRYQJaXPlBBfqePHE20MxS+Sk6sVczbV+t7k5Lp13SWltJ/9L1VXU0OSFTwsS3ylsWMWKWrLcVVWOT9ldd0vyi14pFbfdtaeg2eB5AAL1gBIlCSFd7/+bYRIJG/94XBtXH5UlfR7AZQERVBM+OjIWQwGT7gOvDyMgBUwAFJeyaEWqyqdkkRFcg44UZa52WVuVU4wAAQgue6ASnqMU4fMBzABMJDkfVwDPnwDezbG+3GAmo3v8arPKz1A6U1dlgeeP3dD37XuIIroEulGfbIBP+cz9KrTwdPPBwC9Oc81xvMOilf47oWshS4qaLRWCDTnwlyaPHG6IsdOVVP9S6csS1xgiEpArK7BtHb5kXW2Nhr4XLmYpPZtO+jE0dOqrLijktIG6264ZfN+tW/bySqFA0MABrCKWAEU9P1xHTXpYbl39wkrleYg+cBM4Qnjp1nptqlT52nE8PEaEjbSCskSxQVAmKZstqaaJXDWRtUlPOMnLKHFQtVTJSYWauCACI2IGKttm/bp0IETGjdmoj7+6C/WeI312fE38/SXv/xV3bv1tlVRBbS/KHuoUydi1a5tF12/lm5KldUsZ05f14CQwYo5c92CMsCJJYPUBP3P//iz8E3yfag79mwoScxuV83niRJu5qvVt20N8uQrUs0H/yJAzcmo0dgRkdq/54QV/b18MdHaR8QnFppCdIDEynhpRXUJ9FACjGepVERd08T4Iiv04IpkPNbp6Bvauumgxo+ZYWb63Lmrg9HqZ4qLTbcmYQnxhTYnkMTvd+JYrCkqlF5d3d+1bs0eDQgZauXWSikcUfzQor/VtS9V3/DGVquUlD9Rft5dzZy+QsMiJqqEtdv0mSl+ZP69rl36WB2CkAEj3qpGb257JYl5XmarYB5p7tw16t49THv2nNaVy+kaNXKKOnbsqRii2eXPVV753Bp8hYaM1InjLE90iek0+1q0YL06dwrRmFEzNGfWCvXuPcg6O8bFZZuPk+WFthyx4rluJ1fo2JFr2rf/vC5fzjQQxsXlKzurQVVVr21cbGyuUlMCVkEoJ/uOBW9I6SGnkW+praPh199d+4byF8rOuW8ApAkYKpENJenKqT23njVUC6IfN6CsqflZR4/cUMf2IRo3fq7Be9fOaHXr2l/DR01SVmGTWrA+G/VIZBuzm8Tylh+E6/P3Bum7j0dbv+3awANLAUJFAkhAie+PDSih7AAWoGx+HVgBNIBFYYl9e06aOnTAxL/oYAgQASfnKEw2AGlVhDCDgwrRgxcgAj72Pkjjwch1r2L9GO553yDwAoxeQZr/EDVa5FJEWn3T1gJVBErwTTLOP8tYwAoEgSdzcY358HsCV1rGAk0PSdZXFxbQKpZoMlWx6e5Xq5TkAkWOn6yIQcOVcrvAnmEe5sMUJ2pdlM+qnbvWBgKQ4feL2rBbIX1DFSgnDYeiHSjoJm3fekid2nWxroYoSHx/gDI1pcSew2RF/QFIfITcOxMdq7Zt2r3tIc1ze/dGa97c5dq57aBOnbis06fjNH/BanVo30U7dxy2HERAhFrz6SkoTGBBObH8gkalZ1Ro0oQZmjtrsdVgJCG8tuqpbl3LVreuPbRl815TfZkZAX3y8V+1a8cRV9CCpaDVL1Rb9cKKduzefcy+nW9dvTpKyxavs3zBxoY31iOGPjGxsanWenbXzmP2bDmVbYJrrYE532V5huVPlZEa0NdftVZudpVVcM+3dd9Bk7vgrmZNX6Q1q7epovShEuIJYnTX+QsprsqOVQXi50SZrRWrvKgTyTI8ItNjRk82/2Fl2dNglBs/+DMV5DYoK71GVy6kaNDACM2evcyeSbhZaC1tz5y+IddJkT9APyjuKk3OOllSdVX1K2ut2rFdDx06eP5tYQqUaCUtdGNua+yYGUpLr7Jo+Llzt9WpQy/t2H5MdHvMyKzRtKkLNWr0JB07Eadu3QcqKbncEr/dssDHlv6D+U1KUDlFeq0IRqP277+gwYMi1b1bqGZMX6y4uDwrLUZxiJy8+0pMKNGa1Tt0FbgF14gD8Kzsel2NzdaWrce0Zs0eU4HkU9IgDAXKWu3CQqLqrsIP6UNAkz0AJTE9EKAYLkrPLW0kcFNUiN+UAsCu8nhl1SsrWkExi5x8XAZPlZv/yCLZBGmAI2AEiPSxAYqFJVQ6cs2+MLExwdnobZOUUK1lS3do5Ijpppq3bD+h/NInCtT+ohas1cbUZrUN6T/UlmSlzWfvDVT7Tyfo2KEE+4Wk5qOHFXsAxd6rR2AFIAEi1wEmezZAevNmqtq17aqb11MNgv8nID0oKWfmweqfB44Ajw3lyMY93uUVrF+r7e8xljHMxbcCOsAF9Lz5DOiAXkFulSm86OjLApKsjiEx3MMUcHlQsmcOfJI11ZTWd6XTmBPVh7+NHi40Klv7/VYzDaM27NL82ct0/XqWlT3bsH632rftqo/+9LE++tNH6tWzv04eu2RwZm5Ma5LT6cZYUXrflkDW1z43v9za77do9PDxqql6rDwq7RQ0qbz8oZYv26i2rdrZ2AD5nuWPRItYKqeXFd8z4KLUgCTABDxUGm9tyoo8RZZ83lNNrTPTuY8fkCo+ZWUPbTnmt1+30WXWtwfh43x+Tlli2pqKq3iiffvOWHvetBRy46gY5Hx3WekBa6y2cuVGq/RDas5XX3yrlOQiA4oPhqASiULPm7/MvqEwt14L5y+XgbCKCkGk6biyYSdPXNXvf/cHbd9+2ObEv4h6ZA+8gbmLRqMsn6pN6466fjVFeTm4bigz5sbjm0Qdzp61RLWBpwbS79p01KkTNyxCjEnM2mtAtntXtCLCx1ouJJCkIMb0qfN19OhlNTT8on17Tity/GxL6XE9he6rpvKp9u0+br1+KCdGpBuVvnHjfluP7dQuNTtL1blDT924kWOpQLgKdm49ph7d+mnXjhO6dTNfWVl1Sk6pMP/xzOmLLKDBMsKSsh+sGVmXzv0VNnCkVd0fPmy8pQNdv1aoyZOW6MqVbIMPYMLctlzJvHsGKUBG6TKfO0kEnCroBG4I1lAk1wBX/IMrY2ZR58emZgEbJjGuCRcIwvVCtR4XJQd6gJDyZ5jc1JH0x7yT7+Hcl1JjPMe0p6XwLpWArBdNyRNbo01VcTZUJXvXBIx2Dm8MioCRlTZAkiZgObkPVWEl1lztSUxyNmpJoihLy2jx8KMqA3RZ/Ltq6v6pisqfVF7xxilJ8iFRjyxH9AUu6LdNcYvTJ5MNTuRJljaLXgMnQASE/l8KD3ACKlbUxMYmqtW3HZSRRo1GFJjzOVLMwgMS9QgkgRoABMBAiI33AFv/Tu4zL7ACkNmZpcqzSLZLxAaWfCPmPr5DAIl/8Py561YcY//e4zp5/ILmzllqFc4BxPFj59WmVXtLEGedNBAlqMKzqEdASBK592f6pYaAzSnMRh06cMZMmz69QjR31hJrHNbuu3b626d/swgs1WkIzORlB7RkwUpNGD1Jd++8sqARSxuBo1vjHexoyGoWW0/uAi4H90arQ9uOunWDNIVnoqn9rYRCfd2ylfr06KMHd36ybojWKxtFWf1E5AUWYWoT9c6ucRHj0vu6fOG2+d2ofo7PEbVL0jXAxL/ogy8Wla5+YQpz1oyFBh8ABNQAo6m/6hfmA+Tapk371LdPqCoJ7FBrkyrhFIXIabQA05zZS0V+IOkt3379nbXIBbgEWJw5/1BbNx/WsGFjTCVnplVo9oxF2r3nlGoJaNTQD9utrT544KxatGihrZv3q6nhjRWO8OqRvfdPYgLjK+zZo7/ib2RbPmRhMDGcn6WyjG6Qx6zKOb29i4sa1b59FzM58UOyHBCfIQ24Tp68pr59w3Q7odhMeYPktHnavTvaAJ6ZXq5+fcJEP+6rl1IMiMmJxZoxdYHCh4yx8mapSRUaO2qKlizZYAEhTG0gnJxYqv59B+vixSRbD03LAyLoJ49eUWjIcIUPHatJE2aZX3TMqCku8GR1IekAyNLEJ2Jt+Onom7p5PdvMczob4g8EXqgyYGUwDBa/BVBADuXmCuFS8eeRrcJBYWZTn7PSKTueZUMVElxBEeZTAaiUFVlOKTI3ipAWC8xJChEFLAAs9wCkry3pa0byPNf9mMzMBoMpKT7cs17exa6KeBFVxksA4CtZA7DKV6qofGUqsbAI0/9HVQRe2x5AUleSvRXkpVEY4Kz6ScX0uglWAgKMgaqfDZZFxaw1f62aWgfKFp+9F6pP3x2oz98bKvyTX7wfoa//PUJffBChrl9P1aUL6W+r9gAvQAWwPKy8WuOa37gGpBiPugyU39WVK/Fq3aqjmdWY20CSsmn4I72JzbWkxGwd2n/aordbN+8TyunQgWibD+B5gAJGtpgz17Rq+UbNnbVIc2YuNP9XXha9c359P3Cj2C2d+kJDhiksNMKSczt36q733n1fhw+cUX3tE508dl6dOnQzuFZVPLASZls27bPiu0SZPSxRk9wnoRuokbeIHxF/YZdOPbRm9WZTooxpqHuqCxduqHPHLrpyIUEV+PWKqF9ZqzkzF2nsyAnWYRHViA+yvua5lStzBTFY0UOFIQdIlB2NvghgDBoYrj27j2vHtqMKHzpGHdt1UreO3VRf/cIi0swHIM2vmU3VeKL3rnJ6cX695V3evJapr774xoJI5ZbY7dQkLoLmpjnvJWH92tU0derY3UqD+RQb9iRIA0GgBCRXrNqkgSFDVB0gAdiVKjP/X26jZkybp2lT5qu+9qUpuc4de5ifESXqC0I01v+k6JNx6tqll/kHSVCfOX2htm07rIb6N2bO+iWAUyfP0x/+8KEpduAG8PgmvsV/D/C1yjn59xQxdLSiT8YG+804tQmYKShBgeBBYcMtxYicUSL9AB+1aZDll7zwvq7FZav1t+0VdzVbqF7aPsyZtUSbNu5XTdVL1VS9UEZKpcaNnmLFi2fPWqYJY2eoZ7d+lvxOMIl8yk0bD1qva1QkDbNoeXA7odRgm5JaYeY1PkMi3/xxKC58qJMnb2jP7mjFXc0wnys/I4oQk9nSfoJ1I/Ev+jJlpfw/R94jfyisIrdLIAdwXt1xHQWJemRDPQJIItyADHh5gHFOziKKkGOWHKJIASBQ5BpKELgBR4DI/PaOvHt2jee9Sc1zPMN9IA0g+S7u17Jyp/xZ8F3MgeJ0rWdp4UB5NasmXvlSgerXysOUxySntUPQH8mSRHyUpADRkgFAVgBSemtX/WQBHKoDldJQrOxH5RewLt51WQSsLT55L0RffjBEn7w7UJ+8G6qWHwy39B+u9Wk3UylJZaLOI3D08ANAHogoOoDJfQDGdcahLtlzv676kc6cuaxOHXu/DdZ4UOKLJIDj1GW9Vef503/+Vf37DtXqlUT0tmrY0NGaNHGWcrKJFDtTnm+gjUPfHmEWjb1wNk6HDpyyFq0Tx86wbwLQfE/clST17T1YM6YuVGpSoUWTiSjH38rU11+10pEDZ0whHjl8RrRSeHD/tWJiriksJEJTJ86xqLdP/kbVEqTxyd34DtlofTB54mx9vzLK7gEkUnzIZ4y7lqohg8N17uwNS4Auym8y83fZ4rUaNXysmuoB213Lm2RlDfB1JnK9BWIw2YAWqztQd5ipe3ef1OxZi7V00RodOxxjoO/euafuNr6xxl+usRfVjPBt1ltknKIdfCvfRlJ6WnKRvm3ZWhnp5QoEHqu2hjXU+FBd/iM+SvyXBH7ohZ2XW6+WX7VRVibuD1eoFsB4UxsYcX3vnmh179LH/Jf37vysumqqwzxVYnyBunXrrYmRMwXQyHXs3y9Mu7YfNcgCN+aqDjy3VSytW7W3n5kg0dbNB61eaEZ6heotHee1tm05oD69Q7V8+Xr7t2ccqo9vANZ8mylYawVBcY27GjtmihYvXmOmN2PYgDPPnDhGD/M+FpnHpJ83Z4Vmzlpkyo8SZQCwIJ+CIzVauXyjUpIqHDyL7inmdLwuXUg2f+OvQZ4XpgzPRN/SmZPXdTsh3wCK6c4YfJEUrUBFcs2qjBexDv6lAdKZrQ6ApPQUFD1QTS3dEV+oNNhFMZ+KRrRyqKLXi1OLwJFjD0/2qD3m47pfhmjnmNE5wVxIemNbO9unNj4np0lswA6QATEUInsACcQcBAmoYDU8trGMYeMZvwFKlKKfCygCP6AKfLnOsYcvz1ezrjtAkV2i0ACe78CX6epNspab5HJaMwBGYMmx20i9ooguwa0XZnpjfuOTBJjsqSWJmsSfidq0VKCyFwpU/6QSgj1lFPF9rRafBpXkJ+9Q4CJUX34QYUsSMb9DOs9Rdia+yF/9gMCJzfscvS+Sa8Dy/1SbwJOx+/bRyW6A6qqp6nJftdX8D1pjapJ8SSBJqtHhw6fVsmVbHTl0Vg11LOp/pNMnL6t92246c/KKmdjkUcZeS1bH9r0UfZw8s0e6f/el7jY9U3JStkVGCTrU0G6htEmTJs5W+OBxyskstyrhKEtM5KzMUnXu1EMnjpw38O3ZfVT9+9KU/qj69g7TO/fzogAAIABJREFUzq2HRJsFAjje7Cd6zbOY4wRYKkvvmZK8eDFBg8OG6dK5m6YeCeJg3hNYuXolWRERIxV9KtaVxGKJWkGTVi+P0rhRk0wtETgCjsAtUI7555SqqdSiu8oJJocDLoDpk7eB2t2m19q29aAGDRii+/d+NnMbsBIsQemSOsTm5nfFgFGYacklatOqnVKS+cPxUjfiMpScVGgJ4fg08UtiavNO2rxmpFWo5ZetlJpCsRIXFAFC+Pa8asPvxx/WwQNHasP6Pdbp0AIY+Q3atH6P3nnnHeuRbrmT9S81ZvQka4NBVW5ABSiBbUpSsT7/7CtbOYQyy8qoEeYlUCS4MnfWUvXo0suSwmPOXtew8DFKT60wSGJi8324AVCBzAcgiWhv3XJQm6L22/d6iPIzsCXfLtXBA+etak9h/l1lpFbo4oXkt60SiEDjTyQokpcDWF3rBOYBtryLepGMAX70mcY1gP+U6jml5iclNYrfEwdFxgFMNvybBthSV4IMmAG1ioBrrcA5ACRAAhxZS801D0OUJBvnPmrNWA9P7nGdYhY+odwAhSuh3MEKkOF7ZA+wgBzwYgNkjAdeANFfB5iM8wEXb7ozHhgCSPYejOx5xm88y7y8E+h6Fcl9lCVwtNQfTOzAK9HjBj8lEfDqGldtHEjin/T9bKpr3WoaAjMA0AdsAKIBEniW4PdEcb9+e417jCmreK0qi5C/Ipk8VJ8AyvdC9eff9NHf3g/Vl78dpG8+HK4RoSvMbAR83u/ooYdCQ6lhAgNIxjgfolv54s+973LTpt0K7R+hotxynTgWo2NHzygvt0zZWSVW7oxiu4zdvm2/Ro6cqPRUnPn8D15tSm7OrGU6uO+0AbGy/L5mzFikadMWqa72sRrqn5o65P05WWWi1uTyxesNfHnZlerera91HqQiD+DCf+gCLZXq0qmn9eVmVdHBfSf1Pz74HxZxnRw500xwH8XGN8nGcwCT9J7KClaXkCLUJFJGBoYMVsLNbMttxIeJiqa82q2b2RoyyCnJ8mBpNaKeSxev0ZxpC1VLMYdyt8wxYAV8XbFeIAzMAChKs7EOv9pdU6ElJIWzTK+YcmyPtWzpWo0fPVE1AbrT1am+5pkpVOCIeqQXeElhk0uWD6rV2/F5+q5VO924lmFtIjZt2GvpPzeuZZp/Er8cQR7UKwnl5OyNHDbO0n+am7MoMRdBdilCQPHKxWQrJoEPjeTviZGzLLdz8KAhttYaJQTE6JMdOX6aAdL7Jc2PmN9grgsSznkXICI6TRL2jGkLtHrpBl08F28ql8pI9LfGLGdJIFBiPNDlWUvzITG+7KF1iOTfHvMbtchGwjkbPkHgVZhHjuULAxzjULaY29azhXy9Alfbkb7SvuUCCpbn6a2N+QzsGIcJzTjucQ2wsnGdnjBsnLNnfvZ51p+bbAGqtjtw5geB6E1oQOhBxzUPSKCJQvRpOZjOQBKzmQ1oMt6DlHOixoATUAEpoAWogB3gAmpc456/768B0ubmtFeA7IEo49kzF88YlEtdsV0gmJFRbzBmDu5xzY/x5yhWFCRVhPIBcskTC9bQBTE3/57yCAQVPjI1WRH4UUUlT5Vf+MSUIeoRkxn16BWlj3gDx0A1q4J+MVCyB5IlZZR1o1UE/aXeuBU3RLLd5mpKAsj2n4zXzPFbDVzelAZ8ABFAoiABJCDzOYvUffTmN/5ClCUbinDFivX68stvzBweEjZMw8NHW5LssaNnLWeS8eRdrl2zRdOmLrCEbObjncyBmW0rfErp5xtQx/Zd9F2rDurVI0Tdu/RX+7bd1a5NV5EuMXrEJN2MS1dV+T3diEtV754hOnX8kq3fJtG71PIpG5WbBSR7WQCnuuK+jhw6Y5A4cfyc8FceOxLjosXBddqY2V5RGixtHTjuhjuKv5GlAf0H62x0nEGS+y4SfkenTl3Rd63b6sqlJItWU0wX6JEUHTFolJrqfzT/IUEhzG1bjVPiOjACSCAH7DCbAxSyKGgyM5TVMAAS5Tl+/BQtX7RaNZQdK2y078a8vnktywBJ8INgDvdyMgM2V8rtQoPk5fOJZhoX5NVrzKiJGjJopBLicyzHE3MbCOHaaNeuk65eYqwr/uAhRGQYKJFozjWUJb665KRS7dl13Ppyb1y/Sym3S8wkpT82fkzyHGkzu2fXKfOv8SxzMT/5nBnpZXYORFB2+PFK+QUmgMIvdwHZDaTc4IukArnrYMh3oEj9mm0gaSXTCD5YwOeZPYP5jNIDTh5gHoTMydwAr7nqA25eUTYHHP5CoOgDMMzjn+UYyHoYMo5rnHOdZ/BJsvfPcM8SzIPv53uAHzAEfOw5B4q1dSihp7YmG/h5YKamVRtIPTC9ogSWAJa9V5VEsVGHwBEFCBw9GDkGXh5y3qz2MOUcoAE6oMjeq04POq7zPJufn3sAkHfyDoDLnvvMyebfUYT6LHIb+ZE5/EEre/42Dai69ifzSfoUJUvtQSkWU6mdfuKvVVH909uUIINh6QsDKCY54GQc49nomUNBDcz5Fh+/21+fvxtmDcA+/k1/tf3PUer41wlq+5exmj5hi1X+AYioPJQayg5IeaUINAEjIPVQ9CD11wDLgoXL9clf/qZ9e4+9jVqvXL5ObVp3UPzNdHsW3+ea7zdr2eL1FuwBkh7AvI93l5c0Kju7TF9/2cYCPKySyUwvCboA3HfwHN8LeONvZqhn176KOR1nOYioSGDHipaE+Cy1/LK19dyurnioxQtXaVT4eNXXP9WJExcsOfvowTMWHQdcgI/nCUQRVadZGLUeMamzMis1cfw0zZg8x/reYG5Xlt1ValKRVXz58A9/1LXYVFsn7Ypt3Ne6NVvVtWMP8xECbPdtRLedn5N3YiITDQdsgJVCvqQF+bxHlBJmHr69nVsOmFlM0jnrsbMzKrV0wTqXb0mkueiOPV9WfN/M+tTEYlN3Vy4l/toHu/iuReRxQ0ybOtdcFX37DLRgF72qASCA451erQEhVCDK0EMLsDQ/5pffwcytqfagBcL8DJwDNuZ38CV4xH9POgfyx9YlihcXuH4vtD3wMOQ53o0/k+9g4zm+kbn4TgAEnPgOr9o8CJuDje/2wGQ857yfsUDL32cMcwFagIdpzTtRwexRojxvcAt2EgSw/JvwLO9k45zns7MbVF3zo30bytNvPMM8vIeVMsAQ2AE+joEiatBDk2CLC7y4CDUg5T5j8Vuyp4EW1/2zXlUS2AFawIqWCqytxjwHYsANUHIPuLF5E5xr9kwQbNxjPHMBTP9sSTE5iU5Nct2nFNENkbm55uf257yD97N3Pkm+m4Icr0SpM/yPHp7sMblRlXkFDw2iwJIADkqSCDcgZAOSKEw2AEoKkAG19Lkqq1+LOpW1Db+orvEfBG4G2EqbT97tbyb3tx+OUMdPJ6jz55FaPv+g+Q8BlA+YoB459kDkHjAEjEDMQBYM5HANyGF6Tp06W4MHjbD12lznWm5OmXr3CtHmqN0uIb38jpYvXaf1a3aYP5G5fSCIY2fy3lFWZrG+/KK1Ll2IV1WAZWvO3Gcs672TEnNsOSPfSKfDfn0GWnSUlJ26apao4UOr0cKFK/S7f/+9Lp6/aebugnnLNTJ8vAUwgOD6tVvUrVN3XTx/w9Qc34w/kj0dEPOyaHWL+VtvLRZIy+nVo5+mTZmrg/ujza86fcpcff3512r/XXudP3tdVSjFclKL7ul6XKr69OpvhQ2mT5unA/uirW4k6hHFx9ppZ26TYM4vL8nLqDhX/gzfJEv2CnLrNWPaQqUkFogWtPgrMY+JuhbnBXvuBJcQoiadz5P/0Rt15NB5FeTXu66IZt5TUZ1k6hzt23NURw/H6OaNTNXXuCRvfunxv+HnAz4AykPJAc61E3X9WICp68NMWTNMUkxxngFePId/z8MRyDEv0AU0qFErLZZLWTyqflNfkT9UmMUEjAh8BIvSBuGal0PgkOwB/p/0SxO9Kcw8dCJ0sAI+Dr6ueRXzAy2uMwZ4secZgAYk+XmALHuuA0rGcy0nq8aCOu795OM6MDOOufzmn/XvZ88qGYtkF5DOVq/MdHKQn1l/bdaEl7MiJtjuFcAx1itJzGfA6a7RluCNQROlyD2q/gDY5s+jJH302oMVMLFKh17a1iPbikpQSd75DLmPugNYAJBjQAf42DCxuc6GAiTv0gMWnydpSN7fia+RMYz9FYyY9gSXXM8b14fbpQwx1r6v8JGKSEQnkFP2zAAJ1Grrf7YGX2UVL1VY/MRMcmpNllqE+4WZ1CUVL3U7qUKZ2Q023gVwiGi7SHhN3S+qqHqt5LQaXbicoQuXMnTuYjql0gbo4/dC9Ol7IZYC1OpPo9T+r+PVveUkrVt2VIHgMkAPLNZCA0mABBxRbNzjGnszm4N1HIEU6pNxo8dO1PDwcaqrcRV2UGWUWRs9KtIUVWUlOZFNWrJktTZt2OXM+AAmC5V9XLAEpZWTRV5ljcJCh4r0j4pyqnncV3X1A/NXJsZnqH+fMAMQzxK4OXjglEg1Icfv3JlrunzxppYt+V4d2nfWJx/91YItdCScOX2+RkWMV30dtRCbVF/3g2ZMnSvcA/gygTQqFEgSEAFgqDvMWtJmaByGsuU9FHWlis682ct1+tRVrVm1UTdiU00ZAki/UufokXNWYWfs6MlKTym19B8X3abi+SObmxxH62KIPzNY2ZsIK0EVqu6wB4xEoVlpwzVfFg3FSQoPwRf2RMiZA7VZZsUuHljFcJ5jDMnmFqypJKmcZlguGRwfIuABhB6OQIhzoAnUOAZ4bADPp/QARK4xF9f9HMxTVIBS+hW41FQEfMCLxG3MUTOXy36w1CMACcicIgNeAJs5+Dd1vlPG8228E+hSsRxQMSeQ93tgxTFzcR8oeUACR+4BNuDJnvtc45xxXHPn1Fsk3c0FjHgnvkrUH6BkjAclz3LOdd7Bnm9yf3wcdHmP/YyV9I12Dbowq1GLqEIgxnVvPntVSCAnIaFYqalVb/2QjEEpMoZn/YaZDRw9KAEsIOWcCDf9sgEmQAR+wM77G71fEmh5QLIHeIzDXPZwRGECOL6XuakChGLkWnXVjzY/z5LLyXda4ro1CnOrbwoKXEDHA5p3sOqmBJ9p9Ss13vkvW56YT+Ar8EqBqjcGSSLdmOB79l3Uvn0XdfVqjubOW6vI8TM1ccJcrVq9SympNWZSFxY9Vk7+A4NudPRt9e8XoV69Bolll4MGjVOLz34bpk/eodiug2TrP49Rx08j1avVFO3dduFtIjcABDrA0OcrNgcnChJ15uHpYck1xg8ZMkIf/vHPOn7knB7ef62Guie6Fnvbln6dPnXZAFRW2qBFC5Zry4ZdpiS97xCgAhXyFNnjA6RNKz7A8KGjdOrkRV29kqB1a7epS8eeWrbgexvHWAAL2GjPOn/uMk2bPEvTJpOqs0lno2O1dMH3uh6XborwfMx1HUTNUb+xksBIk5WE27vriP0MfAegtCTzMtJ0XHoNwKygK2Je3dsgkvteUm2euA6MFmhBAWFeulU7LGHEpK6tJvp530xlUn+AIyk6dVQDLyJdqN6CLuQ91tW4Wo3ADOgBQ+DmzW9gyfXmYASejAOEXAeS7GtrHFA9SFGlHryuJQLlzEigdhD0AEQpATqgxDFmr78GEDln701PFKO/zj2eBZY+Isw4nmc+rvEexhApB4q+yjfP0j4A0xZIoUwZx3JINr+yB0B6cFM+jnejbIEiMEL1ASpUINDyyg6QefUHwLjOxjjueehxzfsS2TtV7ZQ7aUhODTsY8r6sDMBP1XEHV94BCP17md+/g2tOlTYon7zFYIQbyACu8+dSNGfO98qjjW6wXav3OXJ/xdJNWrBgrSV5Ax3uAT8ACzDZoyI5ZgOaAJRjTHHe44Mu+AdRiyhCwGeACqb5ADbvMwR4HoZ+z7M+aGMADTy3hmCAF4CyFeDHpU5l4X0lJpbpwgXaWdzXsaOxWjB/jVau3K5zF1JMWTpzmx7cdG9kI3B1VytXblO/voM1MHS4QkPHKCrqkApIR2Jdd8M/tXbNfrVr213fft1Ws2YuVsyZBMVezVbEkIkaPmKabt+utF7elHG7ejVPndv319ath4MQfq2UtFpnbn/8m77WMZFk8m/xSRokJ+v4IcxQpwSdiez8gl5JsmcDkOwZw95HuYGjN8EHDxqpXt36qn27zrbqYs33m9S9a1/Nn7PcngM89IGhCsy+nUct7Qa/nk/gBi6Ap8KaY/HL3KibNzO0cuUGjR0zScMixmrWtIXas+2wLTPku3nWgZVACd306pSRVqyUpHwzlxvqnik1qVjpqeSC0jWP6CQtcp2LgKWYKGX+OABa7nu/JMnjbmXMHQu6AMyyYLClOvCD5UeiMAEovbcBH31zmI85WOsNAFGN7MlnxAwm5QdQUmuS57nvTG/XZMxSgoLtEQAfkWcgR6AD8NFHBihyzH1gyhjgiXr0EK0ILjv0c/jxnANKouYePgANcAEp4AN08AFyzh4Ich/YoeIY732HXGc8EEQ5oibJkawoI2jhmntx3YPTqUGnWh1Enb+SMW68U15AzkWdHXSBUwH9XoJBJYNkqVOqvJ/3AScPPVQg4AJIgAxoASqgh4rzKo9jrjPGjweYXLdAUjFQazTVnJPNElx3DhCpCMQzjGfvn2efcKs4+G/p1KqHJPMCVUsT4r3B/tkoPyLEmzcd0Ecff6qklHJr6uX9ksCNVKGNG/coMnKmdSokWTzxdonGjZ1pyxhRi4DVP+PA+Mz6UXtTnDEACRih+JpDElhSdKOYFS/BtB3gyXhMZsZ7JQkYPQw5jo6+qXFjpxnMKP/Gd7FCiMrkgJIOhcOGTVHkuFnq0a2/5s//XjNnLFfPnoM1fcYya0KGuZ6fT06lU7fLlmy1de579562Isk7d55W7x5DtWzFDpUHflRd43/r3Nl0ffzRVxoxcpKKi1hK/JPu3PmfunmjVB07hmjb9lPW67uu7hft3nXOCu0W4OMlkl74yAJDLT5+t5/wS5JUTirQN38crtYfjlDXrybo1JFbBjwPQCCIuU0gh2PMadSWTwXyZjfn7j4OfVdJ5/DBM7oQc03nY2K1YvlazZ+/Qof2n7FgBcnNAIhn0lIKLRADSAAcqotjAMkeWHq/IMf4BIFeanKBRb+BGc8QLOJ5YISq5VuZg5xH5uF9bDwPvFCPlv8YXJfNGBdIccD090xFmpp8YBADgkSk3d714KYmJVD0ZrP3MQI9gEm9Sr6xuhI/G39Y3AoY/h1YKcNcBt3iOzY3z6A4SeHB/5iXzdpy16LWzP1gO1UA52Hn1SMABYxsLDckjaiKqkAoSupL0oArgE/uriVRM4ep0qBCBDqADkgRjQY4AAgwAi3ghnJjQ0Fxj/EkilPRx0MPkFgifLDABvMxjvsA1BfL4LpXgsxnzwVNeHeP8nF8h1OCwItjUm8ANO/lZ8AnS24liph2DMDHme5O4QFHYOWeR5nyB5C+2y4Nxx8zN2MYz2ZBJHpIZ9Xp1o08+3fh+/lWfhb+7VC0/KFwEOX/N2fWA0vgm5/boCGDR+lMdLzNzbt4D/c55rv4jtKg2sNMdStmnmnunGV659/+TXv2nrXCtJinBGooVVZZ9VR79hzT0CEjregFMKRCPbUCcvNo9PXAIIly9NHtHCuEQRQ8mDuJQrcgifM9AkE2FOKOnadNuVGmLSm5wkDJ2MysBlOiKE3GAkUgCjQ537vnvNq27qL585ZZj54RwydrzKhZun27Qnmo1bKn2rb5hD747X+qW9d+OnoszpL2+W9/PiZJgweN1+IlUdbygTlz8u4pMZ4c5/7asu2I9c6hsG919Y86ezZRXbqG6uiROJVXvFRmRoP1ytkQdUBlpS8sBzIn54Gt2x4/bp7Gj5sjTPra+n9q9ff71bvvMBUTqCp9av5OouUtPntvkP78Tl99/E4/C9x88cEgffHbMLX/dKQunk01n5+HHorKm90c+81Hu1FJQBMFyTGA8pBElVE3sqrStXx1zzjgYU4CNaDkzPZaK1RLcVynBB3cmIt12ACG60ASZQXszEQOtkFw8KNznit35sfyHO9gDqAHUJvDl+/lWa6xZ4zfe2hyjeNAhYMkMOMb2CxFp/yBQQ54cW7KL5jnCIwAIc3D+Nl8krqp5OImS/OxKLopzPumLnkexQpgC/MaLMkc6FajTIPLDAEj9Rv5BcVXCSQwrVGXHAMn7gNG5kepMidz800Ec/ANAlb/DL/0qESgCBCBH9f86hSACSABAHDg3MMTQACd6sBTW6MNnDCdgSLmO4nYzOlA6lQmz9DpkHXe5bRKDbZyNUCXADP3LhLL7zT+bEABKkSRUWGFpI6Q1B2sdkR6EPAi9Yd/H74V8KAkgR4bzzOGd3m168DMqiqXmsPc5FICMf88fXCoaBUePurtH5SCvEbduJar3OxaWw3DPNbXxoJrlL5zKUVErfNz6s1VRCFdVt2473ARb44NkGaGuqRw1J2ZyXlNGjl8gjp37K7JUxYqLaPaVCH3snPqbczp0/FWWu36jTwzUwkInTp5Q1u3HLbe2ShGVGduXpOWL4uyhRdt2nRRSP9wHTpwweBGcAUVaL7IiudW37Ftm662pHfqlEXq23eolUA7ejzWxqME+Ubvq0SFMkdGBqX5HmhY+CRrN5GbR6Wh50pPr1FCYunbJYiMj4lJ1e//8KlWrtlmldZRucVFtPalrFy2evQcop27Tht4KdJ79nSi2rbtpVsJefbetLRqpaYFFJ9QoMgJ0xURHqnikieqqf1JA0JGa9X3O1VOyo9trkQa3RN7dB+i5OSACkufa83ag9bDG1OdoBARcmDZAkCSRE6vm8/fD9PfPhikz98LVd+2k5WcUPQWhADR+xtRloAQVQnUOEYFsjGO+0DSm6hAifxE3zYBCAFFoMUxa5zZAwvLYwyuiAFGzAGY/Hggx7GHKnUXOfZw45j3ORXIL5d7D4D197jP3OQlMjfvBZB3GlmD7BQr13nGvs/6dLvnOed5AAikgIzPbcQs5pi9gZ/e21ThNsA50xkXgvtDQ/4oicruDwnVyymLBnRJBAdcgJZzd52Saa4ikAepW0WDb/GZ+SVp3gUQrEhts06JQJLrqEWeBY78uzG/dxnwjQCVlBw2TG7Agd+PwEpWJu1q8XWielwXQkAHIAGQN785Z3NBHufPxOSnUG9BLi1ofzDfLXUua6pdn23mQ5UCRJQfEW8Sv+tqAKDzoQJUQIpZzAYUAZhXYezLyNG0VUJOPQN8ujvyc/GtKDTGURPSKUhUqAs0AabsLP6A8v+PCw4x1sOVdxYRPKFxVt5dRR+PVedO3SyBnX8jeuzQt+bWjfzgd7nvxm3B6iUPQuYuzL2jsaMmae7clVZhiGv2/UHfpPklSf0hgl9DZRpqOD5Twu0S9ezeTzu3H1NISISOn7xmvbdpJQuAKiqfKi2tRiH9wkXLBnx+KL31a/erW7d+ykNVB1yV9A0b9qtXjwG6GZ9vBYGjNuxX104hOnjosoGsqoYgyI+6eb1A37XpolWrt9h/F1OWZT9o4YL16t5joJJTKi0ZHWVqKi/njsGPY0zw4oKHWrdmn/r0GaaYmESlplcZUDGduQ8gmfPmjWJ17zZEGzcdtiWO+FMJVgFfigiPHDnLWtveTg7Yqhtazv7Hh59q4MBwy+tlhVyXzr3VoUMP9es3RNt3nDDIVdX+pMjIxZoQOU+ZmawkosjGY1WU41Z5ps6dQrV1+0mVVb3UwUOx6tI5VPnk4la+NECakqQy+Ufv9HurJFv+bqja/3m0BnebpYzUEqvQgzoEkP6XGzACM0xYrnHPA5S9BTyCEW/GEpH26g9VB6yAFHAySBU685djIMSeNB2UFps3lbnOOeAELhSlQNFxzlxADVgCHMbyTq6z531eFfJ+Dz+u8TzPsuce38j8zIEpzJ7x7rsJMrg11QAR0ABKGnNxjKkMGDkuKSK675YFAiGDEr26gz8j38R7eRdQt5a2b32QLiGcAA5VgDC1zawnKBNcbZOXU2NmPVV8vFoECESwgRzXvB+SJl1AkvSh0uB6c9KJvKq01KBKzGRnitfXPbde0/SsRp1RvYj5WNGC+gIeDjwEstwKFyCHksXnSK1GlKUf21j/2kBeX/tC+/ZGa9WqKMsz5TsLWOdeSp1N4EwE3y0hZD7mALhc490oMaLe2ZkuGIIZ7QDj/K4WlCrFleBWv/hUIfaoQwID+DLLCUAQkS1zBXoBE5AEpEALKDI2z/IeUdP4X1+qsfEX1de9VnJCvr75urUyMirs5+K9V6+mm5Ik0k5PGkx+nkNlRp+8ZiXUjh+9rBvXc7VyRZRGjZ5skESl8nPwbv/zAFVUIKYxG3C7cDFZrb9tp9TkEg0LH685c5crN69eZeUsN2R54j2DDnUKDhw4b2CtqKS1wgW1atVRCbeLLahRWPhArVt30v79Mdbwq7jiieh4eOLETd28UWQtF0ornqm65rV27zxtBVRSUsqt2AQmNb5J2l0MGTxGy5dvNZgRNMIk9+Dz5jYtHHJy72jKlGXq3XuIJkXO1dp1O3T6zE2LdjMOkCcnBTR82DStXL1TfF8uq5cK7tu+MvBC27adUsiAkVarkmrntMj4/LM22rH9uBJulSgjjb7q91VW+dQi3vWN/2VpQqzA2bGNylwjlJBQobIyFx3HP3n3zj81dtRsTZ2yRJU1P+l2UkChIaN18PAVS0yvb/yHahvIk3w3RH96p48V3P3qgyHq+JcJ6vyXCRoRskg5Wa7UmTOB3VI+VBQQAjyoRdQjpjPq0Ue0ASfnwJI954CGqDQgAkI8z1wAgg1geJABLjYHLOZ1IOG+h5cfD6wJtjAfcwNRwOhBxzzcYy4HXGcu+3fwXZjl3OeY6x649J8BeKg5TFxA4sxfB0Z/HXUGzIAgCpJkcMbb+u5yksH5AwNk8V3hg3TTS1GMAAAgAElEQVRReoJFFM8l6dy1b8DP6OZgbqLZDbXPTP0xP99STO5joStnhjq0ddWBHwyMlVQjataZEKhxn5qO/BL7roZAD5ACRDPDy90abQDLnF4F00/HBY2c6ch9giMoP+AFxDCrOWertiKzrAZySpASX9wHqKTqAGXyLbdvPapJE2eogP4+FQ/t21CAFCRmLD49zFYXZMH8BJDOHKW8GXPxfuBCWwaA534Op2CBpjNZXa4l/WmAD2Yz5relDRXwh9qlBTkV66qUEzlnWSPvA5L8m+E2wP94YN9Z7dh5QocOn1daaom++upbxScUilqfrAufOmWe1q3dZW4JFDMuj6ysGs2auUj9+g6y9hpDh45U+LBxGhQ2zMxilh3ip8wl4hxMU/ImN5AkuIGJjKraufOEqSXU9ZFDF9W7d6hi4zKCqTP3VFj8wMBIpDdq0z4roFtc+kSnouPVrl13nbuUrMrql2aqftemk1LSypSZXa9C1nfjggi8MBVJHmIeqrvsqdau3q2ePftr3brd2rjxoFav3qEVy7do3uwV6tMzVEuWRikjs+GtD9IHdIAl5jepO4CVOpuXL6VryZIoDR48TmEDR2n69KW6fDXLwJ6Xe0/z563X0qVR9vPkWXk3t+qG5YgnT95U795DdeLkDXMjpKQE1KdnhHWCrK//h62YoYJPUeEPpjRvJZQp8XalSstf6Pq1YrVr21s3bpZY+TZ+Vnrw1Nf/olUr9qpvv8FKz6y1fjhbN59Sj+4DdfCAaxmRlBxQC0xtTO4//aaPvvhgsL77aIzafTxeU0atU6n1cXH+RRekcQoQJQSYAAqmNiY2Sw8Z45cremUJKH20G6ACTKDF8x5KnJOHCPi4xt6rQa8EASogA4Te5EaFeQB65YkJzRjuYT7zDHN49cY93sE4r0o55zpz8BzQ5D5rxIEisACEPkjDNVQd0GJj3P/P1Xu/WVVm69p2261Xu9vdtn1a25wDBkBURDIIqIhKUAElg4EskkFAkgqSc6hEAUWunMPKuXIuCtTu3p4+e59wfX/C8133mPUi5/zwXnOtGd45V8G61zPCO0YNpnKVVwOSvEae10xYU22eK4E5uQfwI3gTtIh6vcEUFekAyfxAkusBFgPTnog3c7NWPEgwB59iqFWZGblWvYf3ABDQATTAQaS9hLJsMxdo8ze7ewI4+Hu8cmgGJvybPZ0Ord0DJmvPckg+Z1VlrSlDP8q5ClgRFeYzkmXAvwcNxlBonu+yssJLSyovY427F9AgsZ32FdFQu7VlnThxioqLw/YZTHVagAkTyFsrnYheN8WHWY1JDNBQfRUVtdZZMB7tNnWLmUvL15ycUmvHAKgxpVGDgA5I4+u8eL5SG9b/oKWL12v92m9tqeThQ2dNMXJPoItf1Ypx9KhgFHIk3GlLK1/u11/zZi/SovmrNGP6pxo58k3dddefdeLkJTPxMamp6D51yhxduRywknilpQl9PHWWhg0drfy8gKVc4U6gU2OvZ19Q7979VE7xkoKekmQ9eZsoSg+cXgELlCQBmpkzFuidsZN0KrNQe3al67FHn9TseUstxxCIlpTVKhC+an2tZ81aoALKlxHhzqm24iBbtu4XZvT2bcfUt09/5RWGlV8UFyClY2G+1Y5M6Upe1K4FJMuWbFGvXn00b94yLV++WUuXbtTq1d9qw8Y92r07Q1dyIwZTQGjJ3j0BG6LiDpIZmSVKzyyy5mS+IEVy23ThQrUmTpyjt96ZqguXQ6qu6tCmTYf0xOMv6Idd6V7VogpvuSMFNRYsoEXvaJ1My7fPQI4kPbxfeO51paXlWQsHksNpx3DlSkz9+4/W0qV0T2RJYrdef22sVq/ZJZQ1OZYVJMX7OnXwwAU98mgvZWSVWj3J8ooOrVm7S8OHvqMBr42w3kW3YGrfd/tw/fX3g/TwHaP0/N8m6Jl73tfU91dYtBgViWK8GZKAB4h5UPPWZwND56d05jdbZ45zjNcA1euG6PkCnapkXTaAYjCvAyKvgRxAo7wZx90x59Nz6s/tB3pOobJ1gHUQZE4X1OFcBnN4Cs9Tq0AT+AFG4ISiu9m8Bo7AE6CZyY9ZHGg25cUSQloEADZgB0CZOzOdXtZp+nbbXm3Z9L3Wrv5Gy75co2+377c110TEuQel05gXMHMfVCQmPYPnobshKgUlCBgHvjbYVsUASPYxACVKsro8pYLcgIYPf1vzv/jKfIKch8LEhDUTugeY5s/rCfRwb56FJZE8F5CiHzXzYkIDYcxJYE3pNyDLMS9NBx+oFyXHL0iJNe5ZVkJR4Wbt3HFM77//ofLzPFMVHyr1G1Fts2YusNauo0eN07p133oBpZ6uh8CPpO2hQ8ZY5W7SvlixNWHCFPXp01+LF623xHEXBUfp4gvdtfOYXn1lsCZ/OMMGrSju/OOd2vLNPrESiGAQQEUNe9eijvFXUym8Qr2efVHff3fQak7WWPGKWq1e+Y1VRN+8ZZ+5G4KBVi1euFoTJky1lqjBYIdOnSpSvz79tWvnUft78/clzxX/6tQpM/Too0/owqUqFfWUJCPIwT3Nb4nJXk13RRp0dVgEm1qojz78uCnS996dIpaLPvtsb1tFwtpr2q4GI9364vMVVpw3+0yFqUPyLek5/ulny6zk2JHDF/TkE72UkVmkYope9ChH8gvp+U2yOoEdWsV+vX6v9c25cjlkxTYst5KKRv4W+YNe7iNBHoDo/IuoSFbUMNi3ccN+DRz0tnIuVqm8iqTtRoXCnTp+IldPPfuqsnOqrYBuWlqB7v7L/eY/pYo/0Xl8shfO+9TrmZc1f/4qe15/sEvB8HUFfJ1aOH+TRbmXLtmoM9kVOnrkkka/MV4v9R2kk2kF8tV0KV77L30ydanGvvOJReILiymIQZHiRsu1XLpkqy5eiopiu/7Aj/IFunUmp1r7D+ToyLHLuuUBA+RA3fPbgXrizrf0/H2s2x6vhbO22GoV52MEkpjOqEKgArgASSTEP+yvvkmWIQJVBoAFjmx9NUlbFcPKmoL8GpUWeRHmADDClwggexQgwPKUnJeX6NSfBy4vmduZ6ECT8x30eM+zoTY5h9dA0vkUeXanPjH/Q34iwc2WN8kxz0z2giZF+UFTc5icAMqpOwDmlBZBp5MncqwO4YIvlisUaLIoNecCOHfdnNkLrOnWe+MmadLEyZo2daamTZ6uGR/P0bdbditA466aBk9lot7Kk/aee/MaGAE0oENQg2pBoUCLAsFmPfLQ4/YMHGfwZQRYlFEDTpcvVmvi+KlauOArAyhzOCXJuZyDgmQf5rrf55nc3JfPQE1Mqg9xjGu5ByBmbTWBCUxLS7PxNVkgwzvm3Zv5ASpzkyMZjXbp2PFz1gaX9JRoBBMpqbxcv8bTHvf9KTq0L0t7fziuSROmaNjQMcrLZfmntza6tDiuhx56TE8/9YL1zz5/vlQlxWFrL0Eh3EMHvcpA/AjwN6Ay0ADMxWVfKz+vWlcu80XKtgImK1dstdqNgB3FSQCGZY+oSj4X/b1Xrdxi0VIqqbPqCN8sRTFI3frbPfdpwaI1luDOskGalFHUNzuLyHKTDh06Y61l6UXkD1COjOo8BMLqNGvGZ7rn3vu0b//pGy0PWFNNAKSip92r15jLK2hBk7HnevXVt9sOKjc3YgGTK7lB9X7xVa1d972l9+DDAyCbNuyxdg9Z2SUGyYqKBn3++TJ98OEsW01DKlD/V4Zr4eKNpiIxPwEkZjeR8E/nLbeWEOQjZmWWqG+fQdq+9bBKSU0qbzBfYmlFnSgM/PEnC3T0aK75I29WkpcvR8zXiMIsLEhq3DvT1X/ASG3eul+F/GhWNWn+/NXq03eQLuaG5At02T0xqV99daj69Bmojz6Yq9mzl1jbl08+/tQi+OVUOCKntWclUFVlq779Lk2TJs5V/1eGaeiQNzVn1lL7AaB3eFV1h1ieeP6cT5mZJSojv7MCN0aDClhXToFeayzWrqJi6nHSBrfTOieGo/+wcmm2dpsk8r/c+roe//e39Pz9E21Z4vL5O274FJ2ZjBoCJICQIhKoR44BQUDp4Oj8kGzZzzkcQ+lVmrpEYXr9ptnHyhpPlXqmNqY4YHP341wg51QlkOM5ACFQdKqR8xxQAWdtstNaM9BRDxXJPoZTnKzamfzRNM2YPs/WWVN4Arih3BwIMYENUj1pPqhH9jFYZXMup1S9X+ir+//2N02eNM2aff1qGnspQBVlcUugX71qs1j+SFI7TdWcr5bPakVEKKLRky4EMDGzMblRdeQ2AhySwFFHrAGn4k9pecL6xGSmXxTBGQc9AOHDXRBoUXFRxBTUF58tNbgBOcDImu0d3x/RmFHj9MaItzV75gJTpKhA7s/fgKWSa1Zts06AVBfnOlSsF7HGNKbFJ4nnDRbh7dP7VYuCAz5TmzflbuLPpJti2smLeu/dSVZCziK/FbX65ptdBi5gjFkNsChpNm3qbA0f9paqXbS+qsEUGK1vMflxcfC8KDk6PX42b4m3nh3V6m/R7l3HrZNh7pUqa03BDwAuBgoWT/340xs+VbfkknxLoui4FerqftKE9yZr9UqvcRnpSXSHxOeZe7lS9/z1Hk2e8qlBEh/ohZxyKwRy4thlyxvcvTtd+P6qa3B9tKucdCNbm56y8nB/uutubdlyUAF/hykkVtfQHhYFhR+S1B4XuMnMyNNjjz+tXHJkK1tUxHr2qmZ9/fVuq+COkiRlB7/i6dNeE7P0jEIDApXJlyxep7femmjz4e/75puDevaZvtqz95QldJOrSM/sl/oM0Ny5Sy130AIx5U367NNVeqnPQG3YuNfAmF8UU0l5SitXbrFe3wR7iGbzXIASVcl78iVdUjlR6k0b9uuVV95Qv5cGG9xf6vu6dv6QrnJyXn3tKimu04DX3tSiJet17PhlffbFaiuH+PWmPdafmx8NlC9+Wsq7AUpWyrCOGxgCO1o7AEfXKIyyahS+sGMU7e3pkWOl1QBizVXzZwJGXlNOjQIYvLZqQFWduuVeuiRSS/LWgXrszrf05F/G6fG73tTGFQdslQpKEhh5SowoL2k5qDUvqo1SBIQEbRjAk2MA0pnbvAeUxeRKlvMLQ3KsB1XKowGNGiLOPSqvtNTrbkjKEIoSCGJqA0bM7mSc/8ReWhDQA5o8H+c6E5xzgOSmTTusl0hRvs/AzPUAk/XU/foMMECuXP61nn6yl9cCoCffEZMZFQWo8q/4zHTG/ASSroBtcUlEY9+aoHfeHKuZ02bq449mqr7+ukqKInYe5wI9oDlpwsfasnWXmlt/UTjcokS0ValEu2Ix1kbjt/PKpwEn7svgOt4Dbb7c9bXXzLxGVaI8Me+rauqtlcDBvRmKhEgFQkXWW1QbGHoqLqnx46eaemFFDgqThmWbNu7Uc8/01poVm5WdcVmLFy63v8OqFZt7lkk2qrggrI+nzDNFxVz4HgEiBYS//+6I+ThtH1/Y9d9ryJCRBizOQXl69/KuwVcJ5Cnk/M7b43Xs6Bnzm5JyNG7cR7baCtjR8gHlCfBPZeRZX5qDB0/L56eobKOeeeYFa+/B83AOypXPun3rXr0x8i2LsLMPE56iIR9OmqbCgoABlerrqMRZs+brrbETLLCCmU3ACEXJa9rdkvZE1gD+xDVrttmPg0W/S2qt6AZN1v793/+kd8ZNtb7TJHuTbjRo4AgdO3bJ9h06fEZPPfmsrlz2W28ZoMcywMLCqF54oY8efPBBLV2y3o7Z2uyeHEaX6M25mNqkyKxb+51e7veaqgiWVZDyQ4sFSp3FrPUtrS0oZMEqG3p8P/NMb2355oABkGj01xv2aPDAMZY0jjnNs3y5dLP69Hlds2Z/qaVfbtIr/QbrrTHv69z5GpVVNlmtR4BKbuNXy7apT++Ben/8NM2au1TvvjdFfV7sp50/nLwBQiDpJZJT/bzOqg0BMvYz+BxUWD99tlJnciqtTJunYOmnk1R1dbvGjJ6sDz6crYuXAvKHr6qa9eAs/WSNe0/dTBQv8+AaIPLN38ii6cX1BkGgCfQAIkrRvQaMHKPX9s3VgABiDfUvfZ3e+TVedaDy8nbl59dTKm2I7v09RS6GGiQf+rdReuLPb+nbjV5lb4BoCtCgiD+R4AlRWnINvVYNmOAAkmMAE1XE8j/O4ctfXRlTdYW3lBCYASoKUgA/1CjXMZcDHxV2zp4p0ID+b+jS+VIDIIqR46hLXnvQ9nIgMbUZzIuSBOqoTtZfb9z4vT54f4rKXEXxKoqg1mjMG+M0b9YiNTf+pGS8Q0ePZOjJx55RQR6NyH4tcgukGKg5YOWlz9CSolWrVm7UK31e1aWL5fpg4lTNmfG5YlFSUrzrmcczt5Oa8P5kTf9krnbuOKA1K77WquVf67tv9yn3SoXiMdJNPNUZC7feMNEBpfk0KwmQRVVenrAiv+VlBE1iVksyGGqxQh27vj+qZOy6apPXFY92Kh6lVmKbUklSb1o15eO5mvLRTNGaNuhv0aWLVXr2qWd19HCWoqEOWxJJXcvjR3L06MNP6viRs4qGvej61s27DWqXL1dbIKawMKyBrw/VI488YWCIhK8qFOzQ5I9maMH8ZQZrFCfpRzQXA5goS9ZRB4KkB0UNPnv2nFAqcc3qVQ4eNFI/7Dx8Qy3X1LA2uNEq4tDBcPbsRQqxbj3cqddeG2LK31KPKmmtG7N7ZKRdshql+fkhU5Hx2FXt2XVCY0a/67kBAiSwt1mjLBp59X9tiC5e8CkRo0Xtr6XW8GWSjA54UdkoSaBLRgC5kvW1/6Gli9fp3nvv0/ChbyuV+qf58WpqWqwB2A8/pCkQaNeFCxXq/UI/bd92yNQiatNf3a4tWw/okUcet+IuVM2nyg/FKYAeKpKBSkR9AUqq4kybOk9Ez3nNcaDKMarrbNywRy/1fU0556q9dKFgh57v9ZIBGMBEIte0/8A5W7ly+UrAAMm9AqQVHbmkCRNn6u23J2rjxl1mGpvZTAGOYopSJM00xRw+f7FK69fv1PTpC7V4wVplpF8ysxkTlmvwPwJDgIU/kmvde47nFySsDiQgRxXiC0XBYvqS8kNe5qyZyzVsxHvKOV+jUPSamccsXfRASXEPL2+SvFE+gz+IAvT63jj1SBI4wxXnZT/vS8v523kAdKqRKuS0myV5nB45QJT2DZRS8weuWcGMWx64bbgMlLcN1UN3jNZ9t43UY38arQO7zxmMABgQ9GDnrbJxytCZ05zDoHshsCMlCFByDftrquIWzUYpVvZEsAEd8OUcVCZzAT5AGI02KyPzvBXQJcJOqgz+Q44BP9QjUOR8oAhs2d5sjvOMtHxdu26rpnwwzXqFc0/U5r49J/Xi8/2Ue6nC3gOoqoqoXnnpNf3w3RFTY6hGoAikAB0DUFaWewnumLfPPv2cfvj+oCoqE6YUP529QMkEBSiICCcVYnmilUartbJrQwaN0Kjhb2r8uEka9/YEW3Xx1uhx2rf7uGJWzIK/Bfle5OtRZDhuJi9mL2k/BFrMFCayXt2gRBi1fE29e7+sLz5dqkMHsq2B1u4fjllEdt2a7dq2dZ8pvAEDhmrax3NVm7pm6m3x4jUaOnCoAgFPbWLCA5361D+snesHE6fZ80fCRCLL9crLA7T/QLoFay6cr9TTT/VS//6va8uWPYrHf1Q43KH+rw7Urh1HzT8JYIAkpq1FvStSlrvIa1Tsyy+/pt27jykaYelYjQVgfth5RIANqHp5kVgsDVqyaI3efmui4snrBmPARVAHNUSwBwCjWskBJXfx7NkSVVd7CvNUVp769Rug3XszLAiA2lqz9lvd/8BDGjRwqLVopWgGKhJfJH8DkuFZMcPrJQtXW0SZYiAVpfwfxDfdpJdffl0fT51r/jLWTONjC0evafQb72rz5r3mhiArYNa0z60i1PnzlaZWTxy7aJHlFcs3aeH8NRo6dIx8PpYAekEa1BJ+P2DAFhCWldfrhede0qZvdtvyRPYBCNQk5nh+XlRvvvGe9u8/bWZrJHpdn3+6XPv2Zpl/k3NOn6nQd9+dUF5exAD7K2Tb7blDkau2Npygiytnxhptkr6t6lAJhXpJRscfyPcCMNbe8A8CRkAIFFGTRYW0HEnZazcn+5mbc4mcYzKjCovJQmBhgK9dmzcf0SuvjrKIPMnwmOBEpInaE8TxfhhabcvfCEBaGTZMdkzunvqSqEYSwV19yXIKCvuumTldVEze6XWrJVlWTmCMVg3XbZ0210eif7dj5FgCWPNJAsmHbn9DD98xRn+5dZCe+m9jlX680KAEmJw56/kGvcgzKpEB4FCDwNEpS08V4kMkaOKZ46g78xdWY654qi8RI2GcdAev/Bqwq6qMae/eI5o5a54euP9hzf9siVZ9tUHlxSSIp8xUdlFqns3BORomMkkqEqso8CvhB2rQqlWbNG3yLJXZc3hR76+WrVP/VwZbxZ7KniIYgH3sW+/ZlwK4ETABlHt2ntCO7w5bhJp13nzWwvwq+4J9OneRmcGlpVG9O3aivly0UnW11+Un9zNIcjM+PCK3tCgld7BWEdKAom2KRTGNG7Vu7Vb16d1PZ7LzDYg8eyTMCpRfC2AASZQkRTCIbNM2IhZpVzzSYRWEXn3ldQ0bMkIzZ3yq2TPnC9/j/M+XafGilVq7erNWrfxGgweP0MQJU5SMo/ra9M7YiVYuDjhYDiPBnkqCRy3WW/u5Xr1V3ROhBnbj3pmkKR9NV2lRVNu/2av+/QZYszQamV08V2FJ6U889qzKWGJKVgArjypQY5jomM7eChRSgTBj+/R5VVu37DFfHY3Ixr83RSu++tp69GBqY0qjgEmZWbRwjcaOnaRk7U8GUfyUS5euUSTaZZDE5PbM7ib16vWCDh7IMvhi6qMAN23codf6D7FVKgNff8NMclr/jn37PR08cMZ8igRuqF2J2e2KdLCv4HLAfjxnzVigMtZIlyQNhBMnTtXlK349+VQvnT5TIr+/VeFwp6ZPmacvWVpnzdQaVJgf0OqvNui1VwfaahnMcSyQWLRLe3ZlauLE6ar2/1qhBwUJAIEYwAQClVWNWrHiG527UGX7OAYgLchDu1t/u4qKEiqmEVtPJR/WfYcj127UqUS9kebDFkhRDg2g0ekQhUcCN6axU4Tm7+P8Hr+iNQVjVY2B2WsjS2OyAEs2a9q91TUVzTfmwCfp2sKiSJmXOR1MmdepzWrM8Mpm+UNXLdq884dTlntJawYqkPPcAPX//ps0m5lNhJ25CFoVF/PjAhxblVeQUmEx68LbVVTCc16/YWLjd0RBWvsGOifS48bfaVA136SPZmDXbkDzFvyRQPKRO8bo3tvodzNCL9z/vs5kUaXEM4FRbgDMwQk1hroEUJjeAAlIARDAiSp0atPNAcA4TgvZjRu2WXRzzKixmj5trpU727Zlj5nL6SdyNGXyNL322uu6794HNGv6Z9q2Yad8N5njKFDAzT3xgRJh5zXPyTNyb3MBBBu0YvkGffzhdJX1LEVEfc6a+bkmT5phqs/NhZvgnbHva8miVUrGuywwg3oszPMrn26CPvID6fkS08yZszVm5Gjl59aYP/Ho0dPWQOz9cZO0asVGa/BVkFttQMR1EA5RyoxleM1KJQmuAAxvWR6vp38yR/M//9LzP/YoZCDtIuSY9gCbDo1sMcPxPfI6EWvXa68O0JqVm1RSSvGEqMpKvWWFqDgitPgMFy9cpbdHjVNd6rpqU9f17rgP9cU8lsUBa2pHtiocbFPI36bz58r1yIOPmj+SSDr5lnv2pOnFF/oo7eRla586/7OvFI11m3m547tDoi8OpiX3pu8PPwAoKfI4+Yw8C+BjPqDbt29/bdyww3ITcQngcxs65A2rYgTwPCXaoosXyjVq5Fhr/hVLXLPEeCpFTZ8xV+QhYtajJAlQca/XBww1P2SUlhjhVnse3BMnj1/Q1m/2aMum3crN96moKKIRw8fo2NHzlgYEEEn/Ib2JgYrkB4Qcy8z0K3r3nQ9EUOqF5/uJjovnzpappqZR48Z+pBNplw2SLA/dvmWvtm/ZrbLSqIhqV1XVqrw4qsMHMy2f88SxS6qp9lK0UJ8XL9eoxAJaXhkzgOdUJIBEOeGHrGC5Z08wx6lAlCbncw7mJ++BrKeuvBJpBDmoSI4qKyAfEx9jT99twMjATA4EPNg5iBGVduex5Rxv1Nn8VCcCkvgUHXg5DhABJFvmwh9KQAk1iU/SzcM57nxfT8tY5iLSbuC1YFa9BaLwO/LcFPrgM7rPxw9CMHzVAEreY2kpBXlbrQBGbn7SlhZSU5J9BG+oUu4agwFJ/JIU3LUK5SxTDHbbQE06Ux01eQv5kX+9dbDuu2245UuyfenRScq7yLJDL38Q+HimcMpgBCQBoWfyemu6ASaqEuUIpHjvqUvvOGY1Fb5p2j72zfH6ZsN32r3zkCZ/OE13/vHP+nrddjsfM72sNKS16zZb0dqifADlmfs8D8/hzGoAhx+S53N+SmAOQDmHhG2gNWfWFx7UMcmrEho3bqKWLlipZKLTM/l7PufYt9/X0sVrFY/R+5qKOxFbbojZDaiooHPlUqX69u6ne/96n55/tq/69u6vV17pr7/d+zf7ktMCYtWXX5vLgb8PUASOQMO2fi8R3QVoEvEu88URyADG3Ic6kw6MmPg8C3maKErgiV8UpUb+IgNVfORAlvnVUG34AV17WOBRVVWvRYtWayyQrMVn2a0F85dr4nsf2dpoCwSx+ibQolCoQ1mZuXrmqecscbvC0ohSFtEeOGCo1q7dagm2u344qWTqn5o0cbpmTP9Cixet1cTxkxU0H6SXRsS8ABY1x7akJGqBJ3ygFCVmaR7HGGdOl2jw4OEWDELpEmEmB3TF8vXq/XxfXb5YYRFuzP/t23br7bfeNzg61QksI5EO279yxaYePyh+aVYdkRnw65p2v79RRLuHD31DRw7Rs8cL3HhRbXPE+EUAACAASURBVH7s+f+NO6jZfmQMxKUJZZ/KtWLOBLOocMRzO38o8CdSX1oStSZxQJ5jXEsCfCTaqUTiuuLx6wrTczzAl5QvNaDyfJEEZJw5Cex47UxuTN7/F57AwkED1wMKlOGuYct71nRzLnMALgAG+BjACyXGft6byUwxj5u6HzrQcZ4FX1jOGSDIQSTZK+QLuDHNUYtuPuDozqfMG8do/MU9mRMly3F/D5A9Zev1wuFvQbCGlT+5+TELAtmPQY/Pls/LjweQpwhvRQU9vj3g097B8ihD1wyOAJL3JJs7SLrADSoyGvunBW1Yr43vlcZiQNLNccsDt4/UPbdibo82c/uvvx+sl5/+QAVX/AYewASAgA9wBHyow1/B5EW7UWKYrIASNUkaD2DkXGB2KssrsIuPh/3A0AsKJS2xlQRrFyWvTXUaJMeOoTMfvUw8/yUqEXOayDXP4iLVbHlGntVTuV7uJM/45ZI1mjn9U/l9nqmLv2/Y0FFavWyDKckwyq2KRPiQRo18W+tWbjVFQs9s4ASsKH2GakPZsV66tISlmEGVY6qXx5STk6e33xynlUvWqTZ5VdEgK1OStuKH/E98lHR05DVLEwEkwOM1X+CsrFwNHThCOdkFlkiOggXIdclugyOQ5nyu4zWpR9SujIVaVZe8br7NA3vSrAUDKs4iuJVkDSQs+uz3N+urrzZo1PAxaqj/yfIe09IuWDvZvCs+C3IQqABkkUinZs74XGNGvWNwrbLUmwZFI+3atHGPpTs99MCjunSxWvi+0o9f1GuvDraAyZdL1pq/EdVIsQ2Uo4MIsK6uxqdaZ8WEyQqYO3exRZxRgqQG7dxx1DokTpv2qanMKZNnmpmamXbBlLOnSOutMyWJ1IAIXyTPzb0web//9pCys3JtXtQ2Jr9TtwAVf2c42KzTWZc0etRbOnnikvkZnXrE3AaO+CfZR0X48pKEVWDKzw3Jj++wmgChpwb5nChfnoPBM3EPnge3Qg3r+EnC96HwMHmJcKOG8JF50W56ywBFlBFNvYjWAh3A5uDHcUxdB05eOyhyjqs0znGUI9cyDyMc6VYwSLdCWiGwEMDrYoiSA2jAC0CxLSmutyAJ5jjmsFOEQJTj+BmJRAMvQArMLJgEsHsKanAe1zE30OUaruc1c3IcIANO9nNvhoM089jSQeasYImk14aCvw0/LHxe/lb8aOAGYN6yMj5bo4qsO2OH4sl/3jCZiXBTfRwz26X20EURQEai/zD/ZElpT+SbHt/+LvNtoihNSd792wG6h6DNH0brwdtH657fD9GIV2Za6guQAXJOpaHQgCAASMRwcJP64+VMAk8Pig5q3lI/AIkv8t33PtDUj2b3mMVewAYz3edL6cUX+osvOTDEbI7HmrVw0XKNHT1eVQZJb5khkCQViC1KETjyLCg2ntENgM6zc+zLJas0Z+bnBnl8eSXFIY0e+bY2rNqmaIToK+uRPfC9+PxLSjuaYyafS93xCleQesScmIsehBLxTntNICUvr0rj3/9An89e6KUn9bgDMLVJbQJq8QgFbz0TGeAxb0PtdaVS3Tp+7KyGDxmj3MtVNyDJ/QEzUHSQNLBacneDRYgJ9tSlfrRukNu37BEqCyVJ7qDnF/SSyxOJbi1fuVHDB42wwA0+Yfyu9Kqe8tEsFRdEVV/3oyVsf//9YQvKUKU9FKIqdYsCfr70XjWbp558Rg8/9JhqWBEUaFUqflVzZ8+31SeHDp7y6jeauUy1HPyT3tpsU1SWrI410qpF81do2bKvzSTFHQHQiLyfOZWnT+cs0LRP5mjNyo0qKQrZMc+HC4zIq00q+1S+uTEw3YEU86PseM9gFQ95o9u2HtBHH85SQb7P/IC4GjDLSS4nV5PUICuxVo4ro91W36AoWWGEwsRVQWqPtfCtIde2VeFQhyXFk9LEskVUpLdqqMPuHeKHNdx+Y1WU9+PToXiiWyHaZOA+CbcpWdtlrUIa6q+qoaFdnR1X1dV1VanaNkVi125A0lOB9QY74OmpQ89f6WCBamRgfrt9rvGX+SypboTfrqjOBiBCxd1s9joQAkr2855zHOiAne2vIBrcakAChkAPyHGcedkCSPZxrQMg5zIfg2uAJMe4hnldUAcfJYEc1Cr+yDz6lFfzg+GpVD4P8AeS9qNB35sehcwSSyCHmc0Wn6TXw4Zo9XWLWgNIciAdMK3lQ7kHTZqFBcPetcCVcctdv33NetxgZj/8h1H6622DNX70Ei+y2lMVBxgBRIAHiNiyVpstxwAIZjY+R6cOOR9QAcL8vCo9/dSLSjvOWlkqyvAfmi9dSpWVMfXp3V8njpxWLII6JNeyXnNmf6GPP5gpAitONQJDAAi4nZrl/tyHgcrkHOAImAHuF58t0eIFK0QVcqqaA0lM2zXLNiqZ7LKVNqjJoiK/nnjkKRXk1pjSwORlOSEVeGgBy+cGqqhCBtDwgjGU2Aroww+mafYn81RfS6S0p05lJelQQTP500/mKJVguaGnIlGKqXiXIpE2y8/8+MMZN8qXAUfMbNo3YGYDSVQs+wEloGC1C6AFBC/3e117dx21gAyABIAMnheAhCNtWrlyk17u/Yow7/mxwAzNOVOo1/oPslUumLUkWA94daA2rN/W01Pc+1HgfqzICYfbtGrFBs2a+ZlicdwIFN1t1pVLVdq2eZ8llQd8LYoDDiqE9yxbjFLKjeCEVRPib4f/j2Rz/IlxU75A3flpa5Pdaqj7UZjF7OOHyPNzErEmGl+nZKL7hmrDzMW3imKrMHB1iXScZOJn5eWGNWTwKE3+aJa++/aI9u3N0Pz5X2nQoGHWzjYapqVFkxLxbiVi3YqEu6xGpRdlbzQTvq7+RyUSXaqtu6pYvE2p2i7V1XcrEW9WbbJViViT6lItqk01KJVKKRaLqK4uqVQqpubGlFoak2pqiKm9LaW2toSu/9igq90JdXcn9PNPSf3rv9fqv/4zpf/6z5iN9ja/zp/Lt/XepWVJi27n5kUtCg0wgSFqitcAkQDOxUtB2w9AUVsABLUJUJzZzbJFoEQOI2AiGALMnJrEBDZw0q61J8DDMQCEAmSL+mQLtFCSAC0SuW7Ac75H5naQ5FwUogMk9wCInMOzAFS3ZW4DJm0uKptN0XorY1L2Gt8kVYWckqTyEJ+1qAi13mnzoPxc8IVuipHY35Ws/R8KR/+pYOhngySKEj+k5Uf6uq1JGEDFBMdXWVTCkkUUcrv18L7lvlupSj5M9/0Bn+Qw/fW2gZo2foXoLAgEGag28hMB0M3AAgYeQOMqKqgxc5k0IBQlPknAAtS+3b5HLzz/sgryqm9ACR8dK1wKimr01FPP68ypy6ZO6X4YjTZp6scztXzpWoMu92UAQuDLs/CaezN/XarL7sV77gkkMckD/pTmzP1CXy1Zq7rUVdsHyD+YNFXjx32kRKLDgitEn1ev2aJhg0YqEkC5NZvqQ7GSkM5czE2DMNQgUWq+tGxZhsgXec6sBfpo4seeiV2DSUmNxRbzIS5bsla9n++jK5fKFQvx5e1UU/3PSkQ79f33h/Tc0y/oyP5MgyYgxMQngX3juh1m8rOWm6R2AjbAk4GyQoFR0oycz907jxg48VWy3/PFUdAWyKR0OitP61dvVizS5kGKiHN1nQpyfdq2+Qd9tXSNtn+zU/lXyu3z8u+Db5a5MHNR0XxWzFeS2HlvyroKNdWhRPyaAgEqq3SZmR6kuEbIK6zLqhzSc4CiK8LhzYuftkXxWKc9r49VTSy1rGlSMkr1ce7JZ+R4s83H+SwjTSTalIgzWoV7xhtdqqvrVkMDEGtTbV272tt/VDQS1s4dG7R44UwtXTxHW75ZpsLc0+poqVVjXVhNDWG1tcbVUB9WbdKnhjqfmhv8amkKqLnRr7bmgFqaatRQV6qmujLVpwpsNCSuqKk2Tw3xK2qpL1RTfb7qUxdUGz+rRPS0jca6i4pHTikRPaWG1DmlEmfU3pqv1pZctbbkq7u7XNevV+of//DpP/4joF9+Camx7rJWfTlX82dP045tu3TuTKktiQQITkk6UDpFxTEA6cDJ1pnsDpScE4vTXxoAEAzyTGjA5NQdUMOHCYhYlhgOX1c49qOq8F/eBE7AB/DCYSLorlqPF+zhGIP9DpjAEAgCSPajJLkXEXCO8ZpnwB+YX5i01CLnk2TLIKATjf+kSnND0GzMS7Rn9VF5OW4DL4k8GvtZVA7Kyq7Q3oOndeDweWWfrTJ1GQj/bHAEiG51Da9RlwWF1LD0AjzkSbKfhPJbHrrtDT1yxyg9cMcISygHlkvmbreWp0AQUAAIYAmAGLwHVPjxgJTl9ZV7pdJQb/gkOQbQwoFG7dhxwEo8AShSY2yNNoAN0fvihB5++EkV5lUqyQqUOFHWer333gf6avHanvarnkoE0MCSZ/h/ge0AyjkoSp6bQhpz5nyuZYvXGCTdNevXbdMLz/ZWMFDvgTLaqtGjx+nLBStNBcYjrIbpUDTcoo3rv9eRg6cs8IKCBB6AAkiifjCpy8pimjp5tt4fO8muA0R1yWsGPUBYXhrTJ5Nnql+fV7Vm1SYdOpShdWu26N23J5gP7suFqyzgQVoPShFIUmbtVOYVCz7xHkjiq3QQRYkFffWmTs+fK7Z1yd76d9KPmg1wwI3+4uRqAtNqU9x8Bq82JPUlWYHT1PCz4uE2JSwtCVXF8rZG+QJ8Ycgpa7EgibcyxavSQ3CF2pABqu7UYOZ2KJm8Jkz7aLTTYFlf/3fVpn6yhPZUqkN1dR1qbrmuxsZutbb9qKbmbrW1XlNH2zU11tertblZ7a0tam1qUFdHq9rYtreopYEE7rDq64JqbYqovYWtT031VWqqq1JLY7XqU6VqqCszkNXXFqupoUgNqQK1NZWqtbFYrQ0FigazFahOV1PtZTXX5ao+cUGJyBnVp86rLnle8Ui2jUT4lJKRM2pIXrBRF89RLJilsD9d0UC6wv4TioXSFQl4I8F1YZLy0xULZSjiT1MyelrRQJYSkdOKh08pyv5ghlLxM2qqv6T2lnx1tBUYJK9dq9BPP1Xr73/36ZdfgmppytPaZdM1bcJb+nrVeg+S1R4gARvQQynihwSMKEZgCfjwP7JlPwrTYNeTg0meIdc6SOJ3BGbAC7PY/IjlXndFfKansks199NlGjVmgiZP/lQ7dqWpvKd3DdFt2iVwHcMpRkDnhlOWN98DaHIuYHTqEtXJfgb7TOmSh8nSQx8pPBTPqFN6VrFOpOebymQNN2oXQDIX1wYCVxWJ/qTdu05bp8PHHn9G9/7tfhuPPvqkho98R9u+OynazlJWDTC6ZHLgyOC968dNPiVmubWUpfoPlYDwRz5wx0itnL/bqmGjIAEdW8AEEIERSg3/JBAFPNX0j6mm0jZrbn+NdnOcUVBQpWeeflG7dx8Xpq2XFtOsYLDO+nHc89cHrLhvPN6qYMhL6Rk/4SPNmf6FIsFGT80lOgx+zAcIUY8oPJ7H7WPLc7LFd4m/dOaMeVq+ZK3BC3ObAMq5nGL1erqXPp9H8ne7Du47oacee1oXzhbdUKfcgzkunCtRUUFAqWS3UsmrpuBQWCg5IOSpowZt/manlixcqfpUt5nJsXCHdUpEdfHDUFro0+oV6zV18gxN/uATffHZQm36epsFEIIEc4h6B5oNkGZGR9rs74QaRUGyzwESWGJ+29aS1p3K9Qp1sIIHtcqPUCTSrHgCpYePrFVR1DHmoimua6qt7VBLyzU11LWppblLbS1dam/rVmNDizo7rqmttUNtLW3qaG1Ve0uLrnZ2qrOtVV0dLerubNX1q2262tGk9paUujtS6miLqrM9ppbmkJobg2puDKi9OaC25kq1NpaqsbZAzfXFaqorVkNtoWpjF1Ubv6CG1Hk1JM+rqfaSUrGzqo2fVzJ6VvXJi0qGzygePKVg9UklwtmqjeUoFT1tkIqHshSsTlPIl6F46JR4nwhlKRbMUDJyWvWJc0pFzygWPKVoIFNhX7oS4dO2BWLeyLRt2J8hX+VxxUPZqo3nmCJsTF20eYM1JxWqOWmwBJgMruVcRtiXYffgOuZPhM8YaLlviueNnzE1mYhmq6Xxsjpa89XRWqCrnaWmJFGTHiQDutpVou83LdAn49/UpvWbrFldIIQp2HCjhzZmNiC8GYJAkdJlnBdP/GT+Os7hPf5JB0/8eMDS5uhZJQMoK1nXXN6gS7l+fbFgtXo921cffTTLWj/MX7havV98TcuWbjTfJrUrMX/NR9kTfEEdevN4ZdKAI0AEggbgHhiyj/coSs7hNdcBOoBXWJBSAfCj3B2R9rJGnTldpf6vjtJ99z+iQ0fPWKSeFrIsZURRVld7Pb/nf75Wd999r2655Zae8Vv95pbf3Xh/991/1czZi8xXWVHlrdF25jdbt16b1yhLQHnLQ7eNMF/kA7cP0wN/GKF7bx+iDV8dVDREkybPD4mKRJ2hroAQieFOlXGOU3YkbwNMgjH4HZ3ZnYy36atla/TsM7114MBJ80sWFtRYuainnuqlB+973PrfhEJ1ikQoLNChrdt2ql/f/jpx7Iy2bPpByxatVyrZZV9yQMeXHejxHPFomy0tpJ81IGef93xN5j/bsPZbNdT+qESP+Qg8jh3O0Gsv99fTjz9t5u72LbvMn1iX8uAKUGpTwKTLg0rtNVNYgLK+7rrqaq8pmehSU+PPBiNW2pAoXpu6asERfGb1tdc9WAUJ3DQqEiTqTrYAlddRgS1qqKNnC/BqUkNdl5IJgjGd4jmikVo1NrSro/26Gupb1dLcoYaGFjU2tam5uU0dHd3q6OhQW2uDOjua1NHeqKudzbrW1aiOtlp1tderszWp7o5adbQk1NkWV1tbSJ1tYXW2h9TWUqP2Vr+udobU2limloZitTWVqL42V43JXLU1FCgeOqP6+EXVJy6qLnHB28YvqDF1SXWALHLWFFkqmqNE6LRS0bMGMeDQkLpo71Fl8XC2wQpQARXAZvtDpxSqOWHQifgBTZYCVScMaO498ANuET8wA3QZBiIHTWDF/ZiXLXBkC6zqE+dVFweUZ3uAmKVQTfoNuDEn5/I8wJfXnI+KZOs9Y7Zdkwhl25zsYzC3u557cz77eM29ec98sVC2gZ9n4Hhj3SW1NuWqo7VQ17rKvNFdbpD85z99+vF6hY7tW6sp40Zqw5p1ys7MsxxBFCMqEPABOre1KG9R0t5z3FbF2EoUL8+SfQzOQ30RMEHtASSnBAEVr8nd/H7HUT326DPasmXfjXtwrx3fn9BTT7ygtBN5VmSCfcxDTiUg4zXzODACQTc/9wKinMdxhjPHAS3HHDCZw5nYBF7KKltEVaG+vYcY7OZ+vtTUps9HDqaXWsQzfPXlt/q3O/5s5zzwwCNa9tVm89Xm58V0/ESehg97R7fc8hv92x/v1IZN+00xmkld0a6qmqsqKiP1iai5pzDdqpxb7r1tqFUmf5j+27cN1b13DNEP27xWspjHwJGBsnKq0vkqI2HKUZFSQMSRUlvkpZHA3OQpmHib4vE2ex0M1mrVinV6td/reqXf6+rXd4A+/2yJDhw6rpEj3lY4REJrrZLJNiUBRKxBn3+6UM8+1UujR7ytCzmFamy4rrbWf6ixkYToTjU1XlNb299VX3dVqWS72lt/UkvTdTU1XFVdilQhKlyXqaYypNambjU3d6m1BZ9Vh5qb2xWLJlRRWamGunq1NLeqrbVdzU0N6uhoU0d7u73vau/S9avX1N7aqqsdHTa6Oztt297arK72VnW0Nul6d5uuX21Rd1eDrnbWqaM1ofaWuDpa42pvCauzR2F1tUfV2RZSRyvqqlqtjZVqri9XR0uNOpor1dVapattNepqqVBLfb5aGwvU3lSotiYUWK6ZiW2NBWqpz1Nt7Jzqk2fVWJujVOyUauMoIMYpRYMn7XU0kKZ4KEOpSJZS0SzVxbNUGwUEp5WKnTbzEPMxGkyz99EeBZaKnFEidEqxQIai/gwFqk4aqAAAg+OAwsGI7c1AceACDO4YcGMeD3Y8yzmDCec6uAIXYOWuR5FxPWBz+3jv5uCezOPAxHs3B/sZ7hyuc+e5z8GcnOOek3kB2a+fJUPBak99ss89J9e4+7CPa9jnqdyzBlmOu/uxH/CiTJOx0z1qstBAabC8VqEff6zSzz/X6OefqpWT8a0+fHuY1q5YpVMZudaD25nKXvfEX2tNAkxnbgMuQFdDK1ygRAO3niRzu76iyYAD0BzEHCxpkuUPdOmNEe9bawiCRkTDab9g8Ctr0pCBb2vRorU9CeSeeeyAd7Ni5N4OgoDSmfRsOY9INvvZAk5es59nsX0VTaYkWTVTUOSpzpHD3zfIvfXO+7ZKiGdiPu5/8WJITz3Z2wD51FPP6eTJQkWjv8jnuya//5pisV9UWFivMaMm2TlvvjleFy6GRJFdB0bUIyY3kHTq0sxtgjVeS9mhuvv3r+veOwbr8J7L1pUPGDoTFpVGMIdgC8qNZXMEBELBOsVjLaqr7VQsyoqSdtWmKApLrlyz6us7lEyQ39ioxoY2dbRdVaCGIrZxXb/+o+rribT61NzUrLbWNtvyuqO1RVe7mlVfG1VbS6M6W9nXpGtX29TZ0aiWpqS6OmrV3Vmvrs46Xe2oVWdrVO3NERudbRF1tAbV3hJSR7NfbY1V6mz2qb2pWk11pWpIFaqxtthMv4a6fDWmctWIyccvffKimX4N8UtqSl5RI8qJL0XwlGr5UkbPKo7JFUhXIpSuuhjgyVQqkqmoD39VhhIRzLE0G6GaNDGigQwzHfnCe8ooQ+GaE4r4T6ohcdb8WqlYtpLRLMXDmYoEMC+zVAfUoqeUYF5TZGftS5yKnVE0iMI6qWD1CYW4dzBdId9Jhf1pioUyBfQYwC4ZPqW4vfd8aXV2z0yDI+ZubQy15ZmNScxaAMd7v2daAhBA4QZw4DUAAAZsHUgAElBwIGE/13Oeu95dx3sHK14DG6DDtdyDeW4GpAMOf1NUowMe53MP91w8gwMVc6IWPfM52+bjPP4tuCf7mZf7euY5yveczmRt1cWcHTc+H8d5Fve58Dkyj7/yhHwVJ+083rvPxmvO5R7s43U4kG4+0JbGXHW0F6mrq1Tt7UXCN2lm9z98unx+rz4aO1yrlq1QVvpllRK1rmpWNPajVRjC1CW/kgCNM50J1MTiJE13KzcvZsUfkql/2BJEzG1gCowwq4PBbpWUNNhqGODEGulgqNvM288/W6sDh06rjD5B9AsncEJrCV+nhgwaa1XKMfMBFO0fOE70m/cAD0Dy3sEPWAIyjgNnpyZRjpzLAI7ueoMnYKbHTYm31JDPPWvGct166x/07Au9df5ywM4vKW1Qovaf2rThkO7841267bbbtHbdDsUS//QCMxXtqkApVnfJ77+u40fydPvv/l1/uusubdt62FrLYlIzbvZJkkNJOlAg+CNrt4eJepL30nf79mF67O5RSj9aYGuDMV1RkJjTmIiJWL3qausNZgCtu7tT16416yrmXUe9rnbW6ip+qdaYje7OlK52JtTWHFJbk0+dLTVqbSjvMe1K1dJAtLBY7Y3FakheUXtjkVrrC0TUsCFxSXWx80rFzpsJhslVG+c/Gl+yU0rhLOcLHMhQbTRbyTC+qAwbyXCmGPHgSQWrDivmP6FI9RGFq48oxHvfMduXCJxUuOaYQjXH5a88pAgO+WCaglVHFaw+okjNMcV8x20brjmuQOURsWX4yo8qUHlUEd9J+SsPq7r0oKpKDqi69JBqyg4rUMn5x+SvOGpfXL5EDPOf1aTbFnMxWH1ciXCG4jYyDWwEBML+k+bwTwA64BdIUyKYbiDlC4fvzeAXBDxZSpmJmamIL134zwgyEDAgCAH8UIX8DXkfC2baluAC7+sSOaqNnbE5nE8vHsy2Hwy+2KYqe1QR4AE4DADAs7AFZPgT3THOYz/7musu31BaTnFx7ObruQ/DzceWOez+PaDhPRAsLzqsK+d/0PZN87Tr2wW2j2MMgMkz8Jo5HCR57SAN/Pkx5HNh0gNaB89fnwEFmqOzWVuVeXKDmfjuGZkTkNrcwWxdOPOd1q38WEvnT9Tm9XN1cPcKe75IT+AmGeXfC+ieVSSQaVFvouDNjXnqbC9WW1uROjtL1dFebIGcn//uU3H+UU199w2t/PIrpZ04bylNgOrosYvauHGPdu1K0+XLPvNJEpApLfd8j0Bt+7fHrOjskSPntGHDLq1f/4Mysgqt0jlLE7dvP6olizdq8eKN+uGHjJ7IMNWHWOLYZBFrOjWiTlnRYtHmmg6dPFmgRx5+Wrv3ZVjQiNUz+EGp9uNyHAEg0HVpPs5n6VQfW44T1KEtg4MmYOQYgzmIpOOPpHpPfiGrqX7Ulk1H9Kd//2/685//ovRThSIFiFVEsfjf9cVn63X7bXforrvuVnpGicENhUiaT1kPJH2BH3X+XFCPPNjL1OTKld9ZDiWRbJcShILEBOdaIMn7W+75/WAD5AO2bnu4nn9gnHKyKyx3jeAMCjIea9VP17r0//2fdv3v/9mo//O/GvQ//zOlf/0S09+v+/XL38O61lmhax1lamvMVVPK+2KgTvgionga+CJGUDKZ4otfFzutUDUgOaraCKrFAx2wi/rT7Mseqk4zxRb1p9u5RA15DRhNgfmA4LEbMPLmA0xHbH9N2UH5yg8rWHVclcX7VV16QL5yQHfS5uHe3vVHb1zD+YCOrb/isGrKgZ437H3ZQbsmXJNuIPRXMPcBlRfuU0XRfgMkwPSVH7N7VZUctC8YcASSfFFNTfgyzL/mKUfUoxchJUoa9J0wGPKjkIqeUn0s2/5eSdQkPxCx0+KL5+YCPB5MPEWHicqXsqXuigezyK9qBp8fX/C6mGeGEuEFKlzvtszH9czv9gEZt4/jQJF9DN631F+5ATgHE6DAeRx3UGTrjnuw+VWNAiruZ/DpUZwOXtwb8EUD+LekJgAAIABJREFU2dry9aeaPH6QViydroEvP6Gd2xfaZ+J5GUCZ+3Itz8c9uZ4otflJI/xfxIfK39VTk62NWBMe5LmGv2EiDOQvm1/2RmDGYA6EUaOnlHn8G73/1iua9N4AffzhUL01qo9eeOY+DX79WWWkb1XIj5L3AM4cIX+6Evz9kxcUibBw4Zwi4TNKJS8plbyottYiAcmayix9MmG0lnw+X2knLyjvCt0EJ2nAa0M1a+Z8fTxlrl59eaCWLFlrJnVJOek/bbp4Kaw+fQfoqaef08iRb+uzOUv14YQZorDH6tXfaeSIdzR4yBjrQ71oyQYNG/a2lUrDpAZYqDoHNoDJ+mxSgNIzivTsU300Z/Zi5eaHlVdA6T7KuDWruqrF/JL4BYEcyhFVyAB+qEiUIvDjmDPDUZLcC9XJdZzP1p6jhnzFeuUX1tnSQnIWMzNK9OD9T+l3v/u9vtl6yFS0d36HVq/cpX/7tz+JwMyp7HIFAtdtRY2LYhv8qtp0/rxfzz79ikFy0aL1lg9pDcQqyCdts8ANkGRwDcsYbyGi/fDto6y/zUN/eEP9n/lI+ZdD5kuMRbxqNJjS//qlU//7f9Xqv/57Qv/6j4h+vlalrtZidTQVqrO5SC11ucJ5z5eOgb8M5cKXki808ANuQM4NYAXAwjVpBjrvNQBL69nHMQCJujuhEKP6hKkzFBpqzXsPkI6qpuyIbatKDhlkK4sPqqbMO89fAUxP3LiXv+KQKov3qapkvwERwHJ/AIsCBKAeZD1A+soP9UD2kMET1ViSt1dAsqrksAGR5wSOoeqTtp9nxAz2vnSnTT3yZQUSfGHYomIYqD3gZQqlx4QjMgsoASjqmXy7ZMxTJMwJNBxUmAsYMdjnFBz7ec9w0AIgDPY5gPGaZwNQXOPAAnAYvMfMdM8PFDnPzc98PA+DOd0xnpP3zMs9eM88Nx/nNde7Z+FcBpDjvlzjnr+k4IBmTx2jz2e/o0vnd2vSuEEaPbS3Cq/sV23P5+S6m+dyz12cu09rv/pEFcXHFPWfUtSfrbOZ2zRn2mhNmThMR/avUW3C+zsQWd++8VOt+2qaqstOKAqkw1k9/5ZnFAlkq+jKAc2Y/IY+nfWOstI2qzj/oM5mf6sRg17QEw//Wdu3LlZV2QmVlxwxWAJw/j5EuGtTFxQJnVY0dEZ1tVdUm7qsluZCNTTmq629WNUVWZozZZzmz5urkyfOauGCVbb0c++hUyooBlIRffctyzj7a/nyLVbggvSc4rI6azCGX+7IkQuqomZjWaOmffyF7rzzT5o0aZrOXahRsvYXBSPXdOBQjl55dYgVzwWQAA2Y3QBWTZsuXAzotf7DbeVSfr6X14hixcwvKvHghzLkGq51pjUwdCY1x1CQDqCcB0CdP9T5KDnHU5cNunAhaEqSCj02T1Wrer8wSL/5za2a9/nKnso/deY62Pl9pu760z364x//3Xrn1NRcVXV1l8orPDWJb5EljgRw/nzX/br9ttu0Zs33Zs5XVl01xYm5XVhEtSEvV5LXKEwrcPHQHSMtsv3XWwdp+MszdeWi3yK15CtS+aahtkP/87+69D/+Fdcv/4zop2vV6mwpVm3svBpTl2+MaAAzBCWAcvH+Y/MF4D8HsPMGJq4HR6AEfLxx2OAZ8QEaYHfEYAh0ABFARJVVl6IEPYhWlx42gDo4+StOGKS880+oshiwMc9xg2VlsXc+yg+1B2DZAkUHX7Y8l/ce+AFJ1ONRgypq1IPpUfs8HhTTDIx8Pp4hWHXSngOlwg8FYGG4LzwA4MviIMAxoObMVe/Hxosc38jBI6ASZQ5PvTEXYGEutgzABRyYG6i447xmcIx/D7YcY8vgOZiHfyfm5VzOY19bY55Bktfuc7i53BxA7OZ7MR/Xs5+tG1zH/LznNefdPBevuQ+Da1sbcm1e5uZvw99l57b5+nDcQGWe2CxfZZqOH/5aH40fqnUrZyjsz7oBdO5x89+b10W5BzTwpSe1Y8tC1Scv69iBdZo6aZhGDHpOIwY9r89mj1NZEe6RU/KVp+ub9Z9q6IBeSjuxRYHqDANlPHhG8chZGxvXzNSH4wcq7dh6y8EEpDzD5AnD9NwTf9OGdfMMsGXFlNrDBeL5dIF5MnFBQV+m4pEcNTbkqbmpQB3tpWrvKFN9Q5581ae0YO6Hmjdruk4cy1TvF1/Sxs27VU2OJHUmrThGkzZs2KOnn3xOZ3MqLIexorpFr706VNOmf2Gms/kda9p1YF+2Hnrwce3bl614wivowGoWFOTHUz7T3HnLrMYjEHPR77z8hPXA2bL5oF7pN0hpaYVmIjvYufJpwM5VDcKEJskcqDnl6BSjO8dBFBg6Jck+jjuIAtXSUiofeZHz0hKWZV7XqJET9dvf3qoxYyfaWvTyMm9Fz77dOfpvdz+oO++8S0eOXjZfI+1kgSSKEJWIWf31hn0G2fsffEgHjlyUP/ijmdVmlpezeonCvl7ghn1EuG95iKj274d4VYBuG6oxA+cp91KNrZjxlhk2qL39uv7rf3ToP3+J6+fuXwFZXXbczJ+mWr6cfNGAI7/8gBH/F76w04r6M2/ALBbIUsSX0QMzzF3U2+Ee1Xakx1zFRD5pYANCKDWAiFoEesyBKkQlMjf7OJ99Ttn9qiJ/BaeDp6f8UJjHblzHXB7cmMtzA/BcqEFMb/yMPAuD+3BP4Mz9yeEDTCgWQMPAvOaL7gYBAgdBvsDs54vrBoDraC74f4DC9dlmYjs1xLUOcg5SzOGAB2g410HXze/Occ8AiFgZ0ljruUQigQyDEHM6iPGM7U35N4Dq7sd+7secDmpcw2B+d73dIwZwf1WsXMPxG8+DWuyBrAdJ0m1wRWQbRL3PCtwxcc9oxZLJmvbhG6osPWHgqiw7oROHv9aowb104tBac+3wb2GR+x6/qJvXX5Wpie+8rrkz3tal8/v1yYcj9OHEIfr+uy91KWefzmR+q0jgrKf+StN04tg3Gjuqn7Zs+EIlxUflq0pTLEiSOClMGZo34019Mecdg3UAP7MvU77KDE0YO0gvPvOAVi2fpkjwtKorTqi89Kgqy44qFs42czvE/9uKY6rDN9mUr6bGfINkU3Oh2torFItd1tLPJmvGR5O0Z9d+3f+3B3Xw8NmeXtotloJDTxyAOWLYaH06b6klWVPp+803P9CUKXPNnwiEAE/WqRIztQ8eyrEcQYIi+BqJZm/8eo/efHOiKUYACbAAHyMQ7tbWzYfVp/cAZZ0qvaEUKZaBTxC/pVOdDrBcjyoFkk4xcg6wRHE6tcizMTifaznGFhOae3MehSuYg9eBYLemf7xUv/vd7Xq+z8vi81dVtfcU22jW3n3ntHnzYZWXNthqIZ//qlcTsrrTy4us7tS742aaqd2736s6fylgSxWBYm4eQSqWenp9bgCq1Zn0ddMtcZievPMtPXrHaD30h1Ga9OYyq6UYj7KsjnXZjWpp6dS//nuDrl8ts3QUIMh/Ev6z8JrVC+TT8Z5BlC9QRdqEl/4BTAAUEHKK0gPe/x3gKM3fq7ICzF8A5sHNg+UR8/c5yDEHoOM9wwGL/VzHNd5+5vfmqSg6aMrSveeZPOXnzeHUKNd6ShJIH7YghzvmzgfynAcgCQAASYDAlxMz2imum0HCa+e3A6IOnuznS4xiY4t6ctfhnwRkKEj8X6SiACoHp5uB54Ij3BsgO78cczKYE+XmXeMpObePZwFcDnju/tyL53GKjy2fkefnfAbneDD0XnM83pMvGfaR85iuUA1+2F99jzyPg2U9qrUHnFgfnF9TfsKCM/z48jlwRdQnz6ui+IhmTX1Dc6eN1cWcXSrMPai8S/t15cJeTZ88WhPHvq7TGVtVU3lSwRrPB+w+Uzx8RhUlxzR/znt6/53XtWzxNL3/1us6dniDyoqPKVBNlP+CosGzqig5rmDNGZUWntSEsa9px7YlqqpMs+fiGQGlryJNH74/UN9unq9U/Jwi+ChD2co4tkXvvjlALzx9v75aOkXhQLZCwLMqXQF87BFMbFb2EOXOVGP9FTU15ZkvEnO7o6NMre2lStXma/nC6fpk4jht3bRND97/sM6cLbNVKHkFcQ8QtC2oaraixLSjQGXGEn/X3DnLNPbNCSosiBusCICwMmXKR/O0ectBW/qHigSSFJDYs+e0Nec6dOi8gQrAATXMd47jCxw29C2lpRfcMJ+pIUnOJVF0t66bJYrO7Ga5IbmNTlHy3gEb4HlKEZh5apJj3BfzG0g6kDIfhS2IYgPJr9fu0x9u/7Puve9+ZZwqNPWbS4fLqlbzQ1ZU0I6BknGsGGP1UYcqUZPV7ZYW9Kc7/6rf/OY3+mzBCgUj11Vc6kW1HSB9gWuq9nebusREB5qmJB+9Y5QX3b51mD6ZsMYKO1BsgpU1gPL6j9f1y38kdbWj2Exr/pMAR7b+yjTxZXCArCo9Zvv4YsQCpxWuzjDFBWAwPwEOA1gBG6cqUX4EPoCZU2yoOwAI8IAS5wImpy7ZYlKzZU6OcQ7nu2vd/XgPWJmHezPcXFyTDJ++sZ/n5BjA4UvmnhcFCxBRPgxec53tuylaCzwcnJjjBhBuyqVzUOM8IABsABhbBykDaRiAnTNlzt+U4941HpSYH3g5mDngAWQHt5uv4dncOSSCu/d8Tref115gglQXL4rLPp7LnumGj9BTyihX9vM5+b/A/4lAVYYqS46qvOiIKkuOmdnJDyuf1UGS8+tI4A7w48LKGXISM1VVetyACFjr4p6yZSVLdvo3mjC2v0YMfF7vvtnfVN7wgb3Uv++jGvTKk3rpufs1dOBTyjm9Q+UlR+05sGgMalVpKi08rD07lmto/14a3P8Zbf9moXyVmSrKO6Dy4uOKh3MUqM4SitNXlaVAdbamjB+i9atnGOz4ocJ/jNnP83743gDNmT5KUVwVwUwFajK08PMPNHJYX730/COaO/Md+atJySLYmGWrgoK+dCVjOaoh8wF/Nf7jxgLV111Ra0uRujrL1dFerubWcq1bMU+T3h2lQ/uO6YnHnja/obU7YCliSa2VEENJfrvtiHo911tV/lbrC7Ns2SZrSHbunM9UGpAENFOnfK7PPl9t/WSosMOqFsqenTier34vDdJ335+8oRQBHwADhpyTkV5ogRoHN/aj8AASZjIKFMi51B/gyHtgB/gcBFGKbj/7mAMlyXkMXnNfu3ePD7PQWr+2WEWeUxml+sufH7YmbDv3pFnLB5YvhiLX7Foi7rbOnOWTvi5rJ8vKHNKXxo2dbiry7r/8VXv3n1Wop00DMPQCNV3y+X/0em/76a/jBXJuIar98G0kkg/TvbcO1dyPN4g2BVTvoaIPq2W6u6/qn/8RU2sj0VKUAwqRpV2eUnBfDP6Tu/+UtdHznnPcR0Q7274IkRoUWJoCFR6kAJZTgihIBzzACPg45iDnQAWQbgYeZriDGufcrCaZAxg61ccxhjsPRVRddtTeMy+wND9iD/xs3kCWfD2QBkgM1BIQRTUCSYAJRAAOIHEQ4FwHNIAAuACWgyjnegGubAt2ATrO4TjDzckcEb8HEQdRdw6AQm16istLfWFeb26eByWJDxI/IStEPLXP1l/pqTygBIB5FgBQWXLYFB1qyVOCwAtT01OJLrILNDCNUa74Xt1z8kOJ6kMRhn24HtINuuzn78CzOajyNyLqz/8pfmg9NZlh12Od8EzMyzh+aLVGDnpGfZ79m0YN6a03Br+ocaNf1qxP3tS6VbO1bsVMvTGkl1Ytn6HKcsBEhB6w5diz+KsylHdxfw8kn1VW+laDYmnhETGSpJuFzvaAMkux0DktnPeeFnz2nlJRfL1exN9Tyue16LPxemd0X+Vd2qvaxHn98P0SDRvYS++PG6JX+z6hqZNGGCRRjKwUYulkKp6jSPCUfLiTKo/bdc1Nhb/6JNtK1NZWqta2Mm3duEgTx47Uju279MbQUZo9Z6H1egGMV/KiKixOWTWerd/stz4+/hC9YLq0Z2+mXnlloM6dr/ZM3ECngsFrmjd3haZM/UwFxUlb0YKaZOTk1GhA/+Hauv2I5VACMmBnarLMi0yTQwkM2Y/SA2bAr7qa7pZeDiSQA3oMFCAQpEIPr0nhcT5H3rOc0AMmW9SkF90GjpznYOwAWlLeoArOK0jpoQd66Y5/+6PWb9gpP5XPg12KxH60vwUNw7xq5BQtprxal4LB69q956zu+MPdpiLp5V5ZwTP9Ip/fi4J7pjW1PH+yfZjgLm/ylnt/P1gPWvrPUBG4WbFoj3w1FJBotKo8sUijrl3t0D//HlJ7I1HOHDOnASJwxLR2apIvGoP/7OGaLEVqspQK5ygeOK2YP1uR6iwFK9MVrCRa/asyBIYVRQcMaIAKsN0MSGDFfuAI4NwxcgI51yk8wOWgyPluP1tMOvYBTqDnlswBSr64TZiiqYt2DucCPqDAAAKcA6CAEq+BFFvUmnvvFBtfaF4zOI5CZMt7Nw/XAy58uV6wy1Ofbl7OYx4HO2DF39ypQwca9vF8wAogsKLFm9u7vxfoAUwXDXiAEbXm3CPMi9ILVmepIXnJ9nOOU3+exYBb5axd5/zQoRrUY47NyXyWl9nzA0Ieo7/y5A1lymcBhkCTc4E/AxPYX5Umf1W6PbMHQ9KYzqii2Aug8Fnc3+HQnuUaN7qvvtu8QPlX9irv8h7lXtplpjVVd5Kxc9q5dYFGDnxWe3Z8ZcEU/iZh3ylVl6epquykci8e1KsvPq5Rw/vqQs4u822WFx9TZelxJWLnFDVTmsBbmupiF7X167maMXmkQn6WM/J/3nt+/h6XzuzUm8Ne0AfvDtKieRP0xuDn9c6YV7V//waNGdVPY8f0V2nBQVOZsUi2mdek/8QsoTxTVeXHFCNA1VKkttZiXeuuMr9kXUO+2jvKdXjPBk1+d4w2rN2ond/u15OPP630jHzrx4KSRFVSUmz0iHGaOXOhlREjYfxKbki9nu6jQ0fOmTqrrGhWPP53y5kcM/o95VwKmBmNmmT5X15uXC/3Hqivvtpsc2AaX7kSNb8gsAJmhw5d1hdfbNSVKxGbE9ChFgEaMHRKkPMZHAOmrKkG0KHQdfMvkqfps4K+lEijpw4qktU/dDz0IOsAyX3t/lYdqF4lVsSiU4MHvaff/vZ3Gj9xiipr+Bu03Pg8qGY+VzDcbYoS87mgoE59eg8yFUnBi8NHzqnad02FxRRC7lZ5hZfqAxirqrtVWuYpSBSmRbfv+f1AYW7Td5tk8k1rjtlKGusRE/DWF3d3Nuun7grVJ3IUD/If3PvVB47O/+heszWVCTCrMgyUtvWd8swfTHM/6tJTY4ANYKIeHcyAoJm7N52DAmQ/W45xLmlBDrYoOo7ZFt9PKFv4uzDngCznO9jyBXXAMrXWY/bhX2QOZ06jdoAR4AF0vOd8vvTsZ7gvsIMh+9xrB0auZT/XMbi3tw9onjPQ8MPCF89Ta55icXDlHvz48IUHGg6CVLXBrCwrPCzgxVzeDxVm7TlTl+65nZriPlgDnEuqFp8JUGIeA1IzTStO2r8rP4KcxzM7IKIQ/3+u3vu9q6Lt2+VRCRJuBEHBSDVSpEpXeq8iKjWhh15EEBARG9gFFbGgSJMOIYWEFNJ77z1U9Tme/b773fvYf8NnH+fM94Lc9w9zzFqzZq6ZNWvmXNd0wGxwB3rZaQGtOpA/lAlgQrrJA9LLe5FG0sc1+QgsAGf6La9Jkmbc0dR4J58nNsB1UT9/v0evzRiu82e+cCDNzz6npPif3WqmQqab5Z1X6q3ftXntXM2eMlTnznyuwjxWJV1UTsZ5pST+oZhrP2nM0FDNnTFaN2/8ovzsi8rN9CAtLbrq/FOGyRM07++/2alp4wYoNvKo64slbeQFP0vKyuHPtmrWpEEaO7y3FswZpS8Ova0b8b8rYu18TZ0wQFcvfauSQsB43k0DApL0R/q+yXMOnOUlkQ6UwJJ+yerqeDU3p+vMiS+1ctE87d+9Txcv3NTysHUaMnSkTp6JFsfEstpm+7YP1b/vEF26mOTWWbvt0dLq9FK/Idq995BuMTcxpVa5eXf1zTcntGjRWl27nqPUDH+UK5tIsOxvY8ReHf72pDsLB+0NbRBAAUy0O+yff4l0ILN+RvPH9B2a0LhzjbHmMhpjdjaTxjkaovrhpHNG3YEkgMzKYh/LehfG7XKe1ejgC4BtpDw6ttD9ENh9KGLdfrVq9ZhGjRmn5NQK1x8JGDHsc0nz2x0rkVqnvMK/tGnTJ26w5/HHH1PYsnXKyuDwsGYl32I+JH2egLLBjWy3HAkHkGiY7tztXm05umG6QjvM0o+HL7utzOiTxJSXNuju7Wr9dTfRLWtDI6TyULhpPhkksanETsOkH4imDtpkoE+IygFcK0uilAdAGf0NNFUpbMAOkNWWRzmYAThAyjM0QPyjJQJIDG4tYWpgQwukElJBqdwGY+ICgoQFDLbyBa0SP/WVMQ6OVfQJBuCKTGBLxbVBFwOX9fkZ8GygBBvDc98EvuxAwTVhLTzh0CTJH/IO6AAUDHFSCUkn97wLwMAvsKVfj2ZpespJJcT95PKcpmBTbbzT9H2T2q94ISzpJ/8Bl5/HelXV5R6QyAMKfBuAyLelLxGbOIGCBzPL8c4rIfaYk8VgHWEoAx5ojO77QZ2kuF8cbEk/8g3UgNg3vf907sX5l3yzPIWZAHQv+LmYaGzIQKMk7faD+ebzbXp91ghdu8QywYsuHYA349YJl8Yi1zf4p/48+anGDu+l8EWT3CBMXtZ5N2INDOlvfGPOq5o8bpBu3vjZ9UPmZ19w/Ylookzv4d3JE75JzNUfNO2Vfjr9+yfue/k0BQahCq6oIPecoq8d0anfPnTLFxndTkw8oV+PfahtGxcoLvqo336NqVsMQJVec0sS/TV7TV5UTuYZlZf5eZIV5TGqr0vUnbtpSoz/TRtXLtCOzVt08UKCkpLLtGnjLr00YLA7Z7t/v5c1ZvQk/fDDebe2G2iyTptJ3vve+0rHf7viJnqjoQG8hIQyRUXlBrYaq1F8YpmiYgrc6DCj1X6dt5/wDSQtnF0b+Oye5raX6yeQA02MDbzgj30e2RCXvR6Tk/2abeSwT2V29l0Hz8REtMnALubp7Cz+qLntmuSsBAqc9ggEP/n0uFq1ClLvF/ro/KVbbp9JRusBPgbtmDNq8gr+0tEfLqlbSB+nRQ4f8aquXctWXvYDZWRxFARThFjeef/hqDZgBJQtYdmKHcm7tp6kbm2mKLTTLB358pxbisg67OzsUpWX1en+nVrdbYz3W1BlnVN64u/KunVS2fRZpTK6zJzBs84tI4n7EyrJvaSCTPr5PCgzU/5wGhSFnopCpUVzAKYGwMJsP1oMAB3s2N2F7awC8yyxDWBek/R9mvjHncoMFAyQgIb4zB0wAVAHTzTN4qsOzoARgGIIC5h4hn9kGBAJR4XHnecGNa7t3sPvmhutNlDiD3fSYVuC4YbW5pu/Z9xz/BtQAAzxEQ6/AIwKig1M2FmGPjYAABSBDOCiO8Q3wX23B3GSNqaoME/P0olMAxDwAwxoTsThNSnWiXvNF2gb8FISfnVxER9p4TsCKgBuoGPKC01p976B0W9k4IdvT576pZBXlJPxp9KT2YIMDc1PKaKPkp8wPw9LP10K72x+U2FvTlB89FGXdh8f5Yn15gD9ovLZwiz3nH7+Ya8+PbDOwZFuhOK8y8rNYUOPSzry5S7t3LpI6bdOOs0xM/W0a/IDyWIGZbJ9q4f3Y9rRH7/ud60J8oDyw7vYd3bfqdB3J9AvS1oyU0+6nwf5woR1fgakiXfhm2KT/2j05FMpc1vR2Euuu6lANLsf/J2lgtxLendzmLasX6Xz5+Lc2uvU1Cpdu5qiX36+6JYeorUBKmyAYgMk7L/o95NkrTRHO1Q5TY8Ra0DmNq0IgAUo0Ux1o+CJLZYGBvoX8c+UHNMWsdHwcPf9i14LZPAGY9OHSBeGdPn+SEag/QAPWuTNm0w+Z5Tc90siD7BiDMDIQkOl7xT4AcFz51IVHNxJnTs/q6++OeEO7yIMcAaWAJLdydPSGzV+7FwHSCbSf/P174Fzb+4EVvE0urmTaIvMh2Twhuv0DPbdvOu0S9fc7vq4nyMZ2mGuBnSZrx++vuD2aSwsrHW7PxcVVOr+3Wo11US5JYXZqaeURn9RoD/S9QlmnnNABJB56Wdd/2NxzkXnBgR9YfODHqYlUdiosMyjBHI0hbmuKYtyS+YAFtofGibapDWXDZ4WBi2QTSdqAk1aCqAVRgqiGdwo2EAIOABD7umTJC40SbRYND6eMYhCgcYvMqgMBl+Twz3+ueddTCZzC4kHN3O3isHu1Db3ELixmoMKXlfpNU8Lh408wnONdmWAZCCMpW6pySeUwmyCNDbMoGlMM9BXcMAH5AiHhpWSdNxVVpbmtcwTflSEBWA235WmJtBC68Q/7+5g4DaE8C0C0sJCAuIBDNgtIVlaeMXlK+9NHmKQC4DdQE+OH/VneV5GyinXV+nh7tOSnXbKgYbw1WWRSkn4RQvnj9aapTPcwJJbjVTIDAPk0jz2W52hYVeUXnd9iHnM1c2n35i8jHTTcDJS2BiXvscrKim45qb+JN9kRcw5t1SQzXeryqP/Dfq+awGt+bj7JqSJ/KAsU465x3CNoZVCnqKFO3Azsp191q08Ix/wy2o18r6+6oYbtKmsiFFDfaIe3M/U/fsZevB3pqrKY7Tv7ZWKCF+o47/+qZjYfKclslyQ3X6Yowh0AGPLPkLT+BhkAVBJSWXi6AZgY01lBz12D3dnwjS6Pj2aqBmZ7MbNkQiPjlhggriFBZA8A37Y+OUZ0OQeuBEv7hjAZXGSFsLhFhfHbuIsUWSVD2l8NKeScPglLtIZG8fxsOw67jVKwvbuNVDt2rXXrt2HHCSJA82XkW1OOSws+kcffPCj2gS1c4M1ixevUUISWiaT5Tlrm1U2gBRbR9ouAAAgAElEQVTDUQ5sxOsPCgOQiUl+uzS3n2RI68nq3naa+j79mvp1nqefv4t0kOSYAjakrShv0P27Faopv+yW+gFCBl/QICj0FESAae4M0qBBAkma29b/5SvtRZUVUJh8/1tNebQrSFQunlMx2QaMQgkg6E8ElIAQKNL8xeYeqKI9YqMJMs8QqAEACqEBC8BQoK0gU7ABGwY3KiyQBJDEB/Bc3AHNFP8UbOTjH1kGGWyeATKecW+QQwbPMFQc5NZVxLpmLtek1WtWzKu86LRVgyoykIcfkw1AqHhO46JZmnPeATLt1h8OMnwPD1HfDEUrBHpx0T+KvrY8N8Hag4v4McThQUo/oV8thdaFLA+9R1OEDJI0mXlGXPjFphzgRpzYabdOiP5C4iAfiAebONAOmRVgu+eg+dHcpG+TwRo/sOPfgb5O4iU/0m/9rrVh0/TB7pVukwifh0zP8uBFCyUOwER58BrdaTcQAyRZg11WeM1N+cnJOCdgmZt5QZlpZ5SbiWYbKfoG2SCXKTrW92jfwWzSY3AkDfbNiNu/o+9v9eXE5zFNa/ok6Tf17pFu4QADhQ01caphLmolzeybun0n2e0GdPdeipobk/Tpe+sUEfaGjv9CM75UBQX3H2pj2Rx0FZiEDVC49hqb1yi5N+CkcO50YoUDz0N3pt24ncirnabGvEnOrwZihMvN8XAEugZenhnoABjxAVEAiVye4dfiQMNFFs8JSxi0PqAYHV3stEma42ycC+R4DmiBHj+AtPQ6N5/TRuLzCu65gavpU990GuJbi9eooOgfZeX6UW7mdXIs7LnzqXrppdHOz6DBw3XuAnNMWYvOyZU089Ge69zabQZskjmSlhMT0zmLmw0vmDbktUk3BahHm6nq3W6Gerafpp+/v+Z24GbDWY4rqKm8o38e1Ki67JIKsuisZiTTT/1BK6A5gXZJ8xstkkEaAIkpbbHyBvA5GGYyt5D5cWgi1wPQ9KsY8EOTEcMmGcALzREo0tQGYq5ZTZMlMNiC7SAZmIRNYabgAicrkFZZgQ7XaHI8w6AJG9ywqQAUdq6tEnCPXIy5Wxji4jl+AS/u+EO2pQV3a7Iz3w//hAN6VOaiXD+Fh7D4Y8oOfoArtr+mWelH4sm3wtwLSk363TW3S/LRaGMCPyTiJg9IP3Dw07YAFJOavVaFfAaSvBYJ5GgaAkzCcA8oAYWlgbSRDqYFAXf/IwMCTCvy97gB/NTk392gDHmCsXzgm9B/iLbrdiNyP6CLqi7np+DXddt3AbbEhXaMDNxJE811L88Diqa7d/N90PglncSFBu3fk5+N/zGRN/zY0Sy5Zokg38JPkbJNP3z5wR1jPzrktvyuXPMMQ5ow5pd84znpY8Nh7IIc3/3D+1aVRaq2MkY1tCAwVTFqqItzuwLdvX1LzY0J+ut+hr77fKciwhbohyM/6+bNQgcgwMF+kcAHqAAmgyEaHeDCHTdAw0FdQAdt0wPK77hj4YAazfCb7ATO+u/AZG5Al5HeqKwWfYQADD9A2SaPEx9uwBL5hLNmOGkgbtJjabX0MaJN2hjcoU8Sf/YeyEtrscUaGm9iiwGZbVs+dAAc/cpEN38yK4dt3phcz/niVZo/d6V73qlTF333w1nlF/3tpgaxhVpO3gNl5/6twqL/UVX1/6ey8v+jouL/5ZrZKan8eOhDva2MzNvKyLqtVj2Dp+rFdrP9dmltJurot1dUWOi3+mcj3aqyJv1zv1rlxYCMjnnf70ITDw3S4IgGaaYs/4rrk6TSUYlollGJsdEsMVQoq2jAAuCaPyqq29Mx0OS2PkkACRABIxok0MTgRmE2LQ675TUV3ACGjQGYFHpstMTmupsPtTkDgtkUfgo8cVh45FMhrSJZHDapmzAm30BhFckqE0ABXlRQ5OIPucDLBkGQQRyAFEh4CFx2AACSDEZQ2U2rIyz5St7jTp4CSq7R4nhO/xzfERAZIB898xou34SmK5Xep8n6C/1KKvuWxINf+66ufGSgKXoN0N7Z5wUj6QzS+L5OZJP/+MHmPXEjXvLFN7/pu/bPrOmPf8t3wvFj4/twjeFb+OtH/boWh/9p+DwlTfglTq75QZG/Ft6eIRt3nhOXxUkaeAYQccPGAERkEsZBMhAGN1ouzJXE0LRnQw12KgeU1RVRbnDndmOi2638n78zdeKnA1oX9rq+/vyIYmOy3QobtjRjGo1pj2YbZAAN4OMew3VLDQ8AATJsIIphBJx7DJB0GmNShXJz77tzcwAzMpAH5NBorV/SbABJeGziNPnEZU1x3AiPholtfnkHu8cvcWF4jnHvFuiTTMtsdMsP2WX8pZeGutH5gqK/3WYYNJl/OnZV7YOfdZBcGh6hixeSdflyqn77LVKHD58Sa9Hf3fW5tm75QEsWbdKUKa9r1qzFOnLkT98vmYkGfVtpjMzn3lGr3m2nq2fQFD9X8rEJ+mj3T4EjSavEwVIVJQ3650Glyov90jg0RWv6uT976mkPxEAfJE1x18wuQFtBu/IaTl3lDbebNvdUTtNaqLxUVCpXc12i80M4Cp0DRODvjTZZx0TrFtN16EcEnPRH0nSxfkSgh6FyAx8Kd0uoIdeeU5C5vtOQ6OKjMhEGu2Vl5Bq/VAwqD6blPdfEQVyExx/xWAXjOfekEVn+/a66vCQ/gQJaE/nhtL4M9jn0TftU5vEloIGhsdC093nLgENK4m/OP272U0IGPx3fjI8Vec81IMTGH9fES76jReLfNEG+BwagkgbSSgXHZs4h4fFLnAZk3PBv6QOEhG2ZB8jADXCYTDe7IKC9AyD6GtFgSQ9pZETe8pswGMtf3O07Gbx4bvmLTfzES98z8aKx4od0EAYZgI3vxTfCnXBcm3z8I8PkIsd1GQS6UpCNDGzzixzCYHAjHQZR1/TOO/9vkASUgLOyIsrtUP7PA3YoT9OlP7/W5lVv6evPvlHU9Uy3MS5TXYAYIAIuQA7AoL0BIdwwgAVAARmeAzO0OdMUcccfYdAQufcaqAcZezXm5fpJ4EwaJz6Lh3DA2EDINX2RpMEgbXJZBQPwgB8GP3YMLX5Jp8EXeJI+k0OaLL1+E95yN9J96nS8OjzVVZ2f6arjJ665PkuOhb2ZVKOpk9nB3J9xE/J8D/Xu1Ufdnu+hLl1C1KnTM+rY4Wm1a/cvBbVu89Af/mfPWazcPPor7zmtkgGc/IJ/2HR3oroHTVKPoMl69rGxenfzYXEsKee1sJdkffVd/feDMhXnM03ntB+gucUGskzqZiNY37SmqQ0cGdUuL7jq+t+AHX2MpiFSWfmTo3lYZbKKhibEMQX4xaBdWUEFPBQ6IAQkASJgxNCXWB/QAPBPYcc/1y3vXdgWlcYqGoWXa8JwTYE2Q3iTRfw8Rz7PrVJxjT97RjxAlwqGG8+Q3/I512hFyAaIjHCbNsYPxOePr+D4Pf7jXn3+8Xo3yAOM/E/kiooD3RmMBAM7DOEfQRftiLREOfh6LRLNyzdducfwszO59tPyMryGREUnHeRBVSk/AT/9B0Bac94DEj8AyEPBwpAndm2yDESAioEOJp9zjTvpo3yRBu4JSz6S19yT9/Y9kAe0sAmP4ZkZwuAGwPgmyMGvhedb2bfE5ifWcuCNuImTsAZNixPZaIZuICoAetJiECVewEhcuOEPuLIZL0CsoHxVxaiuOtZpklw3NSXq7p1bD8+9uRF9TDs2LNFnHx1SbEyOMmky08xOZp6h7z8EcIAS0AAVYEhTGODhDohMm+Mad/wBPO4xABAYAbGEhApFReeKid/MY2RTXUbHCcd8SWwM8bGjOQDEnbDIBI7I5554eQ78DMTcY4gPOfghnaTBnhkkkWXy6Jdk8CYto86dEDlwwBg98cTj+uTgd27giab2mbOJ6tQxpAX8/ssN3Dz++ON64oknFBTUVv9q97S6du2ul/q/rFmzF2pp2Aa3C9Kps/ECtHHxrFtvcOu33eh29+Apok+SzXeffWyCNqw45E4A5LAtTuirr72tv++XuWMCcgObD/CHx1ApqVRW+aig3FNxgB+VE0hSqdw5LVX+YCnCWYGjAFkhpDJRiLk3uAAS3PFHITZjFQ9/XFsFsHsr+BRyIIUfCjeyzY0wLWFplRF3M8hDFuFJi1VU0mPXFhd+LRzxEAYbgx/kE4Z0WFzkF/lGnpCnAAsI8pNw/a9FV/TD4Xe1951wZaWeceGofMgkPfS10ScJWND+/MAHEPf5SBqIC3ARhnRzjwzSyz0VmWfYaHEsgSSdVsmp3BaO98Dgn/ew98WNe9OWCE8YDO7YgAobuRjC4C/jFit+WDl01k39IS/sR0E8FhfpIO0mj7A8Mxt59r1Il4XlGnfyC4MM8sW+D2UAP9hAEnfu7T3xjyzciNvejXfgnucWjnv8Wlhsnrd8fwtPWuibrKR/EkCyQ3n9Td1pShJN7gd3U5WXdVH73lmjD/a8p9jozIewAxwACVABRe6BHRoesDGwACsMz/BrUARO+DFNEtu0QwMafvEHuDLRONE0GdQhLFpoaq3iYosUG1voDiojXmQATPaCxCZuk0F8GOBp8XNPON4FN0Dq0p9Wq5gbRYqJLXKDSmjPnLvNNCVgyUj866+t1JNt2+nDj484d+ZSxt0s0cKFGzVo0EhNmz5PayPe1icff6cTp2J04VKKIqNz3M5JjIJnZjPYc8eZlruT24a72GiTrboGTRBLEzk1seNjr2jZwgNKuVXmDo2vKLmj5sb7utOU6zaPzWIk1S0tO+NstA80QCo6BZyCDRjRMAAnsASQpnEATjQnAECBa1mBKJgUZAoUxgqtFWQKFu5mU/gwPHeFLVARKKDIwSADY/cmt6WmR8Xg3uJFlqXFZHDPc7OtApB+3A205o4bz6wycI8s7q2y4UbayEPyBzByTV6Sh+Qffjha9cfv9ujA3lVuPiThkUMFRSZpsjxBHloZ6SB+M8hxsgJ5YzJwo1IDLzQdc8eN++T4n5wsC2vy8EccFi+2PftPAOJu8v7zmWlcHs5ee6Q5TF74/HjUXLW08c74t2/D97J84DuSHwCLNBEv6eQ53wjTMi94Rprs/QiDG/6QgTv3aJbkLenlfZBn8kkXz0gH18gjDAa/+MOda74N9y3jq6mIUkNtnDsQDNsBsilJzY2Jam5IVGVptA7sXqt9O3fo2pUkp0ECGcAFTAAk8DNYcg+YeI4bftDKCAOQTOPkGg0OG0AZGAEVhrA8w6DxIe8mczJvlin6ep6DYwKTydE8E8ucZsdGvNExBe5QLpY1AjybDoRMZCDPmtQt04abaZ7AmbO2ASGj1Uz/AZAY3Gh2J92q0cXLGXrv/SO6dCXt4RxPJpvnFz5QQRHmLzdYk5Vz14EwLcOv6waI7A7E+TmsB2deZfItBq8e7U6OBslUIPw9XLvN+u1nW0/QxFfW6WZ8icrL7qm89K6aG+/p/u08d2IeH5l5d/zp0Vyo0BUl150mBPyo3ICRCk7Fx1izmkJvbr4J6P/0VtitYHJvhoJHYaOQ4cY1thVeCicVwyoKz3BDFoWSCmPGwlP48W8F1fzjDzfuTY7ZuJk7fijoGCor8QCZR1qS15rIK56RdqucXFvake3jpMIBVZ4BAD+3zmvlPvzRw+/qq4NbXT5bhSNuq3DAgLhaVkxr2ln+mV9s/FKZqfSku+UzrpFn7vjFWN4gz/IAd/wjy9KFjRvGwvLcZNh3sPhxR6blsZUD9tbkmm8FpAyA2Pgn7ywtFrelizgwhG1ZNpBHughHvBaOewxpsvKCX9xIl5UNSyvxYOyd8Icf8g35xM21pQfb/wg8QAlHXPhlpJsBG5rcQBIN0gGyOUn3OUHxTpo+279J+3Zs07mz0bqZUKK0dN+cBSYAECgCPIMPIAJIBktABejw77S0APzwZ274x/AcN8CJTORbM9z5AZhoe4TFPxANQDKGTTduljjAEhbDMbbuBMfUWgdNtldDHhoncVgaiRcDnAEqkAR4ZtAgASTTlOLQRG/VKK/ggSqq/reb8gNI0STxg6FZTph0tO2sZqc1MsGcOZRAMYG+zqQqpaSyuzqT7WvdNdOAONuGkW02uLgRX6ZWHCXL2m36JrsGTVZot7n682y6CvIbVVp8W3ea7+mve7nurBk+LHBkdJRKXQwo8xhhvqqqYq9RGiTRMLluCUfuaXbXVvgdpymIVtAojBRaChSFzK5xB2xWSfDPcwom4e0vjxsFFTdsA5i5mRxsK7zI4jn3xEehNYByzfsSjxV+/Js714TBj426Rl0+rIMfrtXVC186d8L5+KiEaDPX3YTljJSTOn/qkE4d/1A3o390fhi0wTCya4MehOGH8sPXO3XowMaH02GIl/e0d+XdzfA+5Bd+rKLa+1m+Ydt72k8DWbiTXvIa2yDDPaalH/IFYzKR0zJNxEl4AxzXyCR9XGNzTxiTj23fGptlltjmhkyLFxnEzXsii2uTZXIJhxtpwA/XfD9kWDjcMcjmucnnHpnmbuG459tjeI47bhjLc5NNOiwc3wJ3k8814euqYtzotjW1gSTmTnOS7txJ1v27qfrxq13au32T/jh+TgkJxbqVUul2HWcpIVOBgBHQATLYgKalxggMMTzDHW2Ta2AEpNDgACPhcAeG3GMDMvo3iQO/LkxA00xOqlROdrN3d32kfo9Jk83O5Uwr4p600tfplx/SH0ofaqN7RrpJl6WHeNiCzWmwyZVulx+Ax4obmwdJUxn4MTmc4x3YbDjmRonbBIMNL7xbg9tHEjhigGN0bLGDYmIyc0OrHSjdCh1kpDUoMYkjZWsVR39pcq27b9WrzRR1bztZ/iCwyeradpwO7PtdRQXNKi+5p8aGJt27nSGOGKXSoi0CPmCJllhTEu0GamrLAB9/dwq+n+7DvRkqO+dI8wwYUKgoRBQaCjPXVtDs2go+91bJ8ENhxo3nFD4KLHJ4Bhwp9AY43HiGf8JZHObOwWVoLY01vklFWKvEZptf5FilMEgyGht3/ai++Hiz1q2cp9dnj9YXH29yfXu+IhBvrBpr4pWbflZffLpZ+95ZoSWvj9WyN8bru6/efhifmzsXqPykl58KP5Tvv9qpT/avc/lm707aSDdpwlheYQMbbEujvbPlg70X74pf5BCf5SlwIp6W0OKecNhmkIfs/3xGOGRh365PcLaFxR3/xG1y8Pfo+lGfIOWCtBnsCMN7YVrKs7TjDwMU7Tn3fAe+G2WD9JoM5Nk7o1XjB0OZwg/PCEsY8pJ7rvFD+eKePODe3gk37onf/CHLyijhyF/8uTzghxFoctMvSXO7uSFBTfVxampK0L176Tpx7ID2bd+oEz+fVTL7NwaOkrXztgEMcxSBEaBjN2/gxr2BExvTUvMESvjHHSABQmwASVPZwIgcrg20Bl3cDLjAjzgtPtMQs7L8gBJy4+NZxQOs0VKJ14Oa+Jhi5JrSgcEj0kYa0ChtpQ3aIqDkrBqazhgAl51712uHSVVOU0RbZLs0NtpNSat3Bs2TjTyAJHA0d2QAW2zcHCiTa5SYXOuWLN5MqFSrnm2mqlfwdHVrM1XsUt7l8bFauGCP8rJrlZ9Tp4Z6tknLU4X78wEQ+u98sxAbOFYUXlNNqT8GFkhav6RplTQn/ci113IoxFZQKVwUZAqfVWLuKUT/aVpWep5RgCnQFEYKHIawVEzkW8G1CoNthmfA+tKfX+rUbx/r/OnPXZ8qMqyS4Zd4kH8z5ken4ZHGlvGeO/WpViyeprfmjVXEyjla8uYkffx+hGvK0t9EeP+DiNHV818rYvlMHdi7Vse+260r579RWvIJ1VREKyHmJ106+7nr62V1SFVZoDlefE1ffrJJ3321001fcRWrBaiQb+9qeWKaE7a9i/kxIFle8Y74ISxu3OPH3OzebNx5Tj4jk3DkJfmCH8vzls9wIxw2/i0PLQyyCEsY0oAfDIDEnWvy3J4hB0M4ew+DF/4t7XXVN9RYd1OVpY80beIgnJUbi5PwyOTduDZDGrnGH88tPfYcG1nYVi7wg1/cCG8GGRbO5QNx8t5lkW5025rbplVyEsCd2ym6cOpLvb9jg37/+bQ4Czs7h00YapSSyuqRenfPOdju5MKMOhUVc140Gp6HICADaAASwzVwREPEBmAGNabrtIQg7vgHfuYO1HAHioTHAFLAhh/8co0/DBopcXjY+mWICQl+tc5D+UwxyvTTigiPO4YmNFqkLUsEpAY4bIAHDIEl2mV+4V9Oa+SZ0xAzmxwEuQaU2BYG7RLA+ono+GeLtHoHU/yxnvtWaoNaMfWHM266t5niVt2gVfbt8ZqiovNUW/2PHty7rb/vZbgPDfRsUIFBBrTCxqp4MXm8usQP2JjmCCyBqNeG0BQ8+FpWFgpSS2MF0ioNFYCC5QpUoN8H/1aJec49Nn9nq8BWkLGRhSGM+SOesyc+0Z4dy7Rl3evuMKhF8yZoz/alTgMkHJPLLWz01cM69OEaN/ps6WFt8i8/vOe2918TNkOXzn2tM38c1MqlM/TdV7sUF/Wjm1PIQAR5UFcZqyvnv9L2DfN1I/Koqsti3IqL4oKrOvvHZ3p745tauXiq9u9aroTYXwJToPwP55vPtgljcZN+8sQM6eX9yAt+EJZu3Hhm+dIy7wmLX9y4Jox9C8JguDdZ2LgBLtM0SQd+CI+NLPy49cgBoJDn5s/SbbAgHPJwJyw28bTUHi0t2E21N9VQHfcQNLghv6UfwpM++vr8ipYYNdTGq746zuUfcXuYsV6en4EHMeGsXPEzBnykB/8mn3fkHnczyOInCvx4xjVuyDO/vCfpxOBGfy/hWQRRxY890B/ZWBfvRrfRJO82J+tOc7Kam28p+tox7X97vY4ePqaoqAylZ7LvYa07rTA7h/XGfhkg1wWFd/3kbwca3y+Zm3fH7Q6UmFDhmrWAEkAyVxHQ0dw2UNoAD+BDk3sEt0eraIAmMEQOQMNGm8UGhGZ4hjH/xFdQ8JfbX5Kt0woKHjx8xgR5NEYgaGHYNo3mNf2SgNKWJrZsPgMzIEmz22BHXyMGd/wCR/odHzXPm11/Js8IQ78jTXX6I93a7px7bn4kAzkAtVW3oIluZ/Lebaapd/B09QqeqpD2k/Xh+8dUUnJb//Pfd/SgOcVpiqYlUum5ZnoPWlJFUaTrk6Qgcu+b1H6OHnMj8ev73P5d47MKhE2hsr8slcQqHAXMAICNPyu0hOO5VTaeUZApqC394Z97ZBLmzIlPtGrxFB0/us/tx3jqt08VETZHi+ZO0OnfPnH+8OvlRSs16TcBSmRTuJFx/fK3Wr98rtYvn6OcNOYnXtax7/e5DVhXLZ2m9Stna9e2JUq48ZPQDOsqYnTx7OfavuF1xUf/qNv1SW6bLjTKrw5u1h+/HNC7Wxe7M1h+/GZ3YEdxtJtoHf58uw4eWOcqHxqmpYH35t3IL9LEtYHR8gJ3KqbZVtHxRzjLG5Nl+Ul4k0VYC2furpIH4vdxs2opUY01N933b9n3bLKRYQY5Frd9a9Jp6eaa5xY37nZN3JQ97gGilYv6KvowaaUAJN9SKMdvzQ1xrraVX1o2yCct5AHhSSNwJE5syhBzGrmnXFr8lve4IwMgIgcZ3GPwjzt+sEknbsTBNTKQ5/KwBSRJJ3C0fsm7d1JVX5+glKSTev+dCB3+/GvFRGcpO6fRDYigObpNLnKaBCC5B55omKzIYScgjn3FD9uncS631+ZqHSSBERC0PkmawWyOi/YH8Fz4wCR1A6D1HSKHJj7uaHw2Og1cCQ9EnSYYuMYfzWs2tMjMvO32kPT9krgzjYmpOM0OhkARDZJ7G4wBkvQ7ou0BQGAG/NAYDZoAz+DINZCkGY0/36Sud011NE7cMeaPJjrGTQvKvqtUugTSaYpzEFjQJIUGz5AbwGH1Tdup6tl2khZMi1B56T397/9130GSc7WBI4Ufm4LoJoqjXZZEqbYcrYWCArj8KDcVpmWhtYKJBmMVlEJDgaGQUZC4t0JnhZd73M1wb4XV/txWWQiDP+QbFM0Nm6MKDn24QT8e2aOmukR3NG5a0hl3iNTsicN0/fIRV7jx68NHqakuTs31DDg9qrSRF791my3ER/2k4ryrOn7sgGt2b1g9T8e+e0/ff/Ou3t+9Sid/+zAAjRtud+zd25boxM8fuPmMR7/apf27wnT14leqKInUl59sVsTy2frq061ukIf8qq++oW8ObdNH+yJcc7+63GttVunIO8tL0twSSLiTF8gh7Tx3FbM0Uvebb7n3ww2DP/wgr2VektcYZLn0BOCKH7vnmm8K0Pnm1spAo0QmhrzEIMu+t8k20OAPN2xLV0v/pJH3Rg4/GfxZurmmrFm/t/2sKY9usnZgTwDc6ec1YPEOlCEMsnDn2kBJ/KQPd/xa+ngH3AyC3BMOPxhkmTy7551IJ3lp5ZelicCRJjZ9kwCSvsmK0qu63ZSsu7dTVZh/RQfejdDXBw8pNjZLaenVys1jOy8mPDc7gzZphv49YAnQ3Ih00qNzaBjoSQnMp3TPApteADdgxTELXN9MQIvkNEI/h9FkmVYIBAEsNlAEiIAQfwAUN4MtYeweeewjiQHK7ADk+yj9VB+giKHvETByTVPbX3OPRlntYZZzx/U9AjeABywZ8aYJDTxxLyz+x9lsgsEUIj/f8q4DJxAFnoDSYGtQBba5eQ/cxhetXgSQgeMbQh4fr15tpumF4Gnq32WqrlxM1f/7f+7rr9vprvADRc7bxqZAcu0LJpWMyoCmhwbmje+H9M1wCgWmZTOWgmWVAJvCRAWgENkzCqIVSPxgkENh49o60K0C3mkAfB5oPCc8hRMZuF84c0g7tizU0W/3qKH6pvKzLuiLg9v15pxx+uKjzW5wCr/IM5twVmmxkevnevqfxqWz3zoNck34bCXe+F0NNUmKj/1Fn3ywXqd+/9g16xggYteZfTvCtfftZdq/e4Xe275YF04fcpss0DXBOdCrl0zVkRwBeUEAACAASURBVC93uLjJDyr4F59s0vu7Vrj3rqnw2iMVkPRZGkkv70rayBsM91ZBza/lJ/4x9m4Whvcj/3nGNfEgk2tk4B+Df2TbM4uLMgEk+VHSPDb5hDUZZhPewhEn7iabe3tOWOJrmRYgSVjcSQOwIg8pcxjKKJpjJSu4yqPdfFPKJ34YRKOpTXjKEmGBIvK5N2gaOC0O4iEt2Pj1cT7SELknPHLxA9At//GPO354T1bbVFdGuZU3rNv2YLz2cM4kwGSe5L3bqWqsS9LB9zboy08+0vXIVCUmcRRso9tfElCiRTINx67pj3TruxnYcACrFE1XrgEWK2hcH6bbRs2fWOih51fMADkgiRv+AR/G7g2UNvCDO/ADrjyjDzQ7u0n5eXf9AFJg9Npro3VOA81ga7I0+jP9hrwc8UDTmmMX8gqAHgMuaI++qc29wRKgATcgCBQBm90DStMmcUMz9Jpmo9uLklU5wJFmekqab47jJymglaKhMncSmdZf2ap70ESFtpmhXm2mi6Z3LwZy2k5Vt7YTteKtd/X//N9Nut+cqsaaBFcgKXwYmlZUCGzuKYDYBlEKMVqF+afSUfCpBFborcBhWwWwykvBbOmPAvaf/uw5hQ7/yMfNFcJAsxi53NP3hGbDqpTvv96prRGv68tPt+ij/eu0+PXJOnZkvyuotYw0BgBCAf/PNHNvlaSq9JrrP1y3Yrbrmzx78jM11iaprjJOV85/qwN71iou6miggkerruqm/jz5hd7dtkSHPmCZ4QlXkfmpkE9ffLpJEeEzFX3lezVWx/n16FUxTpN8b+dyB+ZGJh4Hmsm8M2k1sFh6eY57yzwkD0i3gcEqLX7tnfBvsgiPfwzX+LcKb/mNf3uOG3LIY/uWtmmIxW1+LN0ABcOPjp9byx+opQP5fFPSjVz8Y2NwtzJA2uyH7frKa246IFaVRakw96KwgWVVWbQaa2nJeM3XA93D1uIBbsSDDdSQjU0aeAeeGRC5tnA8x1gYwvHc/BOWd8ePS3cl6bmu8uIrruyxftv6JwEnWuW92ylqakzUN5/s0Md7d+nihRtKTeN0wDsPm9p5+XdcE7u45C8HPyZ107xmFBzjm+A1om8SAKYDGZYUJpbrRlyRgx/37FPJgV+mPfomsu9zxA1tEe0RvwZFwItMngFNnjuNMrBOHL9AFD+4c49hByD6Q71pUmamP37B+iAfaZN+1Btgogn6AZxGNzeS5jdTfYAg2mBaxqP+R5rKQBR35kqigTIJHegSBuOXOfrBG9MqM7PvCJNXwBpu0tukVt0fn6xeQVPUK2iaW7/t+iXbTBfLFScMXqiaylTdbbyl5rokB0D7UwNAQIgxWNo1fniODTz9tXXqW2XymgmVgAJPRaTwWAWiEFnlsoL1n5WUsBhfQR41O7lHFs+QgdZgIKcisdv015/tUNjCKe7UvTfnjtURBltifnQgahm3D+8rKdeAgPRSgbDjY4/pna2LtG/XcpUUXPHTN2oT9MsP+/XBu6uUnXravwf9Z3WJKi1iT0OOS7j8MH8AOAdPbVg1R3t2LnXro+srfYViHt3hL97W3h1hqiz+d2gDEpq5pNfy8F5T8sMBGdJL3pEP2NxzTaXFv+U3z5DBN0Dew0ocgDBhzC/+DKomx/IIORhkY/BHGu808MP04CYO/Ni3RB7ySTfPMBYef8jmHj8Y084Ih2xLN/74xgCSMkfZY5oaLRy0R4NkDT9Mp0necFPYmO9LnMgy+bwrhrjQMHEnDdzzzrhhuAfwVt6AI+52T/pxQyNFBmkkvHtuexPw8wnsAmQ7AWHTBAeSdLc0NMTr1yP79dGubbp0Lko5OX4PR/om0SgxaJE0twEiI95c0xQ3gCbdqnD3TBty8yszmSqEFlnr9o3Myb0tTGq6H8m2bc+AIVooQEVD5N5swEiT3TRLbADIAI0HoZ+/iR/uASJQBZpopsgxwGa1OKMGQPrVNZUBTbJGnG2Tndvs0gcofX9ltRvs4aREdusBhH65IVomo9Y0r5udH4DKwBB+Ccs1QEZrZboQhqZ5bh6j480u/vziv3QrpZFdgKY5QLITEM1uRrvpp+wePEkzR61QU22mHtxJ1193MvTgdprTHCmAdxqS3TUABY4epL7jHmhiKKzWf0khoXBQqK0SWIXgGZWIQoWxgo97y4pCwSWMVUqeU+iwzc3CIw+tBkBTcUiPNQFJ//UrRxW+aIrWr5qvD/au0YbVr2nnlkX6+Yd9bqI8lQaZpNVXdN+MRy5uzBllcICNWvOzzysr/aTTBm43JSo/85w+3LdG33/5zkNNkX6wh9p2ne+yIF0O3pWxOrBnpcLemqTrVw97LTIAmoaaG/r0gwi9s2mh2xsRiJEGbEuXaWC8OxoZ6cZwjyHfTKvjvmV+8S7cY8hbn28epgYObNx5zrexPCCs+Sc+4sHmOyOPZ4S9zTGpgTRhI8PixK+VC9Jmz7i2b41few/8IoNnGHvWUO1/hlbm+MbAkfzlu6NFVjKAVh3ngMkzmuP8NH2exruyxDsQFwDk52rp9N/cA9L8AD/8WR7ae9tz0oeb/UzIC/zbuzibvuCqGDcNCE2SM3AAJMa0ysbGBJ05flAH3tms07+dU1pKpfIZaMht9kc6BAZwAKMBkz5LpgIxiIMxaNq1A2oGS/EY0KlzfZwA8tbDaUVNrsntpxXVO/Aik3tsQAw8GSUHdgAQN/aexM2trEksczDkGStv6CsFisAU2LIShzAMMrmBJxe/H7DhHG3AmJBU7k6F5Doji/XWHpYAkzBZOU1OQwZ8rMZJJw05/BzuOiAiJ78QjbLJad/0SSIH0ObkMWXovveXe09F5f+jzNy7ioqp0I/HE/T2zp81b8a7fp6kDd70ajtF3VpPVO/gaeoePFnTRizV//V3mZpqvcbYXJesplpg4WFomiT2vaaUh31BNMEppEDA/uz0A1FoKCjYFHQKSctKw7W5GyjtOQXRKpOFxw/uFEoKM9dmgONDKAX6TqkYDC6w4er33+zWlnVv6frlo4qP+cn1H64Nm6WNq+fp0tkvdLeRd72pu428uwcSlZ44vbnh1lJXo7lUxroCTaGurbqho4d3ae/OcDdIZE1p8sMGtWzAiDTWVcXpt2Pva8n8V3Xu1CGXZt6TfHKmLl4fv79W29a95TYqJj24kwbAhwbGO3OPO2klfzDkCZWSSspzdkxiByUDm+Wd+eV7cG1ws8puoECGh4eHXMt4CWvfB3f7tgZt7s3Nnlv60LZ4FwxxWhngub+/4Y47IH7iII18G56bXzRufkT8lKvL6TZIUG3lDdUEdkEin2sqY9XckOSAyXfhm/gy4lsxpIP4SB/P0PCJD3c3QwG4B96DPkWuzX91i/5K3CzP7B1xI92kF4Ncvkt9dezDeZKUH/aXBJoYpgRVszS34rqiLn+vD3as108//KT4G7nKzaW/rdGBElgCOgCGQavkQDC0SkDUUrsESgWF9wJNcA9QwEazPCW1xmmeyAO25tf6OpGDew7ne+fgv9rFBwAZECJO4rf08Jwde5DDUkpswpNWwEjzG4DmugGVBnFuONBCuwPYGKBH10JuPk1t9nf0YExNq1ZWTqNSM2qVkU3fIppivVKRzWh/HtrkbeUW3A000QFjk1LpKshqUhIDQCl1unStQH+cSddXX0fp7a2/auG8A3p1UIRGvLhcQ3ss0eAui9SqC4M1QdMU2naOerWdpp5tpzi7a+vxWjJzo/7n72LXz3an8Zaa6tAak11/Ds3vu40pLe49GCmcvnmN9uFBZf2WrgAHVpFQUCg0VBwKP4ZKgk2Bwp3Cij97bvcMguBOAcQNG//YBgriBt4GbDQKCj7u7JSzc+tSffjeBpUXU6li3aDKoQ83afPaBfrx8G7XRARAjAI31d5wk7uJl0oFiNi1hiNOUxM4bpbmUbxqKmLc3Mld25fozMlPnQaDf/Kkvjpehz5cp+++3qFCNrUojXQn93396Va9OWekTv76wUNAIR9Q8YNprL2pj/at1b4dK11FNYA9oK/KNWUTXXosP8kry1dsDG7IbALyaI38WAKjuuSb5R1+kQ+ILRxyfVqiAt+HvlXMo1Fq80v+49e+E3JdvIEVJvjDeJmAnu/vZ0SQ17iTVn5kvLt9L7Q/fj5og+QlxoV10EtQI5p5TZw7poLzbRqYT1l70511Q1jcXNj6ROeO9m8/b6/JM5fS/wDtXUgL74O2aDBlcQADKhwLy6g0tp1+CNwMfNgYfigmg2tkkyeWn6681vlRbTTHln2SAJJ3IN0NdQlKSzypD3eu14/fHlH09TQHMw+fWqdRASg0KwCEDdCAGzZNbq7RALk2UBlU0TiRBegAnIdZg9O+0CzRwnBLTCrTrZQKxd8sVnoGa7MrlZ7C1mx+ChJx5BfcVT5Tg9AOmT4UgC1pAq6pTE/KalBhwV2ftoI7Kir9S4XFD5RXcEf5hXeVk8c8xrvKLbynnIK7ykMTzG1SYlqlUjPrlJRSpThORkyu0I2EMkXHlSkyulQXruTpzLkMnTiVomM/39C330Xq40/Oat++E9q1/ZgiVn6uZQs/0ryZ72rmpHc0bdx2jRy4WgO6L9bovqs1rPtyjeq5QmN6rtArPVfr5a7hGtp1Jc3tmQptO1s9AWXwTL0QPN01ubu3maT3Nn6qv+7nuNHa5voUB0ngCCjvNdFXmeL6KukEpyBZAabgU4gxuNE057kZ/xzg+AJDZafgWMG0gkrBMnf+5hQ834T2TWHukQFUqVxm+8p2w8VLN4BBm3RQOSIvfasFs0fp84NbVVsVr9LCa07ruHblqPbvXqMjX7ztKjdLFUkLW4ed/PWA2+nIKj2nPzJCTV/h7z+9r/OnP9ORz9/W5tVz9euxfa7yAOmGqngH6rKia1r6xgTNGD9Q725d4ka4w94Yr/C3Jur3n/a7tPOTID7emaYe6W6qT9CH761xSxk5egFoY/66k+re3fxbnnnI+OYz+YA7lfF2A98oRg01sbrTeFP3mmkNPGqutvwW1j+IZlbnmtFei6d5mpH8h9gEmD5VS6+FJW8sTmzew/yQLtKCX58m4Oz7DtHwm4GCAygasR/wo7zwAzJI1qNdB+Zi8syBkoEipvRweBeHixVddXDBjZFtAMozg6dBE7nETx7TDG9gZ/qApkgXB2UPU1HyaH26bWsGEIGjA2NZpIMb0OR8HPzwk8AQnnILaK1biDJrZZW8Ic8ANIDE0B/JZHLc0CJ5j6b6RLdl2ke71uv7L79S/I0c16wFcgZKms0OPkX3HQyBk4ERcHEPJIEVBi2vpZYJZBOSSpWcUul3P8/ymiTyAW9KKjvmVCo//44Sk0q9NphVr8wMRrM9APPybquk9C8VldxXTl6TCovvqbCE5uxdlZT947RVBofoJ2SEOpElhqm1uhFfrsjoIl26kquLl7J14UKWTp5O08/Hk/T90Th9/W2UPvronPbtO6n9+09py+YfFb7sMy1e+JHemr9f0yfu0PiRmzRmUIQG916qwb2WaFS/MI0fskoThqzS2P6rNK7fao3ru0rjXlytUd3CNDwkTKN6r9SoF9ZqWLdVGvPCRg3vtlZDnl2uYV1Wa2CHFer/VLj6tAtTqz7t56l38Cx1bz1ZvdvOUGj7merWZoJCn5qhHw4d0/17mQ6STGsBlM1usCbZAdKa3YCQAocBStgUYKcJ1dCM8juO407hZESRwkJB8hXj0fw+Cg6Vi4qNzXPgh6HieeD6vz5+WkKBa/x4g0bk+0upCKQBG8NqmKVvjNeXh7arvi5JDTUJut1wSx/uW6t1K2Yp8uJhV2k5wZD4OUPlzO8fO+2RQk26SP/lP7/UpjVzFPbWBG1YNUPffL5FiXG/uDmPVGIg6TQVwFATp++/3anwhRO1fOEkbYmYry8Pblb6rdOB+YW+nxEtzkGt3s8c4H337AjTvp0rXXMSOJJHTYFRbtICUEmn/WwsX+ino7l7pyHBVTy2XcvLvKDs1DNKiP3Jrfw5dfyAfj26183dPPXrhzr+4/v69Yd9+um7vfr5+7367su39fWhzfrms63au2OpNq2eoz07luj65a9dnOS5fS+7Jn0GTq4xfBPSiDv+AL6DXKDckFYvh9VOvlVSVUIrgXNgYp2mDvBoStNtQb4SvpKBmZLrKmPBAruzF1x2o9fAkCY2GnwBa7HLohxsvMbvyycymmsTVc6AWG2Cg5LBygGwPNJp/MXMoaSfsuSquy9j8KWMZ9ce7uDDYV8W1sGuwvfBGyQNjuQD5Z57rskPC4dMmtyAsrYKc0M1dAvUxquiJFof7V2nrz/9SFHXbrkpNkCQ5mxySpWDIFofmiAQBHqYQqCZ2+wAiX9gagZIZmYBwVrXX5iaXu3glp9/1zWBgVtB0T2Vlf+j1PQq13RlhDwlrco1e9Oy6pVwq0I3kysVG482V6TrMUW6ElWgsxfS9fuJJP3wY4y++yFK330foy++uKqPD5zTvt1/aOf2X/T21p+0Ye1hRaz8SiuWfa6wRZ9q5vhtmjJmo14dslrjh63T4N5LvOm2SIO6vqlXB6zU4G6LNfi5hRrRc5lGh67QqN7herX/Co3pE66RvcKc28QB6zV96FZNfGm9xvffoHH9NmjKoC2a2G+zXum1TqO6rdHIkNUa2DFM/duHaVTIeo1+fqNe7rxaQzut0sAOy9U3eIn6BS9lWeJU9Qya7nYCCm073U0s79Zmknq1n6yLf5xVY32yKktiVVV2Q7WVTKsATHF6cDvdFV77o1Pg6JfEcG1aJVDCj5uzVsLflb6YR5NyKSQUGCo2lchX+n+f/+crFX1pfv4blQON0qb18JzwVgGRQfxUNiCDZkJYjPVJ7tq2VKuXTldC3K/KyTjvlhIuXzhZBw9scB37TCBH0wIy1qz1cHo0oko86cm/K+XmcXc64IM7qfrvBxmuuWqDRhY/o5SAHm3DNJbm+gTXp8jxoh7gXkNGkwOWaFc0t3duXazdb4e55vu9Jpr/gAcN3aetuT5Od5sSdIdmMtttNSS6waeYq9/rzz8+1YmfD+jrQ1u1a9tirV8B1Cdq/szhemPuKL05d7SWvDFOKxZP0fLFUxT25kS9PmukZk0c5KY1kUcbVs11adix6S0d+nCtrl/6xo3qoimR51R2+358C9JlU6mcNu1WYvFNaV14QPGzxPCdACFlhHei7ABCgAccTUvkGvDRpYFmCACdVlgS5bpL6DLh3GzM7YZkFw4g4reAo4rRzOsSHHhcv2RZlJPFKYmcfQ1MgZ8fYWYyd6QDLnBFJloqzzkCFxuwsbs4/jEOmG4ppG/ZsPEJ5bqSc2zc3Ej/MzMoWplnXTnlnp+oswNaJSco8u6Ass7t2B+tg/s36dD+3bp6KU4Z6TVKSixVemq1CnLvKC+nWQUMROQBxCYVFd5VUcEdlZX/7foDM3MblZN/22uTNKkZwGB9d1qtElKqdDkqX1eiCnXucq5On8/QsV/jnSb3xVdX9f7+M9rx7s/au+93bVx3WBtWf621yz7T8rc+1sL5+/X6jN16ffZeLZi1T0sXfKDp47Zp4ugtmjJ6i8b0X6XhvZZqwtAITXw5QmMHrNHQ5xdrZM9wDe2GCdOYPms1us8qjR+4UaNC12hwyDINDQnTiJ6rNOy5cA3uskxDuy7XoKeXalSPNRredZVe7rJaQzuv1LCuq9W13Xg9EzxKIe3HqUv7MRrbd52mD92lWcP2aGzoZo3vs1XjQ7dqysCdmjV0r6b026WpoTs1pc87Gt1lvYPiK89t0qCOy9Wv/SINbLdE/YOXakC7ZeoWNFut6I/s026e+gTPUbfWk9QtaIKYO/lCh8lKjOFPSR9TnCpKYlRdHqeaMv7OCa7JzbnAAJPCDwwwpjVS+Kn4pj0y1YJKwZIwOsEBjAGS5giFBjD4Cub7yVyhCazp5TnPkEmlYsSSCoV8KiuVj1FUZHpgUnFjHLQ9VICkjWQm6LOPN2vaq/20ZMFYrVoyVYvmj9PBDyJUkHXBNYGa631TiHSSDkBpBjc0ytv1fmCH5/QRYnA3/2iy5AOrQNwqj8CADM1lQPhIwwLI9LX5PlmeE0dzg1+rDCRZcePziOlY9EMm6X5zivNXWnRJcdE/uGb/bz+9r0MH1gngz5k8XAtmjtLi+a9qbdgM7dkRru8O79KJXw/o3OlDir72nZJuHlda0kmlJP2h1KQTSoz/1bn/eYbnPyjxxq9O2y3IvSSOeM0LnL2DNkQTsiUkASTfgp8B34ByYd+Lb8VuSB6UvrwARr6f0xYDMxBcmeGYD5r6zBWtiHEzCIAF0OMeGwPA2JTWDCAsKWIaVtJDwBKuKP+Sk0UY+iORAfi4phmO3VSf9FArNDASDsjShAe0leyQX3jFwROIol0CM2TkcponP/+KGNdXyZQj5BCere8o9yzNda2i8ut+sCbQEvIDNFEPAU08vEttZZzrOqBvsrI0Vl9+9LY+3vuOzp+5piQ2nk2uUFJqleITy3Q9plBXowp07lKGfj+drD/OpOnwd5H64pvLeu+DP/T+vj+0Z9dx7X7nV72zHQ3ua61adlDhCz/R6zP2aN6UXZo3eadem7xLC6bu1pxxOzRz7HZNG71Vr/RbrZG9wx3whj6/RKO6L9OYHss1MmSphocs07CQpRrVc5UmDt6qsX0iNKrHCo15IcKZV15Yp9E9V2viSxs1bdg2TRm8Ta/0oMm7WkOfpe9vncb2XK/BncM15JmVGvzsKg1+ZqVrAg/tukrDQ9bqxeBl6t9hhQZ1oBm8RgM6rHDN4QHtV2hg+xV66olh6t1xpkb3WqfBvRYp5KkpGttniyYPeEfj+m7RiF6rNOj5MI3vv0Vj+29Sj6dnqMfTUzW8W7im9tmhyS9sV2j72WrXeoD+FdRPXZ94Rf2CFuqZ1uPU6YnhnHEzSb2DZ6p/+9fUK2iq649kOlD/Z6aqvCBFNRVMmbjhPlJ9daJqyxmRTVBtObCkUgMR34ylIlDIrfBTkakUaI9AzYCJVknFoNnENVtYARcgaE0QbCodldHbkW7EGdBaxQJaPMcv4OCaQkjl9VN0aNrdcOH+vpvmgOI0tPokd1A9OwBFXj6si2e/UFLccVWX+snUpMNgZ6AmLtwAG8+xeUac2GhBvC823RD013pA+m4I8oX3BY5AkPC8F3K9hvtIezaAUnlKiq5p4+r5Onhgowo4yzznsqKvfKfIi0dck/j9d8O1dsV0rVwyRW/OHaXwN8Zr86o5+vSDDW46U8y1o0qO/9VpS1RoBjgYOfVNOrSUOKetukrJPD5W6dBHR78gLYBSNKarfuAksByVnxr5bD8k3oN7IE7eY3OP1m7f3DRG7vkmfH++PeWCa98v6ZvZwIZ4gRmQAWIY0mWQ9OmldRPnIFnDj6jqhtP4SDvPzS+yACRuZiOvpWzC+Dg8CC3OsuJrDoqFeRfFNYYmPrJJjz3PyTz7MJ0mOy/7nAM082cLc9lgl/zlONkYlXGkbcHVwPxND1Tkkdd0HRRxqmVRpIoLI1VWEq3C/Ot6f+c6jR3yimZPXaG3Xt+jN+bs1pvz9ui1aW9r/qydmjtlu2aMXa9JwyI0cWiEZo7ZonGD1mjKsE2aOGStpo/aoJljNmvC0NWaNnK9xg9aodEvhumVvqs0stdyDe8erpE9V2hEt+Ua9lyYhoWEaXSv1RoWslIjn1uu8X02aHy/TRoRskKjQ1ZpdMgahbSdqqFdFmt0tzWaPPAdje62XiO6rtbobhFOMxvUIUwDnw5zAyBTB72jKQN3uabtoKfCNfCpcA1oH6YhNG/bc79Cw56N0LBn1qj3UwvUPfg19X0qTH07LFdo+4Xq3W6B+nVYrhfbL3WQ7Nc2XC93WKuuwRPU95kFmvzSDk0ZuF1d2k/QxP7bHTQ7B7+qkGcmqkPwYPUPWaBhPVepQ9thGtFjmbo9NUkjnidtS9Sh9XD1bPe6uradpA6PvawerefoyccGKKT1FLUKbT/LbZEWGjzd9UkyV5JpQCN7z9K9hgLVViaopoJdVWgGxam2PN5BEnACS68ZeE0IOAJNrzXQVwUIAAlNEKajMJ2C5gcVKUql+ez/6I9zAF4GJCqfaZpUNiohlQ8AEQfNbFYBtWzm0bxFezHI+rT4Nb4A0jdfPeCsYrIJrpfpBxgIS7wGSQ8+moN+FB2wYQCb2YTx5tEqJIBAGnl/8sI0bOL1EPWDFLwn7wxM8IeGjTZJ2Iqiq8rNOqdTxz/Rm3NedevCd21fpHffXurmU74171W9MWuE3pgzUutXzHSbZERdOSwqK6BjwKW20g8gkD6/zI19Chmo8IMNtQF3NBeai9wzygpA7zbfeqixAZcKBiMC/YFAkJ+D/aC8Ju9/aPyceO7fzc+n5VsAwpblAUBa68LKhoHU+eVnU5/oIARYSAPwQZMDULgBRQbdODWytDDSaXJFeZdcc5upP/gzUBpg+SnYNTamLKBRojkiH7s4n6MzIlXEGUTsncp7lUapKI8D2LzJyb6gfI76zbmgAvxxjAnnzZdcdyYr409lZZx1bpkZ51TCxtTF15Wfd8WZwoJrKsy/qoK8yyouuq7cnEsqyLnkwpYUR6qAZ/lXVVwc5cy3B3ep6xNd1a/zWL0Sukzj+qzUiO5oceEa9rwfjBjRLUwjnl+uSf02auwLa/Xyc+Ga/NJGTR26QeMHL9erA5ZpVN8lGvdShKYO2qaJA7ZqXB/66SI0MiRCg59ZpSGdV2vUcxs0rNNqDemwUi93QoML16AOKzS4wwoN67RGQzqs0IhOa9QlaJR6tJni7oc/u04D2y9XrzYL1KPNHA18arkHYYelGtol3Gly0wfv0pCOaIUrNLhTuHoHL1Dvf72hvu0WazCQ7LhWg55aoQHtlykkeJprTj8VNFLtHhuoDk+MVPATg/Ri8EINemql+gWHa9BTa/Ri5wXq99xrGhW6Wn26zlWX4LEa22OjQp+aq56dy1DM5QAAIABJREFUZmlsn63q99yb6tZ5ogZ3W65ngl7V2JANGtRpscb0WKc+nebohY4zNKzjGnVvPUcdHhuqF9u/rqdaj9Sgp8LUilHtXm1mqE/wLPVwR8tOVPfWU/TaK8t0rylXtZVMbYl3gzZOk6y86WDJ1Jni/GuqKEIjpLLTtKav8FG/IVoDld8qBJBEm8K9NP+yirLOq6TgsoOSQdKARMUGRlQgDxD6rQCPH3HGPxUR7Q6wGaxws6YeYYkL8AA+NDT846elZmjwQw7Qwg/PDazAAFD7uZO+qU0Y4kSW90f/IHPzYtVUd9Pt5oKGiBsaJoBgEwvW4t5u8vc0P5mzSXM39vox/Xx0n348slfvbluq7RsWaPWy6Zo2tr9GvNRNC2aP1sLXRuudLYv02cebdPL4x0q/9Yer5I3WFRBYYkhaSZeHmHVJ+GV7wAYwABiAgY0bMKHPDsM9NtqV0zTdtW8a++8XmI/otoDzg2UGTdP0ASPvzg+Ca97fIEk5qOAExwDwnNZWfF1ogywbbMAvgzSu6coZ1fQF+j5CrjklknRXlUe5Y3bR0gAYgxtF+Vfd8s+SgmvKywU+11RUeFX5HHlbct3d41ZZEauCvEvKz7uswgJgdEUOenkedEDLQargqpOTkf6nsjLPKzvrgoAbQEtL+VPZGZeUnnpOWZkXlZt7yfl1sMuLVGb6BaXeOuvs3Owrys68pIy080q5ddrJJm7kGTSxDYz/aRcVRurUr5+rY6un1TN4lIZ1XaKRjMr2XKsxvVdrWLflGtwlTAM6LtPwrmv0cscVGtMtQhP6bNHUATvVv+tChXQcr6eC+6h358ka/eIaTRu8R9MG7XZm1tD3NHfYPk0K3aHhXdZrdNdNGv3MOg3rsFzDOgG1MI3oFOGg92L7N9S3wxsa2WmVureZoK5tx6tf+6Ua1CncgWZIx5Xq2W6Ga0J3CZqsDk8MUYfWIxXScYKGdg93cl9+drU6BI1Ru8cGK/ixF9WzzWQNbhemAcHLNRBQdopQh8dGq0/wm+oYNEohQZPV98lwdWo9Rp0en6jeQYsV+mSY+rVbqX5Pv6mObYep05Mj9ULnGXqlx1pN6r1VfTu9rn5d39K40K0a88I6dQ4eo8FdwxXSbrLGPLdW43psc2Zgl4V6odNkTey9VaFtFqnDEy8rNHiB2j02XKHBr6vVi+3nOUjSN9m7zVQHy+5BUxTxxiY11aarvIQJrqwx9f2SpYVRKi28ruL8SOVmXVRRHlohFRJNgc1uPZgAFHDEcF6LqxiBI0hZFlbE3zfrvIMKldxDyIOPawNWS8iyvM2aol4Di3LwQ9vEAC20GCDJ6Clxo53hF0i27AtEvoGZcPgxcAJJDH7Q8oAdaaLP0wHUwZQmvh9AQY7vk+UAJ066u6Xb2A1JbmpRQ02iy6PsjD+Vl3NJiTf/0PmTn+vbz9/WB3tXa+3y2Vq+aKoWzh+v8IVT3E5A65bP0vu7lmvP22F6Y+arOnH8Y+XmnFMD8wTrGK1OVGNdnJqYOtMCjj7NXqP2Pw4PSbR3trIzMDotLNCMNhjSFDVooqkBKtyYhuT2ZASsrgvEb/BBP6v/qfkpRz7v/QANgKQVwcCT28ux9LoDGVuW0V/HKDTgQ+NjqSbQrGU1DLtNVdD6iFVx3hWnIZY6jY4m62UV5Qfc2K+05Lrysi+otIjyeM3BKDP9okqKYpSXc1U5WVeVnnpeOdmXVIYW6GDpoQh08nOvujAFeZHKyrio/Nxrysu5Fri+opysi8rGZF5QVsZ5paacUWbGeWVx79wuKifzsoNfTvZl5WRdcPBEa8zKuKCcLP8MMCIfaJIun7ZLIg2AHFA6sKI1Fl13EAaSPHtkLunKue/V5fEQ9Ww9Si93pl9wgwY8s1g9O05Vu8deUue2L6tb8DgNenqRxjwboZn939X84fs1Y8BezR+yXzMH7FKvjuM1sd8mzRv5saYO3acpg9/TtKF7NaxnuBs1njlwl2YM2qNpfXepT/v56hr0qjq2Hqp+7efp5X+tUu+2c/WvJ4Y4cPUMnqHQ4Hl6Nnikngl+RZ2DRqpnm5muCdwleLx6/mu+urWfpg5BwzX02bUurX2enauJz29TaIcF6tJ2ivq2XaFuQTPV6YlBGtIuXAOCV6p3m+Xq/eRytQ8aq17t5qt78Cx1C5qhl9ou14vB8x0oez2xWKFtwjWg3Uq93GWNenWaqwm9t2hq7x2a0HOrxnXfonGh6zWw+0KN7hmhUd3WKjjoJfXpvESd24zT4M5LNb7ndo3ptkmjQiLUpe1Y9W4/U10fm6Kg1i+oZ9tZ6tJ6hjoEjaK5PUfdg6b6jS3aTHWj2yGPjdeB7R+rqjhOxYXRKi6KUWlxrEoL2U2FAZybKiu5ofLSuMC9db7HqrKYZliUmL5BcwrNA0ACTZpR1ZypXRqlvKxzbrNeKiGVGUABHWBl0AJ8QIqDx+j4pkntINVilx8qKVqTQZJ7b3xzEA3Hms8A1gPNw47RY8ISJ3BBtnsegCSA9ppgooMu1/eaU91KC+Y90kyi4uZlXtSthD8UE3lUiTd/04UzX+r0b5/q6DfsFblNn+5f70anl705SQtmjdFrM0do/uyRWrhgnNv098uDW3X2j4OKj/lZGSlnVFHK/MSbutuUrsvnD2v1kjlKjP/dDUjQBKVfsY45j4G8YtpIXUDDJu8AGflJnvCjsC4Pt99nYF4hMASEaGtojtzzLayfjqa3ufOM0WTfEgDAfqSe9eXuWzttP9bvsl1C/uNOv9s1N0pdUcrgR6QY/Ckrvq6KkiiVFzNth+tolRREqrgo2kGjtDhaJUVRys2+qMJ8tMBIlZXGOA0rB7eCayotifZgAkIBk5oCDNEIWdt8VdlZVxyYAFRu9mXl5VxRQd41FeRHqqgwKiDPa3bADE0PWNL3h8aHAWo8S0k+o/TUC8rOvKxbSaedBomGiDvy8ZedeVHpaWceaoXe/aIDIrLQNk0eNtDMSr+ogvxrAW2WtF1171tSHOXeE0Dyzt5cUFz0bxrQpb96/NfLGtYpXEOfW6aB3earc9th6vPcHPV+epK6BA9SaMcZmvjCBs0buk8Lxx3U3CHva1qfXZo3+H316jhFY0LXaP6IDzXv5QOa0n+HenaaoX7PztGAkHnq++xcTem3XaNDV7pR497Bb6nDE6MVEjxOA9st1b8eG6zQJxerV5sl6v3kQg1sH6bg1qF6sd1rCg1aqH89NlShQW+oy+OT1a0NXXmz9UzQRA16arWGdlmnfl3e0KB2i10zu1PQq+oXHKZnWk9Qh9Z9NeRfKzSo/ToN7rBRgzpsUEjwPHVvM0e9g9/UM62nKvTJpQp9cqGCHxui0DZL9FLbVerXdoVeCdmqLu0ma/AzyzSx13ZN6r1D43u8rUEdV6vDY+PUOehVPdt+ooIeG6xuT76pnsHzFNruTY3tuUMT+ux0sBzXa7P6dXpDvTrM1bNBUxT65Bvq03aZQp54Ta1Cg2erF/Mj3ZZpU5w2GRI0QUc+PqLiPApsrIoKgeQNFeZeU0XJDdVXJ6uqIkElBTRxWKoV76cHFfNHZ9E/Z4CwJx+TaTlIizOd2cj0qsoL/dGpgI89KJmfhmZJpTZgUdGpfIwKsklBy5MYDaCAEAhgACFaDHCwZibNbACNHNzra2J1z03ETnGaEdoYy9bQdGi+YUgLfVBFNIPSzzhg3Yj6SedOH1Tk5SNu+eL1K9/r/JmvdPjLXfr2q13at2uF3t22TG+vX6iI5UyvmaR5U1/WjImDNGPCIM2aNESLXhun9Svnaff2MH3xyXa33+TZ058rPu64q1jlpdFuAKKxLlF1VUz7SXSG+ZvHvtunpfOn6FbiKTdQBrDQtoAYGiT5wUAMy9vctetuoAkMyPhRXXLNXJrBTEOqZpkea8arbzqAsayyklFWN70mVmUArMxrcwAMrc4P3sWKJmxJPtNfoly/p5vszOhtwWU38gt0mbqDhkdfYUHuFZUUcY2JUmE+fYrRKiq47kxZMdN2opWbddnBqaggykEFgGSkn1dxYZTKSm8oPxdNj+YtzVoPsIy0C8pMv6SU5D+VlnJeuTnXlJONuepMXk6kAxOAAoDIyM0GQteVl8v9VWWknXNaIgD1WuRV5xegATkM4EQGacKmiQ0oMTSb0VKdybooNEhAR7MZjRP39DTSd9b5T0o46WSYbOJB60ULJW+At9NwA81uNEya+MASTTMx/g9NGjJWIf81UCM6hatX++kK7TxdTwe9pOEhq9X/qSUa8PSbGtptsYY/v0jTQndo1oA9mtV/j2a8+K7m9n9ffTvP1dgX12j2gD2aHvquRoasUsegoRr+fJhGdA/Xv54YqJFdl6nPs7M19PmlGtlhq3oGzVHHJ4b9/1y99ZdVV7q2TadP05HukJPuTjon2iQkHSNKAsHd3Z2isMLdglsgQAguhVRR7l673N0oCg0QIt19+sj7vmN8f8H9jeuZe1Y454c5lstee81r3Y/MOfX+M9P05GNv6/XHp6rL4zP0we8XqNu/LlKn37yrd56aqHefmKM/dOyhF34zSC/8erBeoIHK78br9499pq5Pz9XnLy7V289N1Dudxun9p2ao02OfqdNjn+q3v/qr3cMbT07SO0+F6r3fL9Jff79Qrzw1QX/6bT91fnqqOv2Gfm+n6fUnp+vJxz5R5ycn6P1O+EBD1O35xer87Gh1fX6aBryxUj1eCtMHz4bqvX9doNefmqbOT43Vm89N1XsvkCweqrefnq2XO07Uq7+dovf/EKqeL69Ur39bpp5/DtOHnUL02mNj9cpjI9X5sTF6teNYzO3hFt3u8nta3aAkB+ql3/TR2cMnda0hR3U1+G6IuqWptjJR1xozrfCCO2Bm68a1XLU0ZKiuKl5lRVcMlDjTy4sjnQO8hqgnijLR2jsz73pfyVSLKR3XCQE5ZUAPAJLSw1jeJJ4DWio50PNpJ49C0oOSqQ8auJSLOHPqV5ZGqTAvXFmpJ5SVcko5GedNoe3ZtkiH96/U1/tWWvT44J6VliazeslkURbOHq4Fs4Zp3vSBCpk+xLoxI4I8esjHGtr/fU0e01Nzpg3U4vkjtWH1dO3etlCnj2/V5fB9Soo/pvTUU8rOPKeivMuqLotRTWW8rpErSJPJuwW6RYsc2hK3kIfKxybdIqBEbImEAkt6Jxo3rJdys8INpCg9X/DRug+AS9L2z4Rnhf/PPS8CLqn20WJaz8iWjEtUn2wKzqV2ues31QOlVDU1pds2AnX4noEcCpeCWVtVFu2AWZ2gJoIK1ZjLnNOpQmCKb9ArIlwy9KVZV5OqGpReqVNtwAnlhvmJxQIkWUa9sU9tlV/GbMa/F2nT0uJYUfJyUXMRqihLUFVFUvsUeAJVIOQAmWDn5n4AGOZzSXGUKUzUKkqTa3ogAkOKuw+uFW3zAJLCeW1aGGHwAmQlxRHCb+nVnzehAWdhwS+qExh76Pp5fr+/T1Sjmet2zkhTkZyX+y4IXNb4/kP09K9eU5cnR+uVp/qZwvvdY6/o7d9N0tu/m6rXnhqlLn8aqXf/PFa9Xl6ivq+t0KAuazS4y1oN7bJerz8zXO+9MEa9Xw3ToDfWmF/z6Y7vqcvzo/Xey5MsGXtAl6V657mR6vLscHXrtEidHx+tZzq+rXc7TdUff/uFOv9+jLo+HSKg1vkpfHgf6qWOg/Rhp3n6028G6Jlf99KLHTHV+6jLUxMNam/+boY++sNCvf6HSXr3+cl6v9Ncde44RS8/NVqv/n60nnuyj17pOFTvPhmivz41z5TkK49PUaeOg/X6s3P04uNj9Han2XqHQM1Tk/VOp9l64/EZevVfJuv9Z+aq+0uL9fm/LVTPV5bqwz+E6sXHxunVjhP00bNz1P1P89TtmZnq80KI+r4SquFvrtDETzdqQrc1mtNvq5aM26+1Mw7r4JoIHd+RoAsHUnTpcJpiTwWUcC6gDq8/PcKUJGk/vru0F3/bU3FXLqm5IdO+5ry4jXXpam3J0bUmAhDp9tJhdgPNttaAmUBUoLKiCJUURKqyNMYUGZURVUHBwV5ZetWlbFiOpetSn0qNOU5HtpiHKCCW8WVSUIUuyOEip4AQ1YR5jnIkuurgmaqC3HPWL+OaZZO1aM4QhYWOsmAHLVwWzBymkGlDNG1sH40f/rnGDOmmWRP7WQ4h/UtuWjVTm9fM1pfr51kzwNVhk7R53SxtWjNT2zeG2NjXp49tUkzkQWVlnLEKUcfvItrJoGitWWpuSjO/0s0bAVFutOWqjdxOeqMBkARGUG30UkMqCfmDrVlqaUrX9dZsNTWkOhOzHhhm6MCe5Zo0qp8C2RcNkh6kN1pQ7y4STXS6kWfQkGAqr5bhaRnzvA6IkcDughgEKHxwgCgrqqclmOIF7LwfDNVCBcadUl2RoIZazOVkYQoTja2tdq6G2up4NTak2HEAiPWcH/B46HgIAqLa6lSDHMoPkxM4sB01xfU8KIElx7Od9UAvNxv1hiK70g5MP892zllcGG3bykrigiawU4CcB9+iN9tLiiINkjXVmNaYvu5eABX7eihybQ9EzGvAGMi5aGY2ShKgAcWiwium+Fi2iHV1gi2zHsChJlGPHM/v5Tr8fqDM9fitbGfKs+cYIOunnLe6Gv9ppBbNmKYnOjyv1zoO0NudRur5Jz5Vp8de04tEmTsONtP7pU49TQUOfGuNhr63Xr1eDlO/15arz4tL9ea/jtFbfxxigY3eryzTe3+aoqc7/tVSffr9dY16dJ6vT16cqU9emKE/dfxE73Qaoz/9y6d68l9e1CtPErUeZWrzTx0/M19j59+P0/O/7aUXOvbXm09M1ctPjtQzHb8weP7xN/30xpOT1aljL3V+crI+fJZzh+rjl+dbCs9LHYfr3U5z9caTM9TpN5/r+V/31qsdJ6vzE9PNFH776RC99rvpevfZOZYrSZrQu7+bbmb/e52m6f1npuizP8/UwC4LNb3XZoUM3KEFw/Zq5aTDWjf7mHYtO6fw/amKP1mglHNFKkhoVFF6i4pyrqu84LbK8m+qvup7VVXcVV3tfTU1/Kzm5p9UW31btZW31FR3Ty3199XhhSf66tWnkMb80F56uSMJ5d2VkxqnlsZMgyEvC39uS1OWLQNK5m+35Rs0267lqrmRnLo0lRZGqBQ/TUFku5KsKotyirI20RQMyb/A0KUCYSq7gmoEipjYTP0yPjX2dykjrkMLFBT+SlJOGPca5ch+BbkXRO7g/BkDNW96fy2YNUjrV07VV3uW6dQ3G5WVetoUUW0VACHIQIoTPcS4vE9MXBScz7/jXgET6U7Xm/AF5ujG9Ry1tWar9VqWQQ7YNTc54LXRmSvQAz4tmTZlew3JxPhnG1MsiHDzRo6am9INiJiAwIVlYEPBgc8z3bV9qcaN7KOsjHOmAFGY+PIa2W4RXVS+C3zg+yvMu6Rvvl6vFUsma9miCYqJOGS+uMry2HZAPmrStTRn2nMoL4mySo8qAhpUZOBl4MJMDgYUuK/Yq0c1a/IIfbkxVKnJJ82U9P42KnddTZKBBgB4EPAOoaCAAb493icK69mHKdeqwR1T48xulCbHEIwBiAV5Ee3mNeZzIAefoNvGvFebHnKcl98BoEtKrtpzBTgEXYAmJjcmMf5EjvEg45pe7XE8oMT/yG8Ejkyzs86rutKb1kDXlUeVZGHBZQNdMVAucpAsMTcBrgLn7+T8XJfrcx3eA87B//AodKuq4lVSfEUbVyzQbzs8rdc69tS7T47VS7/traf/5W09/qu/6De/ek2dHn9Xr/5xiCVS9/hLmHp1Xqpery1Vr1eW6pM/hajz06P0Uqce6vFqqHp3Xqquz07XK0/20vPPfKquf5mgF/7whbr+eaL6dF6sT1+bqZef/ULP/667nn+ih57viLU5Vq89PlrPPdZTr3QcpPdI53lmpkWbuzw1XV2enq5XO05Ulyemmt+wy5NT9fbTM9Tlqcn64A8z1ecvizUIGL+4QK8901Ov/vEL/fXFoXr7xb7q98Z0jX1/sSZ2W6G1Ew4obOxOLZ20S1vmf639a0/r3MF4RZ/OUfyFPOUkVqk0u0nlhddUX3NPzQ0/6FrzT2qov6/amjtqaLyvxiaGb/hONXW0Had5JiM+1iuQU6O8nBplpZUqLbFQkeEJOv1NuL7ee1R7tu7RhiVrtWzuEoXNCFXIhOn4JHGM4pccYJDE1O78VE9VFtHaIdsCNrzMBGrqa9PV3Jita825tny9OVuNtRmqqaRpGJHcXNVVJRkkCwOXVV4cbeYZZjiJsxT8fZjbRMExv5mSxI3fsrqMMbTpuNRBD18ksAR+QLCJaKw1Y6RDVPqRdAqUbS7fkqFYU81EbETZVMZbxwCNNKW8RpSVoEe27t4pNNV2y9qi56uNJm5t2ZYWAhDx15HKdI0UnYZkg1trM12dkTSNv5TnkNYONKDWTBvj1qx2wAEiVAVQceADkGkGzeamDIMjgQTgAIxqq1NUXwdAU02Vc8y1lhxt3hSq0UN7KTcz3I5ley3R3Nok1aLQabfcgJmcrLiYo5o3c5SmjB2g+XPGq3/Prpoyrp/iYo6psizOPnC52ecVcemrIBhi7T/FVK2qTFJq8hnt27NC0VFHFH5+nzJTzqqGVJaSaNVV43ZJVHVlkhbPn6jen72nfXvXKGzRJK1fPUtpqWdVbsERkp/xIzo1aSouGATx8PIAYh9Uo8GsPN6eQ0N9sqkoQMF2YAJEUHIepg5i0baOaDSARE2iIDGz2W6ADabXoJCBN9Bh6ufLS2NMGXJuIIhKxG/IPQMs7pdzATJUIJBG0bI/cPVAQ/1xbg9KFCSF6+QFwoPAcxHxslLn1+R3UfwzMUASXQ/6H+0+y6LtGpwfS6WyIlpH9mzQ0x2eVucne6jr8+PU7ZUp6vqXUXrpz5/plT9/offfGKFBn4Rq6KdLNabnSo3ovlwT+qzWqM+XamyvZRrZe6Gmjl+pRbP2KWT8doWM3aYJvZdr9MAQDek/TaMHzVfY9J1aMHGHQsZ+qdkjt2jKoLUa8fkiffHWNPXoMlNdX5igrs+P13vPjdUXb85Q//doCz1Vn74wWYNpM/3XhRrdbamm916jid2XaVb/9Vo+bpfWT9+nbQuO6MjmizqxPUKndl3W4b3nFH42UTkp1SrJaVZJfpOK8xpVXUkvQq0qLmpSWek1lZcyXG2dSkpalJdbo5zsSuUFapWZUaGUxGLFR+UqNipHMRGZOnMsQse/PqcjB05q55b92r5xtzau3qiweYu0aGaI5k+eoRmjxmvqiLGaMnSkJg8fpZkjxypkwiSFTJis+ROnKHTqdC2cOl2Lps1Uh9eeGqrXLcLdx8a3AZIfvThMTdUBXW/JMZOLyDYBnJqqFPNR4qe0wA0BnVo6GUB9Fep2W4GZ4oGsCyrKQ1FidkdboQt9AGmmdzUBnQQX3KmOs/WMNUPKB+lEtFCoLIlQWdElVZdftfxCVCXwRFECWQItRFuJoLKNQFFDNctJBseaCvyRV0zZVpcThY4zP1vb9VzdvpVvkMQcbm5ON8Bg/po6bHKtOMgP5Vwc11Sfqru3CtTSkK7GOlpaEMxCCbnoK0DEzCbqWlFO2gY5eak2X1eLGQvMUg2C9bU8wxSriM7MxORzPrrGegdIA2xVgurrUrVjW5gmjh6gQEa4wZZrAEogSYsM4AhY8nLCNX/mSC0OmajM9HMqKIjW8AHd9X6Xl7QgZJwFBshSOLRvnYYN6KaUxFPm18MExqdHVHjPzpXq2+tDHfvmS40d1VPrV81WMVHdslg11mUYIGOuHtXgvp9o0fyJKimJ17FvtmnqxIHau2u5Kk0ROhMZ0PBxdWB1wQ/mPXSYB5CA0JRcCWkwJGS7BGoHMhd1BiCA0kOSeUxTB7FYpaeeNxWJv5Pz8XzNZVAZZx8jb8J6hcbUgFZ01eAI9DgXqVkOhlcMltwr1+Y+uSYgzcu9bFNSgjgvLgwASRI5/zu5ll5BErxBsTI1v6IFjGJVhlIvjVF1RbxqKvHf8lyi7H2qKENtX1FFGeY4rgvUKlZAjHDtRF34St06v6Uhn/XXrLGzNHPsbC2cukSLZizVohnLtWLOOs0aHaLQaQu1InSlVixYoaUhyxQ2d5nC5izTpuUbtWnlJq1fsVlrlqzXxlVfauPKrdq8cru2rdmtrat3adu6Pdq+cb92bD6g7Zv2a9fWg9r15UFb3rP1sL5cs19bVh3QurCd2rnhoA7t+lZfbT2s3Wv2ae+6Azq64xudOHBaJw+c0on9p/XN3pP69qtTOvXNBZ08cl5HD57S4YOndPyb8zp5JFzfHgJop/TNwTM6sPOo9u84bNNdmw/IlX3au3W/dm7cra1rt2vj8o1au3iN1ixerRXzl2vZnCVaPDNEoVNma8GUOVowZa4WTpujsJnztDxkgVaELtCqBYu0evESrQ1bpg3LVmrLqnXaumaDdmzYoi/Xb9b2jVu1c9M27dq4Tds3ftletm3YipIcEoxs9xXzL/y6t0Z9PkcNtTlqaco0VdBQl6mGugzzKTU1kP6TqZamHDXWZ6mpDjObpoqMvpdnKjI9+WTQ3I5WNU55TKuKeFWVxaiiBHM6zsBZVeZemLKiq+bYB2YEe/BbVpREqLLsqvX6TW5cefEVVZZGGCTrUI6V0ebjrCiJlCvsS4sFznHVTGrMfoImuZlnVVYYYZDBBMZPiP+Pglnc1JhupjPbiNTTTtaS5SsxyVNUV01OXrrl0FVVkoiMEmQ9PjoHStJWGupShVIoyL9s6gNIUGHJ16soS1RVOUEKWnH44AXmJrAlaIFvD7VAC44YAUzSYjZvDNWQ/t2UnHDaIAxAASQqFaCgZigHdq7Q7KnDlJJ4UijVlOTTGtz7Uw3t100njn1p58eM/fboVu3asUIFeVdNRRKUA5SF+dFaOH+yRg/ro5Tks9qwPlQTR/XXmRM7VF3tgioQBt45AAAgAElEQVT8jq+/2qSBvT/Wvt0rLeuhsCBaixdM0NQpQ5ScfNruy/ILS34JhgAgVBMQAjwAjmcDfIAphXWoPwAGaAiEFBZeNuAALo4Hkh6YnBMgAi1+CyY8ypB1VZVOOfpnAxABl0WabXrFlgvynZ+R8zsAXmr3Ofp75r64Z/ZBpRIoYhmIk4DuW9oAsfIyItHAEpOeSDxmtEtAB6KMsU6LncoS3u/I9lQoxANZA7TwITWKZWuRVpPgLLBgQjwfxOzUM1o1f5KWzR6vFXOmaNOyZdq7Za8O7zuuE0fDde5ElCLCkxVxKU2RVzKDJVsxUflKiC1WUnyJUpLKlZhQrqzMRmVkNCgzq1mB3Dbl5jJYGKMRMmIhY1nTsS7jw9xSboAxtO+quOg7BfIY9IuOfhnM67YCuQxN26rM7GvKyr6uzNQGpSbVKTW5Vqm0J7+Sp4S4csVFlyo2qlhREQWKjylRbHShoiLydPVyrmIiAooIz9CV8HRFXMpUxOVMXTiXrIsXUnUpPE3h55J05aKbXjibpIsXUnTxfKoiL2co6nK6oiMyFHkpTdGRmbrK/BV+f4aiIrMVfTVHMVdzFIXSjM1TTEyeYinReYqLKbBpQlyBYqJydTUiSxGcM3gcz7DD608M1utPDjZfZOcnBun5x7orZAzDDuSaWmysz1BrS8DMbBQk5jZTYOnnASjL1xoyVYXzGwd0SYzNExEnVYjCOtQl05ICQBah4nx8l1EGSSKgKE/LPSTBlhYORRHWZtmDk44G6EyAJnsEgorzL1nhWFKUgDFgzMk4p7zsi0LVZqScsi93U4MLjgBH50/MMlXmTVwAdK0ZP2yCBSksfaUuyb72qGkPPVJYqIxUcpQhhWg/y1Sg/MCVdkVDxbbUk2oUZKpKS+NUVhavK5cOKCcrvD3ii9nIOV2Aw/nrmhvStXfXCg0f+Lmirn6j+qCKpPJ7SDItKojQ3OmjtGrpTFWTc1iXovPndmtgr480c9Jwy8cDzgAZ07SshOBLqmUtsJ4PXk7mZY0e0UdzZ462IMili4c0dlgf7fwyzGCI2sUPuHPbco0Y1EN7d61SZSW/P11bNy3UlIlDdP787nbzEL+fjxqjwoAb4PEKkOcCHHlmHpaYtagmfKL8JndMlAGKefZnH87Dc3YgA8CYxChYIEvLGZSdA5n76AAtWsy4CLQ3i2klg4oM5F5UXuCigZj/jnsEyswDuuLCCFOevBcVpVGqJ52J/6AyRjVVrvBBL7cPO9sT7CNeXRmthjreE5o2xtj76l1OtMMn3cuaPlbSD6XLOCA9i1ZHwNJySWtx2zgYY3LTyfP21SFat2i6NiyZrb1bN+v86auKj8lXbnaz8gKMbfOjqqr/rpraf6ii8mfV1P67Kqv+pvKKn1RW/qNKy35QecXPqm/4b1XX/Lsqqv6hurr/VmXlP1RT8x8qLf1JxcU/qKTkJxUVPVRJCT0JPVRZ2d9UWfV3O7a84m92noqKnxXIu6v8AsbN/kmV1f+w5cKiByop/UHFpd8rkHdb1TX/UEXVzyqr+FEFRfgJ/6Hqmr+poJBxa76z+bJyxp/5XkWMy13+QHkAOp8exe/buoLCOwbsouJ7Ki65p8Ki71RR9YNKSu+prJwRFu8qkMfY3HQhd8fGu2GAr0Auw97eUE7ONWXwYchsdB+DzGZlZzUrM7NJWZlNNs+yfTgyGpWaWqu0tHp1YMiG156go13M7X76w6+6aeviPbrWlGs5atWVKaYiqUiYZVQWKgYFFYK68MCs4qUHCviEHgElig5FiY+yHJ8RTmtedJzZgUtBVQlUY5Wfc175OeeUn3NBhYGLKi28bAVIlhdHWGG+1KLobIsI7hepInxFxdHCH1qQe8kAmZV2RhQCSU116RZMIUCC2crU+fYSbRlY4gsEPEzZZj7Aatr3oqSTTRmaORf08bEOuGE6U2lZpiIDVCoaFQ7Ash4fJCZpZWWSrkYcUnrqufYghYcGIPLztHb69ugWjR7aU1cjjrbfs78/ppj56amnFTJztLasX2gmel19qrZsDFW3997QopBJBkdgiGLlf+MjBzBJo+E/xMeclnJOE8cP0oa1oZaPGMiM0JhhvbR25WxTv6XFcfY7Nq0PNTP+4IH1qqjkuWVox5fLNHp4b504vtUgWWsV2wGfZ+GVImDzz4dnZVBs98k6VYk68wD0ZjAqj8Jz4TgUKccCTpRdbvZFU/RE2oEjHzvMWwDHM6qpppUN8HTBECDqCiBlHrV31SCLFeBa1bh9Wc85qmjXXRtUdkH/Oq2G+GhTfIe/1sSyHmshxppT0oyS9uTAkBxiIMk8AUGmBDW9evTbcElZZxikZLEPOcd1WBDxqiiO1MHty7RhyQxtDJuj3Vs26uzJCCXE5asgcF3lZQ9VVfN3Vdf+U7V1/2wHJHADlsCzqPiBQctv9xAtLfvRoApAgWlJCWD8SWVlP6qg8L4AI8cAXPYtLXto+3E+9ufcJaUPVVh03/ZhGWDn5dPR7w+2P9uBYWUVyw9MqTKtqQXi9JDOeNzf2bai4u9EMTjmMyQFw0AwzvhDVVUD/O9t/5JSOhV+YOBkIC+2sZxXADDpMJgRG28pO7tFuTmtBsVAgHHDW9rH/s7KYoTJNmVkNCo3l3HEGSb3tvLzb6oD49m88tt+erPTML3w6156/lfd9c2uEwY+KiwQRHV4KFK5MLcBI/OV5aRwOKc+Tn5MawBJmhBTlCVQ9MoS9ci6aiKXRY/6LOMMeKzD5C4lrYI8NKKuxUy9WR2pwkC4gZEvfKntG2HqsZAvf+FVZaaeNiWJ2Z8Ye1SFAbZHCIgDPsxqKhKQ9GBkPWBkfRMBm0Z8jKmWxH3i2FZlpJ0zSFBRvU+Rys+y5fRVp1qkFVUNkFCGOPqBUGUZictXVYkZWBZvkKyqSlZFRaJqiOQGswcw4QEZH6LaKtJuUnT6+JcaO6SnIq8cccAOBoQwSzG3+Q3AYtG8cVowe5wlVKelntfwwd310fudtXTRjHYY8qHjv0R58b/6jx3T3KzLmjZpmNavDTFI5mZFaNyIPlq7ao6ZshxHQGb71iUaOrC7Th7fZS2x2lrzBDgnjBmg8+f3GCS97w9I8Vz5OPD7gR8fD6cAaaVCgCXeng8fEhQyx9AqBvPWm7pM+Y2Y1AG6dQtcso8Sz764gHSiq2ppJlOApnyk4eDjxf+daJABPtbIgXbZJfTMgwqMVXV5lFN8FVFqakiy/M+SwssqK420Ti0qSyJVXhJplgwmMECjkDBPehUFtw9ApNAWvZ6eyGvj20tZ8WVR2A5U2Z/tHqaoUXzx3B9w9K2UyPjwvSGRpM+1mhuT7V5OHdmsTUtnaPPyOdq7eYNBMim+UAV5baoAktUOZnX1/2GwAkyAjYKyBGrADoj5qd9WXfN3A145qrDyHyov/1mFhQ9UVPSg/Rx+X5QpxzMN5N0xQOYX3FVhEUPc0gv6D1ZYh6rlvlCxgBDYATIAxzzA81BkiplPAZDAMSe3zabMPwpF5insx3k4Boh6uDJlubCQoSNuG/gAIiBEWebnM1TudSsFQDWvzSBqQM1tNZB2YIxtWtu8RVI5ivKJvoo8c9VMMK86qPRA0cPSVy4qNOoSM5KUIIMkCcH4hUi9CJrcTFGSwNKDEb8hAMSHiIkNFPOyz9myhyPJyyjNgtyLKsgND5rnEbZs2wqcz4oADfvkZp5XXna4Kcj8nItKjj+mlIRvlZNxQWVFTuXh6wOSqA4AAwwpphhpz1vpkqAxtfbuWK5BPbpq8BcfKCn+hP1GVCMVmgpK5fcmOM8IZQaAAjlXLGmalJRzp/do1OCemjFlmJIST6m6JkXFxbGKjz+u4qIY1dWlKi9wWUnxx5WZdl7pKWcNUsCVj1T42T0aN6Snzp7caYEfH9gARACIewfuWzcs0NhhX+jLLQu1OHSSevfoquGDe2jBvEnBwBDncz5RryiZct/8r3m5EZoyYYjClkxRDhHc/BiNGd5Hm9bNN+B78F+6cFBDBnyubVvDrBUWz2LJwkka2PcTRUUdto8M/jpg5z9APlhF3iVQBJgUniUA5Bnye4AkU8x0t93lLNL6psLSgVB9RHpddB+FhyJEfTbQAQZNRWkxFezQwlKkiPzXuTxdIORgGWMtwAxQ1bEGppqKKFN5fJCLCy8ZTHHnAEVvIrNMN2YAjnMCPQdEAlt82KKsL0l6Kaewjr4+XU/mrr06x9DBCE0+aRTgW3i5/FeyJ1z3fjSJtTbvtHOnL9Zgz0fMXzqzU5uWztSWFfO0a+M6nTp2USmJRSrMb1N56feqq/+nGhr/Sx6SgBGYsYzZy3x9w3/afF3dfwTVowMeACwq/t5M7MrKf1dFxd8MlAWF92w/D1Yznyt/tnOgHIFiUfF95eQyIBhDR3xvUASMJaUoTackCwq/U26AkRbvtKs/4EYBaEzZ5gvQA5AUTG98o8C1sgol69Qjx7DdK0zWGxiD58I0B65A0pvdHobAEiB6ZQlAMb8prKd06PzUUAvYdP79IL3z7Ei9+YdhykxItcTxpoZMF/mkxU09ieXOTPOwZNlBgqCFm2eZNt4oOlRlLcoBM4vIp/krSQtyJjkmMPAEloAOcBJ8AZIsAzp8is58DjeT2ZnRKMnLKsy9aPvjl8zPCa4LXFZmKq1qzhkgUZOcBzOPwn3ij2ykmd6NgAGGyoz5bZWuNFZ7ti/TmME9NHpwD+3ftUqFgavt5jbmJaY1pjSdJ1hzzaokZaRe0Ddfb1Ho3HFauWyW0pLPKeLSIYXMHat1q+Zp8riB2r1tqcrL4gyQwwd/riOHNqmlNVsnT2zT0AGfaXDvDzV6SDedPrFFlUQ+q5IUE3VYE0b20TcHN9j9uQi6MykBJEEkUpxSk09rceh4DR/0iSaN7afFoZM1cXQ/LQyZHPyQoVIdKPMDkcrJumR+PFQxAR2a/M2aOlzTJw9RcWGMEuJOGwz371mhxnr+9wSVlMQqPy9Ko4d+ocXzJ1mTwvjYYxoxtIdmzxypgvxL9hyBNveJKq+jdVUtbgpcFmlmJpuZXRmvamuH7VwRAI6ADXmSrK+sdL5FYMt5+G/cB8L17ONTYuimDOVIUIM0LINYXaK1RQdCXoUZKOlBqBoIR7Tn4pIhQXYELb/InGCQOMCISwcoEkCk2SZg5FyY1l49suxAGWuJ/ICR3sp9caCkhZNrHGHqsDbBgMf90IiCvgzo8IM0N+DJlD4OaExh89YSy/XSxPVoMRV1cb/WL56urcvnaNvqZTpx+KzSkopVmNtqkMR89oAEegANKDrz9yczu2tq/t1UXVnpD8KvyH4ch2ldXPKDqcec3DsqLf1R1TXOxAZ4ALes/Od2sAI/4Mi0uOSBzWOGA8nKqp8NVnn5DEnr/IjAD9ABRGDm4eih6GHolWS7Eixy/ka/P8eiID042d8Dlqnfj+uiUtmeZ6C8aQoS+AFCYFlUdFvAkZKYWGVT4InKRG12eOvp4fr4+cnq+tx4ffTCJH38yliVBrJ193axSkvilJ8bYaafteGuJp+PHlacagKSAANVxbSB5ONgkAazGgCSn1eGr46WBkQ2DYReVToznHFeUJQlBaT9XDXAATbAB+xyrWkfAZorBkrUIrBEXXqoOrXp/JDJ8d9YsCY18biy089aAjDAaWxIs66tDuxeqV1fLlFq0mlbh6KkIlIJSY3p3e1dbVgVopLiGIvsXr54UJvXLdT+3WuUm3PZwIgCwqTmufA89u1epXe7vKx+vT9W927vaHnYDC1dPFXnz+1UTU2SNq1doFVLZqi8NEHxccc1bFAP7fhyuZqbieQdUo9P37ak8YljemvBnBHKzg4X6UMx0Yc1eWw/HTmwwe7PA8OrSABPR7yYqLm5F3Xy+FYlxH5rPs/QWWM0c/IwcwMAQz4S3O+JY9u0cN54JcSdMNcJkXXgHTpnlAb3/VCpyee0b/dqTRjTT5fC9wVzQvHXuhzN9atnasyw7jr+zRYtmDNWfb7oqlMnvrREee7LWuUQrSVVCR8vbePpQ7SJljW4KOhthwh+sq0jQ4B9yEmlQ1tSX+hslinBkno6qLXzkhgepcZ6ckSBaKSqSC0zSDKQluvFHADRxh3oYAL/AjNnBleURlg6meuwwzWRtdxc+pIkGEN0uuiyqsqjTGW2tvBuOxPb+xo5N6Uh2NIJIDJ6oi9eSZqatEHsXEcvNKBwsCPdzY3hY52M2NDE9LLEWN2ucYV1L9eaZb2dc32Oo+19YvQRrQ+brs3LZunLFYv17cETiovKUX7ONVWUE5T5yaDIFDB61cgyvkOgWVryUIUF36kg/55Kih8K87rE4OhUZE4O5vOPKi//m1CUlZWY4ezzUAUF9w2IBE6AIeY8BbMaUKIk8UMCS4IsFhkPmsLAKiuboWwd1IAZ8+xDMcUXNLE9AAEn+zAFjkAPqLKOfSgsA1QK67Nzrtt6lv01nI/xhsER+AHK1NQ6g6I3vQEncKQAUMDZ4dOXJuuTlybpjX+lIfkA9f9guiqLaFGTodKiGNWWJ6muIkVVZbyovwRrMLMtAbqWr7drxw0UDYy0vbVEctIZnIJkinIEnvgqUYKAENjRg443l2lXnZ583AAIPL3/0ZnbV4TfEXCiMIEqeYwEeAJZRLPDreCTJKLN+VmXnXHOTNdzJ3dq1uThWr98jvnvRg3paUEAIIlSAUBActyw3oq8/LUpsBWLp2tQ74+1fMkM9evdVauWzbJzEeEGlBbdrknVqRN79NG7b1re4K7dKzRxdH/NnDLMFJpBcl2oli2YruKiWDNnx4/qp707Vlke6uWLB9Tniw+0fUeY9u1Zqclj+urKxQOmctPSTmvMsC+0dUOomZmAh+g8aUwoNgd4l1SOX45CBxUEN5YtmKJpEwaprDjW/Il8KOhEIfzsXk0ZO1ARlw4aNJvqMyzd6+zJHQa/mVOGql/v97VlU4gpQlQh170W7MSWzmTnTBus3p+/oXEjeujI1+sMfK3XMk0FArZmOhfBrRFsNIA5SSFg4duLs0xU161LtlZOmLYs40+ksOx8dW4e6KHkTNnR1VoLXa0BMOfnY7v397HeLwM3IEMHu6SQoRpphAC0gCWNEei+D1gC0aqKq3YsSpGmnQAR+HqfIvP+2ihHYAggqyuJwl+xZWdu4xtl2AbX6TTX4j4orKPJLW3qr9NkleFIguP9AEtMbvbhXhnEDZ8kQM1OPaVNK2drfdgMbVoaosP7DismMkuBrBaVldCy5Gc1t/zfdkACypqaf6qi8ieLLmNCl5Z8r7LShyoqfKiiIiLZP6qs7OegH/JvFrAh6FJc4qLbVVX/rry8e8GotzOdMbExn4tLUGrMoxa/D/oknW8SkAIpDzOUnVeNKEFvCnu/o98G5IAm24GeB6IHHsts57yA08ORdRzrzW+uwb6c3/segSNQZJlAjQelN72Z4p9MTq6x7R1oyP7ck131lz/0UKfH3tLYgXNVUUiPLymqKU9SNakjNFEjj6+cFBv6kaRfP2dW++7T6OACpQgMASVTH7hx7bgZZ/pq+zpg6SLcUQY8/InADx+k91UCP58QjgLFn+nAiXl9waLhXCMn46wdx/GAmCkK0oM4M/WM8nMvat2KmTp2dIuAQmLcKY0d3lex0UdMKZEwjiILZIdr8tgB2rJhsdaumKMhfbrp28NbVFGRoCULJ2j21JGWL1dVmWw+SIIZ+GNPfrtT3T96RzFR3ygh8bhGDuquBXPGqbkhwwC8bfNizZ811lQdzezGDu+lHZvD7Nhvj242NXb8+BZFXT2kiaP6CmDRaURBQYSBbsWiqaLfRN966DaQrGYoAfzBKWoNdqZLJcLMxK+3NHSiJozqa00aG+qd6if3ktzCSxcOqASFb53LJqixESsgRYf2r9bUif21cf1cFRVcsvGMaHmEfw9QcH66VMvLPq8Lp7cpO+20CIS4ppfx1msQcAN+tAcHckRvae7pU15YBnwU2vYTyaUZKPMESDiWbZi9mM9EjjFzgRvQAjAA0MMQAPp54OVByvz/Xs++DPwFeLySBJaY3ACTKSDkHP54DzUHSJrrBkdKtHG5Y1XPGE3W41Ks6jjWfJUO1ihKRlmk56SmOiLb/nia6BLFTtYdhgO5GbBOjlHA9OMJLL2i5P7sfutom5+iosBFbVszV2sXTdfGsHk6uPuALl9IVE5mk8pLH6ga9dj4X+2BltJSIr5Eml2kGpO6pPiBcnNuKi9wR0VFBD8emgmNUsQnSYClrOwnFRZ+b2AMBL4TpbjIrQeIgDE3QHAFnx9+RDfNy8c0ZhlwOn8h8AJcXhUCNYAI0DIyW9ohyjqAlpbeZIoT1ZmZdc2ACCBZ5lxMORfrKBzDutS0RptnnQcw6zMymtsh6X2OgBJIkubDlAJAWUZJsl9SUrU6PPP4W3rz+X5677lheuGJDzVl9HRVlTC4UpZBsqo0waDnchDdPH1KAj4CMUSxASWAZBlA4ov0ipK0HioNxwMt9mMeuAFNYOkVH+oQc5vmhPglHQjxCzmfpQcmqpJKCjDZRrI45+Z4lCOQZEpKEOe3nniIlhdHqqUhVXfb8pSccEpjR/RVbORhXSNwU5tsOZmVZdFavWKmur75iqW6XDizx6XxNGVqyYJJmjpusPVVWFODLw3fba6aGjO1dcsS9fj4fUVFfG1m78jBPbRk/kS1tmRbwGXvzhWaP2ecigrpTitB40f00voVc8xPuH/PSnX7qIvOndpmz2TSqL7atmm+az1U45oBLpo73hKRGR4DqFynv0d6fqdHeBRIsJ9IM92a6X8xVnOmDdWwAZ8ZJPFd0uyR5pT47uiZG/jR3NIFsFLV3Iiipo1wpLXiuUnv4Ozf4ODogw1cy4ODaCzBBuvpm/5DaWIKNOuS2tu/u6AEz5gP51WbMu8LgPRpMAASmAJMcgkBFXBmlELA6HyAbmAuwAkEARrr2ZfC8qPg9PfKvuyHD9ArSFNpwSFFgBEA9ecASFyb83m12tLI/TAIGB23oE4ZksSpTa9WOcbfD9uBpAcrQ2P4ec5BN3cUIEp3dZQ7N+h8ml7r6T3LKV7uzaDZkKzSgivatSFUqxdM0brFs7R/+w6Fn49VZlqdivJvq7LyZ1VW/93Mam8Ku8DJDyoiAEN6T/EDBXLJIbylokLyEB+YuV1URFrND+aLzMu7b5DMz78vSkHBA5vm598TIKQQKSdwQ8nOIUWHdBz8lA/M3EbpAUFg6FJ2flGSwMsrRvbzIAWQ6RkMdOZUoVeTfl8PRBQiMPTHcgzHsuwhzD6ZmS1KT3cwBIyY0AARCKIifQGOqEi2sY+HaYfHf/28nvvd+/rj4+/o8cde1dL5K9RcR1+DdHaboIpiotTR1rku6hDINdWlGQiZB4ioN68KWWY9IAWGtbRQaaCbNRegwYcIONkHU5tjmQI0CssA0gdvvHoEisARdUnntBkpJwySRMZp1xx95ZAFapwv86IBm/Nx7sz0M5Y/R6WnwjY3purQwXWmJAtyL5v5R8VGuRAMuXrlK00dP1hREUet9Uo5rXgqEzVudF+FzZ9s6g9lRjDj1s08SwkiQNOn+yeKjf5GuTkXNXJwT2Gq00kF59yzfbnmzx4nOjsgyDBtYn/LbQzkXtbencvV9c1/U8TFvXYvi+eN1ea189xQBK1p2rB6tqaNH2AfBOABpKjAVCjm6Vkc9cE6gMAyqTDTJw3SgJ4fKiX5hHXLdv16pu7eDljP5sDUCkECRgQ08zHdwIbZ54HI+YAE12Id5VFwsJ3jvSkNwIEf4APgLAM+ileKqEsKMOQ4ClABYpyPpqlcAzD538M12O5B6cHofwf7+3thG4VjWI8C9MfaOenvsopRHemzNNaASTNYa/bK8CKMnRO8tp+34/FvYtbX8hGgLwHM9Tjrc6CWfMnySAdMtrOtlvF4+B3OHPfjawNN1jH9BZTuf+R6mN+AGpeFN9OBJb+F31RXEauD25dqzcKp2hA2U7s3bVD4uRhlpNZaqkt1UDUSZAGS+Bsxl0nnKSn5XsWowLw7ZnIXFwJCZzKjOH2ieUUlUW7M2AemEPFXYpqTZG6l5HtTkbkBfIL4Fb+zKQqSZaLcQNObzwAPYHmgmbrLbDE1iPp7FJgoR4CIUmQ9y8wDQM4BdFlPBNsHbzgv29iPXElMcGCak3NdaWkNSkmpNfjhZ/RmNVCkeN8k5jUQBY5AlRZI5Fd26PTbl9Wt8yR1fWm0Ov9+gPZtPqC2loDovIJcRheRpiNamkxhhpPgijmE+e0TxGmX7cxsIEmrFzpZpcdpTC43eBKmumuOiOlMEAblCdRQe8Dxl3kX3aZ1DmqRdB8g6VKCSPU5az5IgAl0Tx/bZtHok0e3KJB13gDMsfgsDZoBgiAJ1mUZPeWQLBwyZ5yWL5wq1yGsawpG+gdAQ+3RvLC1Ocsis7W1Cbpwbr/69Hhfxw5t0u0bBQZK/JKMS45fcuH8CRrUp7uyMi4oKvKgBvT6UIvmTVRbK0ozTV8fWKv5c8ZYTl9rS7oWzxunKeMGKj3ttKIiDmjkwI9s5EZgsmHlDE0c2VuJcYdtGIiNa+Zq0ug+1jKJ7QALEFKhKJi/rKMiW0/vDLfalKrNa0M0bkRv5eeF6/atXN0MDllLD+t36OA3CD4qHrDhnB4sBqsgePw29vfbXee6zifIPTiopppZDSBpNQL8PAjpiNf7HoGoqeGWdAuMEKzh3gEDU/bDD2jz7QES2jm7nETugfujcG9MOdYNaMa8C7L4fQAwKo/j6oJ5jOQgMrAZ5jUqDUBSGBKWQc8AEuqVYzx07ZhgR89011dXGSVGjqwqjVBNOeM1RRv0blxzQ+u20DN8Pao30qCI6Y2KxHfJFGhar/KtKHoASGoQHy/3PBgTiTGT8E3Smz/Kmd9JvwdH96zUmtAp2hA2XTvXr9bpby8rKaFcxSWMrf2zmdftsKz4WQ0N/63ysp+Uk3PTAImSRMr56VwAACAASURBVFXmZBMwIWXnoalH/JX4Jin4F4Em6jAvz5nbmN+ZmSg8Un0wjQmSYEqjBF1hW1bWdVvvwHVdKSn1BkigyTogCMSY9woS8KEGExJrDIjezPYKku1AkIK6rK752ZQkxz96Lg9LrgX0gCDK0PskgSQgBJzp6Q1mWqMm/ydISSwnwfymOjzzxOvq8lw//eVf++uPj3fVoT37raMKD0em3tTGtAaCvpkhYPTzHprWA3UFybEkxgJUByAUn/c1EslGIeJ/xOTmGjRNRPWxj8ubdM0V2c9B9bIBERMcYBKoQaXm51zSptVzNLTPx4q6dMgUKPDMzTzVDmVa7aBiTNm0ZhiUJo/uq+S4b03xAB6UDUqyvOSqVoRN1vmTO3XnVqEaGzOUkxGuccN7aXHIeFWVR5sSYzwfnOvf3QyotSld+3YsVa9P3rHeo1OSjmtgzw+1euks6xkIKAZyzys1+ZSZ+0Bk89q5Gta/m2KiDplfqjDvgqvoDak6dWyT+n/2V504ukEP7xVpD92lDf/CWhkxfAPFA44xpoEbsABUAItlxqThI5ES/61FRG2sGRujJs0CBMDUH+dB61Ui5/LwYZ3f12/3agyTFYiw3h/Dfbl7cUOu+vVM+d24XiwQQkAiCDcgROX35irnBAqcH1XF9djmIer3A6Je8XEM0PHBEkDkFaRXYNwb1+K6HFdf6+6f63izmzzE2mqUJ2Z7rO3Pedi/Ljg+PGrSF3qlwtz2xQZEo7d8em83nyNDVHAdoA50aeZKUAhTPVE3rLd4/L3MY3rzPFPMBPdmOf8P1+b3A3YG3DtzdIvWL56mjUtnaOua5Tp5+IwS44sUCFxTael9VZHDSPJ4xU+qrvq7Kit+NDO7GP8jJnLBd6Yk8UcCQlKAKPguiWRXVf3DIJmZhZq7obT0a8rIAmx3xLqMzFalpbcoM4sACyqOAM0DA2MghwRtp8KK8CNmoc5o3XLXgOghBtgAGWD0sEQlpqTSnvyaAdBDMSm5TolJtQZDTGkg+aipzXGcD2D6EshrMwgCQgqw9AUg4m8EjqxjHnBialNYl57eZGqyw5t/GqJnOr6n3//mXXX81V8VfvqM7tzMN5UIAIEfCpIpsPTQbGaAMNotV+OQxkkPaJx69AqSziIAiHfCoyRpl+2HAaiygcT4ihPoQa2iTCPdPDlqxUSvaelAc0bXOqcoD1OahPIL5gaIvLRfU8f11/oVM4P5bZHWKQZOfpz+9JBeGLhg5h6+HvL2wuaP186ti3STfiFJubBoKq6BWOt8Y+3yKRre/0OdOLJVX+1dqylj+mnmpEGWf3kHc/UmjvYc3Wim418glW0ugHXLp6iKbq2qE7R3+xLFRx9Wq40LjUJwoxNiyjKedXL8Ue3YHKrcLJ63gx6VGeVVUXpVJw6vU27GWd27na/DX63R6CGfKyf9rJnVVHYqDtPvbtNbkzODAQUwAn5sJyBw706eLdvogzbsg1OhXnF6wPlj/ZR7ROEBFD/ONPdupmBtgiU6mwlIhBaQ4k+75lSQU0RuiAd+E4Xr8Jx4FwAg1/HbqPxAyKtJu6b1lelyF9lO8AYlh9JDGbIPhWMoXBM1BiRdwZR1rgSuwzz723X+1/UehSTXQYkCpdoqlKFTkgRdACMQpAd880PWxpmSZBlViYmNwrSe8gF2TawY+KyR3Mk6EsKd6U3Sufky6+INiKxHBaMqHSydsmQf78MkKZ19KPwH4Se2auOy6QbJLSuX6tiBb62zh4y0KmtVUlH+kwNkzd8NmOVlPxgUMbM9IPFNFuTfVXnZj6qu/YdBkuAO0ERZog5RhQDQF4IzQNPB8bYFeVjno9p5+bRquWtmKk366PzCfIIZzlfoTWfMY+93ZJ6COQ0M/XrA6dUk2yhAFVOaKccARPZBZQJNVKcz1W8oI7P5f8APUCYkVNo6QAgUvdIEliw7UAJVZ24XFNxxA4HRbvvZX32s5/+lm1JiI/X9vRIDHhFreh9vaaBjVueHBIYoRLr2x9eICgOEqAQqOMoR6HjfFH+orwwoCPqW5Bj6kmyguRhjDlfS7ZnrhJemYig6378k+1SVEhUHfi7Jl6ZlwC8r7aTmTBukkJnDzcwmx82bVjVV0WJweEpp0RWroFTy9Stma9akoYqL+UZRVw5a6wXyMDENGb7gVmu2dayxbfM8MbY13Y8dObDGFCSqDbgAHAObDRSWY0Om8tsB5l0bpyajfYwaelTHCc+wqsAEKFNhbzIM7E03GiHAACL0YYk6tXGqqeCMQHkjW5cv7NHIwZ8q4sIuAyPrgCDFQ86D0wHSBQAeVYDA1B/D1EOSewEyAMRDhSn/JxFpngsBoiZGo7xOT/RuOFmCCEASn5ndrw2Piw/RqSUqOxXcm5Eeal4Rekj69f4evG+Se/SqjylqzoIZwUAN4ORY1wLGXZNrcX2fo+h/j9vPgdiAzPnKXBd87re63EQzvWvizOStxpSmz9IWgB5UgY1ExOPEMBkAECAyBYoeoKyzMZcwqyuj1NKQ4EDazNjhKaYiuUdKTWWkKVb+Q+DHdm9+8/wI6DDFf8lvouDH5L+IubRfX66epY1Lp2v90hB9tWO3rlxIFJAsLrprapGUH9J4Kit+EpCkWG4kkef8uyKRvLgIVXlPhYUos/vmgwR4wBIzHOXIMvMAE38jShKAOnMb89lHsV3aDqDMy6OtNIGZVqWmNigtpUEZac0WfUb1ATegh1L0oMM3CeCAZHJKvSlD9gWAgBCFCRx9UIZj2ebByHnYn/WoyqysFlOF+B1RjpjcQNKrStYDR6asi4srVzKQTm9SAB8qIE9vUoclk9ZowailmjtsgVbNXKO6CgCQZz7F220B60Pxdlte+5CyrU2oQ+CZaekhmLBEN6n8VCwqEVNeXntJGZrBTKFfnPEsUxmIjDJYWE05g31F26iI9ErOIGG8sGzzkLSBxYImMR3xMl7Nvp1LNGrgJ7p6cb+1taUfSouI1tBbuYsK8vLWVUWbWbN35yJ9+NbL6vPxmxrZ72ON7PuxpozqbUEfAMUIf3facgxW9FlJU0nSW+7fLTBVBoA8IL2Zy+8m6Rc/n4MFY9W4wbY8xKgEQAwwMW/rm4ODoN1wfkCOscrS4BKMgRD3gxLBZJ4w8gudOLLehl3leJ6tLzxPzk/BzKai3b6R5RTvrVy7Z+6X/TiW3+H3Zx0fMdYDEz/v79OgGEzSdr5Dl+hM5BU40Pmx+59pOfKLOvSmJOf3IPT3yzVYx7KfR11SAC8fVqYELngOKEgbbIwROIORZo7j3F45os4ACFOK90tyDa7lzGVaw7iEccZ9txYvTQxfnOX6JiXKXcsQye538ftcgIUos1OSQJL1ALC+KtrmgaZXmKwzlVkXDPLUE+SJt3X+Xh3sXM6l+08cDP1HBTCyLyDlN+HT9ODnd5HDmZpwVNvWztW6xdO1Lmy29m/brvAzMUqILVJOdqvlQALJigoSwl0baiLcZWUkfdPd2R0DI0nluTm3lJ9312Bp4LRcRxetBoYEbziGeQCJ6Q0sKR6kubk3lZFOW2hSgu4qELiljPRmJSUDoiYlJ9YrM6NF6RlNBqLsrOsGSYAI5DwImQdwHnZA0cOPfbxJDTC9Wc56wOgDQB66OTmtSktz0WtA6GEIGL1Z7RUlU/ymgB0/pOsQgyaLreowecxETRo1XhOGjdGimXNUW5Esxokm4ffOjYBBj+ENAB/q0PXwzUiDWaY0GEgetXSr1S0z/vSD2/nWtArTCLMNOPBSU/iS+ymOaZzmmDtUOgDpHekk91LKaEdbfCXoXHdAZWCvr/ev0vhhX+jY1+stfcSZQ0mmQIErlYuxcnh5rzenKC3puIb27apxQz/Twd3LlZZIdJze06+KNBe7f36DQR91lGXDx95nhMV7he0mMYCh4gEVftcNxrwGntezrNL5oAjbKVQCBy9nAnMsAPIKDOXJc0Ilsb+BMtgSg31QnwS2po3vr+0b5+vWjWx7fuzHef2UYzk36xgZEpgDRoq/F547Cpj7Zl9/L5yDfTjWma4ptg8jMpKaY22gUY4Aq96lpQAYIrz47by568+Da4Fr2fMJ3iPLXM8rRg9Olk0VPpLczX9HMWAy3EVwIDiW+bgCPI5HfXl1BVhQfCx7sAFU/655/6RPpbHAUjAXkWdPU0C2NdAJRTlDGJM3SWoP7iA379Y5SAJDlr1yBKKs8+s5liRyCvNWiHoHoQcE+S18TLhvVCMfN+Y9JNkXULIvvwlYsj9qPD/7jHaum6c1C6Zo7eJZ2rlxo86eiDBIFhbcVknJA1WZn5Emh0S5XcI3OZBEnk0JBm5byxtLASq8b/NVwag2ELUATDCw41N8gGRiUkO7smQZgGYDz1RSa64JYGZn3zAFmZhQq/Q0fH5Aqsn2ycxotRxN7gMYohI9KIEdZjbrPRyZB4RAkHXsi1nOvkCU/Sms51yoUA9OwJeQUK2UFBRiY3v0+lHz2pvZRLNRkN6Pii+V9t4dZk6erJmTp2j25MnauHK5rtVnWeSTrzljvQAFzCxgCADM/8QQsDdyflnXzFjP6WZqfncz16JxvHTXAYUNVkVenwOAN6d40d1L6RJlqQBUBtYRZQSQANOPuW2KwtrZRism8ivNmDhAMycONF8lMEFx0lEpgER1ci7WMzQEDnRM6eLAJTXXYiK630bO4b1beaYemUdNAnymBGb4jb7iU+EBjAcO6wGRqTKawNUn2TO4w7MK+gQBgN8Pc9c9y0yr5B6SBjfakTOEhFebQROdoEAbfraaBM2ZNkQbV82yffx+/jp+mSnnQ5G467n780C065vS/EXVcn/+NzIFKkw5F5ABYCxTOQl+4VMsKbqk2Ih92rx2ug7tDbN+FMnb5Pwcx/4c68/jnxlTD0VcL4CW61H4SPK/81x4lwhOACDg498TezeCSpKPD++QV3bAxAMFuAAW7oHiAcm1OT/vmn+f/vc8YyY54LnUIO7Bg8/MaKLvvE/BwefsI9yUrNqKqwZN1lO8mUxa0DXLpXS/w97zunj7n1C8uAhuXkfFO5cB907QCdhfJ+JNfqj9DnykjBUVrdqKSBXnXdCO9fO0ImSiVoVO0ZbVK3T8yHlFRWQpJ/uaCvLvqLiY7s1+tHbVLm/R+RpRf/gRzcQuuKe83NtmdgNLlGUg97YCAfyND0wtohy9gkzPuKaExDpTk6lpBEvuGHDT0pqVmFCnrPRrBsy8wG0DIuAkgk5BacbH1Sg9nbzJG+JcAA34pWe0WDCITnsx0bNznCkNIFGMQI+C35F8SxQlhQAO4PRA5VxEx9kXaGZkuFxIzGlvXgNM0oJQmkSwc3PpBYhmiPQCdKvdzMbUtuj28iWLtHLpEq0MW6qjB/bq1vU83bqB+sMsc/43Xn4KUEAxuR5KMLczXFJzMAIKIHnBrcIHAxV8pVlHVM7MKVSSVTqXA8YXnZeflxYzmorDi0zx0GQbFYjlkvxLYiTEwb0+0KXTu4RZzL6Y17yAQJKpMwcZgRFVkmhj43AvdCiASgSGQBUgEqEGkoAR1wHr8C96KPK779/NN1XGOpY9mLyv7y5pNW3Z9qHgWXm4eEBwDPPAlnKPgIs1SUsxFcOx+EzZxz8vzLjrzYlmci9fNNHG9cZFAZDYz0OI63FO/q9bbZjcGbp765cPHPsxtrkdE1TBZso2Jtv/CqQAKeBBobG/h5ABFvO3wbWG2bJutkb076rPuv6bPnjrjxo+oKsunt9u/y8fUu6FYwAY8zwnzsU8hfOzbM3sLKGcRGs+cvj6gmZ2EGKoL8xaxjLivycnEesDNcvxqD6CIh6OHpRu2TVJJPhSV+VaxNAqhus4a8Wl/KASeV/8++ZG7HTvEJYIapFWNAa+IBy5Lwfv2OD7nm4gZR2mOIV7AGooQCLdvIcGedqoc/91zjVAyg9QBOooY68kOY7r23UsIk+KXaT5NLmX6rJI7d4UqqWzx2rZ3PFat3SRjn51Upcvpigrs9mCJ5i9qEjMbpQk7arxL6L8CL6gFAsKyJm8qwLyHAN3VFL8vQryv7N8Sm9Sp6SQpO0gBtyYj4uvNVCiSFPxNaY0KTmpQTlZbUpKrFdW5nVTkEAxIb7WAImCTE5uDAZ9aCHTppTUxqCf8ppBEnVJtDw1zSWUe6VJb+hAEUiSG+nVJcEbPw8UgS6QxIynAETyHwFkJp3sAlv8mykEalC+dGzhFCPbcnNumHpknkIXax1Onbykc6cjdOlCjErzSvTgXqlJ/9s3MoWpSXABEHg4UPm8GffwfpHl8VFBWedNTgCAgqSy+MoMUHnReSGBFZXIKmazGzmxDf9UfYLBjJeMlxfzm8IxPiizf1eYen/+llYsmqjacpznziwDog6MDjrA1r/8zHNt8/ERYCLiTOcK9cntrgKgaS1HguDEbcBvpmLz2/zv51kAPO4dALCd39/2SGI3kEHBsO3R/Zi3fYOmOJWWe6OY8g72/sK8mWAoiUaUXKo2rp6hGRMGWsDKA9qfi+vggwSOd25k6e5NBmtzCu3OTZciZIEjTPqgaWkfjKDpj7oHVMDLw5zfy/1SUGBEeVHwfbu/oX7d39D8GUNEFkB0xFf2QWCc9JstTkXynz8KXs7LM+Gadt3gf+OVI/+h+9A5U573gHcAQDFtxZQOwgdAoexqyyNlH5EWwE5QxiVnM4+Kc6CME7mK7O99ho0EQMxU5n1xyeAOhqhSrBkXofbA4x3y/40DqItws53zIAic/xzYcg4GsYuxpoqoPrsf7omAUm2smdjeZWDKNpg4zjNyLggXeOI38H5wTj4MuDXKS644VVyLqR6jgzuXafGMUVoya4xWhs7VoT1HdSU81ZQkPjWgCBxRk/TxSG89NBX0ARhUICDElKbjC+YD+fQU7poc5mTfVHZmm9LTyDV0EW0glhkEIOoQpQgcDYBJDUpJbrTCMmZ2dFS5EhJqbT/AmW1J5jRFbLZ+JcmzzMxqNdA52GEyt1q6j49aB/JvKj2zQTm51/9HqhBqkX38fpjfvnhgJiXVmg80OYlUH3yUpPe4KUEaIEn0vQDYWtPFG5bjmZPTZoDE9O5QW/+T6up+UkvT3/Xw/t/0/b1S3bkB9AjgEH1N1707uQZMoHj/bsCgiQl48ex2pad8axCholI5brcxKBhR0TRnnl/LMCACKSqCvXRBhz0VB5+lhwQvA91K8TJSgXj5aMlwjV5fKmN06tsNGtDzXS2cO8oGCaOSEDjg3HylOT8VDlgaaIKdCnBNtjtAUFFRaxmmKD0sqSAU/JMA00y+lrT2FBugQQFMQMoD5FGY8PtZ5mWnInhF5n169luDKTr22wnkNP0SLeb+vYq8ZmDAD0irjRQdP7rBUp3Skk6YYuRaFO6Dc1kzxdY0FQTO6/D+FVqzfJJWLh6n3dtClZ1+qv0DxvVQ/DwLfgvHUln9vXLO4vxwHT+6ToHMM+3wRKXu2ByiUYM/1ZGD61RRSnpMmu5/5xS2pQAFg0ec14HVpSPxPKjwXNveg2AwBoVnH9NHPhQOorgu+Gjxfzi/sldyQNKvZ9776/ioACSXjM0HAsXp2ko7VfaLmezSdXDPAGVXnFoEfC5BnOs5ELoPMe+i++gCdAdw3Dj4u936ZHtfSSw3UAbVJvfBPpjVBI2wMHg3UMIUA2UzUe9o+w/Yj/vGZcIzA9o0lawqZ8wnlKRrG15bHaNjB9do4fSRCp06XGFzpmnv9gM6dypWyUk1Zj7Sua3vtgxgoiCBJQVzGxVoieLBIAwmNaBkG2lAKMuM9FZlZbZZEjppP0CNQAzAA5AoSIAIHIEihWVMa+bdsTfMBMdvSeseEs1zc2+opPiXrs7MNM5sMVVJ1Bvw+Sh3alqDMunzMc+lCQFCtvlADXDleFQlUwoAjU+oNigCQfblOO93xFcZF1dp5jitcjgHxfq6LHARdFSkmdtNLf9Uc+t/6Pqt/9b3D/+hB98V69Z1KjvRUaeicODnZZ1TbsYZU2N3b2Xp6qW9GtDzbW1aO8MqLRXju5vZ+vn7Yj38Ll8P7gR0P6guSXd5cCdPqDMA6E0/THDAQFSaF4K+8lCYgA5wujG149RcG6fL53Zo5OCPNH/WMGWlnRDjbvMSmwkW7AvQQxhIomo9MAEPFdS7CiwaT2qLpa1gpruAD1NMbbazPxUY+P9v5eYhyTYKEAAyrEdpskxlQE1RCZoYI5vecIJBEPazHnWIGjPiY1Bhe7gzxR/pfGBxunEtTdFXD2nWtMG6evkrM8sNPE1O/aFaecZ0IksEf/rEfloZNklLF4zRhFGfa8OqaSoruKJbQMz8fWkqyQ9vv2/OBWxRM9xbcvxhDev/no1fXlOJ38xZBOtXTdfU8f2VmXHGWvBgVdBuHP8YYw55dwHvgj8X0OX83CP/D7+Nvht5PvU02wt+JPi/+b/sudtvdxFkrwD5r93zcP5AVBzN/oAkcMS0BS58UFhHwjbL+PYwZwmgAEcA5wIxnI8WN0SjY0xVogA9HK8H8xzZzn3xkeXe7COPP7TaDc/Ah93/f+xjH/Wgf7TFOqTg2br8TSDpQWd+RqwfTP1mlwHCsyLf0wOfqD7igEBNdYXr5IPnyNg5pCiFn96mRTNHKWTycIVOn6Btm7bpzIkoZaQ3mQqiuzLUI1BkHvPbrXPtrVGU3qeI+U0BkIASZYmCzMy4ruSkRqWbXxKYtCo2rrrd3wgoKR6MtAUHhnSewZRl/JPMozxZBrCkIrnmkbeVFYRUbFxlu4L05jLgysxyfkn8lu2+xiAYMcEBKj5J4Oq3czzJ5wR0gCfLQJJ9ki3iTs5ktZKTa+14B1ZSmJxJj98T057zd2i9/n/UfO3/qO3W/9PDH/6uh/eKdfdmlh58h6mdpeyMU1o4Z4RGD/lUowd9rDVhE9VUF6us9OPq3+ddLQodrbZWlFeqTh5ZrcP7l+nYoVXKSjmu5sZEXQnfoa0b5mrrhnk6uHeZstJP2Xl5IczkDjrgXQVy5hGVAUDai1gdo9SEw5o9daCGD/hYqYlHdJNWCkGTjUpH4eXlZWW+vTIGK52reC5XEfPIm90ejsDSm9uW0kRHp49EfAEHBZUIBClAANMU8KBo/T7+OFMImFC0tW7OUHVZtCLO77ShKNgHcKBOuGdfybhvCvfbivkbVFJtLSnKzjyt0NkjdOLoJku1oWkfwSiuw3PknBfPfqnQ2cO1d/tiG4KU8V5YHtH/Q50/uVW3Wn1/hclKiP5KmSnf2vHcO2DjP0GJkYM6evBHWjBruJLjj1iAjg/lprWzNHvqUOXmnLdxyrPSTmnFonEaM/gDTRr1iQ7vX2q9aONb80rbPhIEO4J+T//h4PcDSv5HPpr8fw5AKEjU2i//P+9BOySDaTGA0aLBDZiliaawgKMvgNEHQMx0DeY08m7xDnA+PthAEeCyTPCF//IXhYmpTUcT7t78O+buFYC5bAz+R+6ZD3ZV2RV7hsCZe/FuAO6B31tVziiJLkrPb7fx43HDmC8aX65LOmd/TGwgiXrEvCbRHRUKKPnP468e0uI5YzVn0jCFTh+vLes369ujF5UQX25RXKCIIkRNUmiuiKIEgARvgCHFIt1B05v1uXl3rPNdfJWY3KQIkUuZl3dH+fl3281pzGyvGAEg8KN485t1Tk1eN0iSmwk8SWinSSTAJEiUlUXLGKdAbUTG4u+UkkIXZk3KCwDVViUm1iohsdbUnleSAJR5px4x2V2UnMg36zDbvSpFSVLYJyur1fIfMbsBLPuaygw4fygfEhSzB7BBsqn5P9V2E0j+qJ8flJi5zdfv5LebNHPyQC1fNFYnj63Vka9WKCP1uG610cP0ZQ0d/JGWLBynxvp47dm2QP0+f0sj+n+iLz58TSMGfKRlCydq1ODP1O39v6jbh6+rxydvKix0vJnimKDF+Rdd0jkDH5lfzvlggAOmFC9tSf55rV85Tf17vKsdm+ebEnKVyZmpQJFIuP/KAxyvIDkn0GGZqffLAUcPRebJjXTrMA8JsLiAlPuy/5KDCEgACnAEkqjI29eJirv0GUDFeo6jQgACVAGdZwA1ppYPCABRTkEwcM/+Pn2OIMs8ByovqrKiLFJL5o+1lkKkYpGwzzk5j1dqO7aEaN3yaSrIuWCqi+DM6rAp6vHhX/T1vmVBdepUcn42PSedt9/D7+Ce+d0oMc5HcGzGhH66fH6XACTm9vJF4zV2eA9tXTdXC+cM17jh3TRqyCdaNG+kKc9h/d7ViaPrDZQ8C1OLwY4mWPaAZEqWBO2/MdNxzwAalBj/J7Dxvx1AogB5H3gOPA/ARsoXH+YWYEfeovUE5NpEe+WGmjRTm7SaYG89nJeAD2Dk/SLdh3l/DSDJPtwH741/h3jnuD+UONtwC5B54d9Fzsl9cT1fALmDJWa1M62BnZ2rlt/O8MW4l5zl0BbM+8TU5jhUPEDkOQJFP4+yZDkn/YyWh45XyLThCpk6RutXrtLRr8/Y0LGBXNelGEqSYI3vOdyb0xmZrokhahJIst6rSsxuzHAACRwJ5KSltig1Bf9jo0WxMa9joitdsCYYvUZNYn570xtgAkmUpFeRLANKgAksUZisIzpO0MStu27n8ADmnETCUZLADLOf4BHzOQxna+a1S/9hHSBkf6Lvfpn909LpWQj1jLK8ZqY/5+K8gNF11oGf1kGSZXywHZpb/kv1Df9Ua9v/1cMfHur+7Vzdu52jK+G7NWFsT317eK3utGXo/t0cK/fukFaSppKSyxo66AMtXzpJ4ee2a9yIzzRlbC/t27lUM6cMVM9P31Cf7u9q9NAeWrJgokYO+0LdPnhds6cOsX4Br0Ye0KypA7Vr60JtWT9HyxaNUfSVPfbC8LJRKUggPn1sg6aM7qUFs0eorOCy7rZltKtFQMJL/ChkeIH9esxrryJ5qclJRPl5SHp/JOdorksWzSQZxpYeqYlmAw4UEYEbKjmAZJ2bpurOTaL/LprMfsCGSUSIMwAAIABJREFU/SgOOulOSbYE20m3OIVqJroNFRChxhp8VnR7RkIxeYguPcVDE+c/FayqMlqL5o6yXssZrqKs6EpwiFLXbyGJ75vWzNL2TSGmNoALbZNXL5uq0YO7WcsiKiO/1bsfuM9HzWL6pESlozhPH9+skYM+1uGDq3XDsh0y7WP10Tv/pu4fvaohfd/XmhVTlBB/1HpQP33ySw3t977WLp9szUJRpPwWgHvDmjj+kifLNXG1AHH+F7ouwwcNPAATCs/+/2AuIvPcu1d5piyDARo+QqYUg3mSgIllAImSBJhmvuKfDJ7HA5LzcE7W+wIgUZouBckpe94v3iOm3CMFn/aj711DVYx9mHAB8H9xbW/2c0+WQgV8Tb26Ab8sw4CmlbWuFQ8fcY55VIX6eXe+4MBj1QxhEWdt81cvnGw+yfnTRmt1WJi+/uqkYq7mW/O6bKK2hfQe7noO91NMah+8wcT2ipKUH+BoCeIBAEbqzk0lJTYE4VhvqjIxod5A6VUiMARugNCb36xjGdAxDxgxsSkoSJQk85zD78MUaFI4DylFbKetOZFwQAfcUHmAzC1jgpPcTl4nOZZ3FU+gKB3/Ij5KF433YOV45jkf2x1Mm+0Z8Cw4t+th/Xt7Rqzr0ND0TzU2/adu3v7/9PDhPd27hUmZrUMHVmhF2AQzje/dzdS9O1n6/h7N8lLV1BCnivJITZ3cT6tWTtOBfSs0eujnGtL3Q40Y+IFGD/lYk8b20qC+H2nNsunW687aNdMNmqGzR1rrmO3bQjVswIeaPqm/QmaNUL/uXbRoznAFMk85xVCfoOzMU5oxqa8mjepp3aDdu51r0V7nbHdRRyo9FYxCBfMVjRedFxvYoFroCis3/ZRFtIGk29dBqaw4QqePbdWEEb00bUJ/xV49pB++L24PbKB8UJHAjQpurVluuaAWYPNKi/UM7IQZSt+XmNp0nOFUHy84PQu5iHFqwjfiWZw+vkVlJZHKTDuhkiI64qA5Gr1VOz+V6zMRSEZpyfxxCp010npDop05ypTmmvhy6c197oxhOrBnuQ1BWlt51UYMnDVtoIb3/0iR4fss7w4fmF2j2Zn8/CZ+m/1GfKqkDrWmKTnhqMYM+1xf72eMm0T7zXExBzV35iCFLRyjIwdXWae8JI5fa0lTctJxgzH+T0xCD/xfFDW+QuentY+Pda9G92m0sKEPSvqidK1uXDAOxYWa43/GIiArggwIZ167tBoHRBKxgQtwBIgoOeZZB7CY4pNEOQJD7+cETsyjIg28QRMcV4d7P1xQx/m9Mf+JXBP9Bp6YyrQEculC7IOv0zrctQR7B0Y3vAPuBqyKYPdv9vFw/wO/nwAQ92d+6KD/kvv3oAWyzPNcrQSVZHVZrDYsnaF5k4dp7uSRWjp/rr7afUSRV3KUmdFg40sTqfbtsVGUANKnAHmT2wdvUJLMm0md0mQ5jfgkCd4kxNcF1R3NDJv/f67eur2OJdnX9Ie4M/c5c8+dnoNNu3f3Zu9tZibZMsm2bMvMzMzMKMuyLVnMzGDLzBaDaUNzn3PuzBf4zfNGrpDV9498qiorKyurVuW7IjIiI1UAhEoA6GOTHgEfEiTSJPkAD3A6IIEdEqWr3ACUci59mrQYAWbPfWBZUIA1mqUWmK4YXIiQ8HA9YowU6LEFeDm5z5SW/sAACPCAJOf4s6A8ZcjjekBp1nqTJqmH5SHem0TtUjXvqteLxr/q5av/UFvH/6sffuzUm/ZS3alJ1MLYMTp5ZK0+vC1XZ3uBAGVHa4HSUw4oN+ukHj5K06TxfTQvdqxWLI3S8IGfmjp2cPdiXTy9SceOrNKIYZ9rz46FevYsR9u3zVffr3+p2BmjLADEkYMrNHjAp5o8caCunN+l2BlDNSt6kBKv7DZphg8j/vI2ffWbf7RgE9cu7RbLffJPjLRDxwGQfMw4kjscgSLJVWukJgBw49purVwUpbrKm6EDoKLdT9Olc1sVEz1YA3v/QpPG9FHi5f0Wobwo/6KddwkS6TFIirl601FhMEy4vFuH9i5VZuoJCwKB201y4kFtXjdbxw6tsimSzx8juRVY/MujB1bZuj3PHmSoIPusJo7ureWLJ5nVePqEPtq+cY5KCy/aWJRPq0PFAqwvnudow+qZip0x0qInubr98C7L9zKj6JxmRg/U1g1zVZx/UUhLRGOfNKa3xg77Sik3D5sqTSdDunPw+3MBqrbGYHxrfpmnwtyzGjf8Cx3dv9ymj7Y05uvVyzzdZSEsQINEjeT8ukBPn2bp2pXdmjC8tz0DbeYeqITch/b7PfmTIc+ldPLJA6C+5Q8P7wl+W35LfmcS+7TfYcs34nAEhgDSJUe8Mjjnkpjvc2zXARxmyBDrMTIuCSx5b65+swWewNVUaa6JBPSlDUjqDi5ThSMSp415Rt6xv2+2QQ0PhiRvD/ADiATAYMtzuNGJ8t5eypFvfqFIqpG55bs3xyk2epTmTBmtRbOm68COA7qVWGCQLCp5oZo77w2MSIlIku4g7oBEonRjjUmQ5W0mvTGuCPgMUhEncICHAQcpDfDgFpSV8djKuNoMCJEQgST7QJB6gCLHgNOPyWOfa13qBKaeD1C5HhBTH/BMS71v9wd4wI4tkPRj2gZIkRIdgpRzWNJuhyd5+QU4nQNMpEjUbKISBWCSx/vq9arxr6Zqt3X8l374qV1trfnKzjih6In9dPncdv34fZU6O4r19k2ZUpMPafniKFWWXlVd3Q0NH/w7LV8WrYMHl2j0sM8Uf2m7Pryr1Ic3FcrPP6cxw78wcBIle+GCcfry03/W4tgJFvT23NktGtD3N5o8qb+qKq9rx6b5ihr9rU4fXWtjfKhB9+7esvHQL3/1j/riF/+gkYN+qyVzx+j4gRXKzTxl43FMCQzqGf/kYUwLCbJbpUSafJqja5d2ad6MMSrJv2jjYIy9xV/aoWEDfmsGibysM3r4MFN52Rc1f+ZI9f/in7V6abTu300xv0Pq62gpVU7maR3au0L7dizS/JiRWr4wSlMn9lPitX3KSjup4wfXaP2qGdq3Y7EaapNNlWY8LyPlqAXaPXV0g+UTVGPqhH5aEhelHZsWaP+upZoRNUiH9i5XVcV1NVigj1u23god7MH9FO3buUQLY8fbdEqkLuZVAxYkVoJ+7Ng8VwtiR+nU0fXKTDmh7ZvmafzIrwyUCZf3mBMzdTlkAKSPs9LG1leMSxITskBHD67UqMG/1bFDK02yRbplHjlbLPOkp4AQkL3I045NxLzso+OH1nQPNwBD7kEbXfV2gHJMO0jsA1SASfuQzhijRBV3bQCpjTwkNcqRuCaAGI0gSJUAENCwdcgEOAVIARueEcds8h9EXH6AYUNtosEnjEkGFyDUfJMyDaSsGx6CqPj9GR/kOTlujoxXAnOOeVakfLZIlC7VAj5vI1sSeT50AOjJw2JPPu1kn2mJpEeR/SePU3Vs3zLNix6tOZNHKG5qlHau36GEq5nKyW5QXv5jlZo0FcYd6fQ+FunuPgACMHAOOBg0ilCTkR4f2pgj0AOWwArLNtIaoGHGjk1BLGo0mAE7QEpyKCItAkIS+4RqA5QOS/JIANDVayRSh6LdM+Ve9xglkAOEAA4pEMnQE7CkbRyjfnOedpKXmfXY8jkGoFj8qYPZREjPvAMMWj4UwfvgT4NzvV6+/ouaWv5LnW/+Uz/+1KTmljzdu3db0VH9tHj+WDW9ztUf/nBX1VXXFTtjmElJTY35qqlO0NBBv9WqVdFKSdlvavHcmGEmBXW2lSg16YhJaONGfKE1K6dpxODP1f+bX2njqll6eC9D+/Yu1de/+xctmjfePvzTx9Zp1KDPtXvLApMKW80XMUs1FVd1K2Gvdm2eo/HDv9BnP/8/9cWv/0EjB/5GG1dN15XzW1VflWDjWnQkpA86lkuZwA11G4kxdvpoA1RTZO7y4YMrNHPqcFWWJZgfKMvPTps4WEvmTtD+HYs1ethXykw9pQ6L7lNs/qLxV3ap/ze/1IzJg3Xi8BobF1qxKEorl0zR3h2LDJSovHu3L1J1RUK3ml5ScNGiFRF3sq7ipuprkzU/ZpSWxUXp+tX9qqlK1pK4SdrDdVU3dO9esGr6+i4Nd5N14vBazZk2QiUFlyLz1SMLVLGa4IN0ZaUdt99s7oxhmjdzuKZH9dfUiX01a9pg87Ok4wIloIV0B8BcUkaSxBDS2lho42fTo/pp/IivdO3STjW/DuUcdrb8weNMW7GQtW2Igk40psljv1PqrSNWP+DwuoEgMOH+PtzAefJNAov4DtqfAdJbxJDFb8fviJZg43+RayhHXdTv9VFXUPEDcICkA9Nhw/HD+wS/YBXGsEU6A4qP7iZ3q+P8QWMgIqGO+3glwwBAmTaH+4Wo57xTA2EE7j78wzMzHAHoHIz4Ozr4DNJIh5GhAuDtgKScS5QOUY7v1F5XQz1O5UkW9/Ls0XWaO2Wk5kwarrmTx2rzqvU6f/qmUpIrlZPN9Dwi4mCUYD50cOYGkEDA4ZiRCUCYGw18mm0cEvXaE8EpABhSHON9wIjUbeAARhEIAkcSoASugNNB6RBFoqQ8UiJApO7UlHtmCCKPWTpu/EGy5L4cu0M7EAzPRSRy1sNhXJIAFwTUeGLwA4a0D6iSRzmgyPOhQjMOyzP4n4RvMWLxrijD+wGaBkmMNi2tf9aPP75Qc3OuWlsLtW1LrI0vrlkxSWdPr1dszDDNjRmhksIL+umnetXVJmrc6K+1cd0sPX6crC0bZmhwn19oy4YY7d0ZZ2rkjq3zFR01QGNG9tb4MX00fFDwc7yVeEC7ti/U15/+k7ZtmKtXT7KUdG2fRqCyL56sqtKrQuXjA331DOgxtpei6vIEnT2xXotiR2vwt7/Q57/8v9T7t/+3Zkb1N+kyH2mwIdWshoASYFIP0uapY2s1aVQ/U1VR9VhL+dD+5Zo9Y7Sqq26qvuaGFswer+kTh6qyPFGlRVc1bMAXir+42+Zwt1qItEKl3j6qId99oulRg1WUd9ECfxBkY9qkgTq4d7mFFjt7fIM2rJqh+qobplZiDa8qv6Y1y6bpyL5VFlj43t00TR7Tx8YlC/Iu6OHDbC2eH2WGlrram38nZdEh7zYk6/D+lbaMQ372OZMe6bAmeUU6LVMWc9JPi1lJhHrbv2uR1iyfogWzR+n44dX2B8YYJ3ChY99M2KWs1KM2XoubUbCqstLlTU0c9bVmRA1UWvIx88F0oNIW/D7p/E9YxOtlgQ7uXaahfT9V3KxRulPLkEhwmHYQcg0wc3CyD+Ssrkg0dYelXdNtwAljx24gwW+QqOEOa35H6uE9UGcwFkXGIFGjuw0yWMgxrIQpsEAYyQ6Icd/u8cuIAznXoV4DSVRu+/4ibkIYYGg393ZY8y5J/EkzZvkUWBLlvHt6ZwhmgWXb/gjMah2ilCM98t5xZwLitAVpEZACTwBJW8N1Sbpbl2iQBJT4XDLkMydquGImDtHsyaO0dvEKnT+VqNs30Xru2xxsxiIdlEAgN/eFGWIwyBCsIjvnmQEScAALxgAzs56qqLBZt1MaIlMJsRoHizjgATpIZJZKmk1FB4JADUACO6RBV58dlByzTxnUYsYZAeDt5LsmtXINEix51MHsHsoBRpcM2TJ/3Nvh45SAknKe738MPB+wo/0FhbgMBfXa557zbsjj+bmGPxF/X+T1evHqz3rx8i9q7/yTfvr9EzU356mjo0RPHqfp2BGWRv1Gowf/Tovixqim6pp+/FCt799VKS/3lAb0/ndtXDNL7z9Uq7j4vLZvmakJoz/T9Kg+Ond6ne413FJa6hGdPrVeKclHdPbkOuVnn7F1ko8eXKXJY3vr9LE15gaBs3r0+O+0YuEE1VUmqL2p0Aay+UAJ5soc5s7WEG3nbu0NCxV1/NAKzZs5TN9+9jOTLgf1/qUmDf9GV85s75YkGQyn85w9ucGWUS0rvGqWZD7gE0fXavrkYSosuKIdm+fZKonpKSfU3lamwvyLGj20t+Iv7jIn9Ham/b0uUG7WGQ3s/Stbb5oI6rhxJF49oKixfbV352KD5q1r+7Vy8RRVFMcHN6GmYtXVJCpu9kjt3BJnEdMLci+p/ze/0KLYCSorvqLHj3O0dEGUli6YpPLS+G4JC2jgJsI605fO79CMqMHKTDlprlN0Vjo64KPDAAwkSuJuEtGdIMdnjm/Q3BnDdfLIuu4lERyu2WlHlZlyxABiAXNfIP1hBMm034LwbNev7jFpGDDRFtY0nz1liC6c2qLKkkQlJRzSuOFfaVj/T3Xx7Ebr5MF4EqJ+O9CACG3l3tRDWznH78Ax58gz6EUcz5EgSYCHBIRYEzsExg1uMVzPNUAcSdLH9XAR4g+S7ye4+WDJDpF+sCrjg4iDdhgbxCCC03hwVAeQbk1HujZJMxJUl2fjT4C20w4HLVv+lF2DoU20zeAZkZhN2rRZNmE4AAAiOXqbkSypH8nX854+YngkRGZ36dJV7/qaRGWmnFLslBGKmTRMs6JGakXcYp04fFnJN0qUk9VgoAGMqI0GgILXwjqdmnLfrNbllcFPMif3uZUBCqigRcXEY2xRUlK9srKe2Ngc9QCQIIGFaYpIbzk5z0xiREJEbUY1B4ZIiN1AzHpi+UiZ7iNp4HN1G5U445HVAxwZE6XuvIjUiLTIfYEyEiEgZB9p0aVKz6eNPCvPAhh5HoceMOQ5yEeaBp6UZZ/rXKLmGq43SfL5yz+Zut3x7k/64Yf76mwt0PuuUr3rKtHbznK9eJ6re/W31NyYo67OIr3rLLHzz56k6OK5DSovuaT37yr1trNMTx4kqzjvjKrLLxnQ3nSUmlW8tSlfXW3F3Qm3GXz0MFIw1zj8U6co/fYRlRdeMgMCeXycSJN87Hy0fsw0L+JG4mv54G6KTp9Yr83rYjQ7erBmRw9V2q3DBliuA5Lc49ypTYoaM8DW47YZP68KdOXSDo0c+rXmzRmn0UO/1JEDq81hvL21VNeu7tbY4b1NfcQtqu01EYNKlJdzRgO//bWWLZhsUdPpCDevHbT1qo8fXqfWplKlJR81qTHlxiGDJIvbYyRC0loUO86WmLh0cZuG9vtUKxdPVWnRZT17lqv1q2O0IHasCvMvmNXXIUiHvH8vRadPbrQI6enJx22sk3Vj6HgkjEpIN3RgQITEw/Gt6wc0a+pQG0clgg/n6Lh0Ytsypshaz434SAaDCtCdMu5b9fv633Ty8GoDgl/DAm3Ro3vr85//d/X57J804Ot/06Dvfqn9u5bYbwHwaC/1Owy9jQ5C8smjfew7SNhnQTIsvm60cYMc0iT7SGgOWrYOWrZBbQ3GHCDJ98LvDyRZg4Y6gW2oI0QH4t6kEK+S4ZrwnXGt+2Syj0Tp7j0OM57BpUnqbIxEbzKJNaKW8x54Tu5BWbaMhwNDlxyDtBjmnlO3q+NsgTcO6GGmTlC3kTQB5p2aGyovuaqFM8dpVhSgHKHFc+bp8L6zunm9QBlptQFMpS3dMMDwgr8j7j34PgIPgFFY3GiGHUCD5OUpK5slWtsi55otsAVAATQk4AUIGWMEgEiAAM7HM4El4AR8QJTEPfKI+gMAGb8kZFrBSyUn3TEp1tTpyPgmqjIuOYwpEgyDfbs+4g4EOB2eXEdbPQE/YAf8aCtWfvZpf3pGiGREPuBEquQ9YKjhetTt8Hwv1ev5q7+oue2/1PXhD/rwoV5vgeCbUrW15On92zL98L5C378v17s3pWbhftNRpLcdxXrXVaoPbyvt3JvOYnMPAq4/vKs0kLYC1XaCYeSrq71IXW3EZ2ReN9G289TZStSbPHPGNrX6KU7dRN/BEBOca/HX4wMFmJTxLY7B/JuiIja/YhmJMMWMKEJ0AuaeU9alAMbZzp3cZOvUoCIDttbmEpUUXbZxxy9+/TMtXxJtIak6WkttutzGtTM1N2aMjWHSpqbnuepsKVZW2jH1++oX2r1liVhUDLefG/H7NG7417p6cbfF2GQlx3XLp+ny2c025YxOgoS3dN54g3hFyVUdP7pWY4Z8ra3r56qq7Jqte33i+Dob60y7fcLURzqYSSiA5EmW4i/vNMNNys0jtl4P0wB7qrFIU4CVPFePkxMPaPSQz7Rx9azIH8tHdTUseRBckriGMTGkMQIpbFk3S6OGfK4zx9ZHpsoFCzTlkKZXLZmsUQN/p/mzx2j39gU2RIKDPm2mDcDAAcgzAAiSS36U4TzJrwF6TNdz/0GCm5grlEnT2QY3rqNcz3vwfoFkcIQPBhuAxjeAVHi//qa572BQ4fvgO8FR+27dDQMr9wd4GADdHYc4kjip8y2ifgNJzgE0YAzgaAd/RgASyCLp+j14VuqknQHgGSbxc6+ewwIORBsvvZdsY4020yYSPBgVHdcxpF6A2VB/s9uIU1eVoOrKBC2LnaBZk4YrZtJwxc2coQO7junyhTSl3q4y1xk6O50eIw4gyM4mfBjuNBhgwpo1lCkvb1dOLk7YL5Wa9kglJczTBjJNppYDHK6hLBIX0ifAApJEEULdRqokAccAZHcuf9lttWZskfVycC+iHQCabUYGMSLD2CHzu01tjywoBiyBIVDGEAPskPJcTXagsSUfyZlhBoDoUiXPyvOTHIRIi5R1eHLsdXItfxK9Xrz8q1ra/kMffvxBb9+UqwufSPOLLNTbrhIDHltASH5XW4FB8m1nsd60l+htR6neYP2OwPP7t2UCkO3Neepqo3xILa+zLb+tKVftzSygFUDGR+wAdAhybGpyZACdD9Xz2HINySRFwok9I+QZ8SwLheM7cCRRFmmg8UWuTh9brxEDvjR/Szo6Vl1mt1w5v107t8ZFHMiJ/FOk9ORDGjP0C+3fucJiTzKfG8slsExNOqxvP/s3Hdy93KKdA0kW7po8to+tacPaN3dqb2n1ksnmPvMEH0Oi8jzL0aI5YzV59HfKyTqtI4dWaWDvX2v7xtiIqpmttNRjihrTW/t2LraO0RMEWOhvXd+vOdOH6fqVvdZ2nNAZ7wQ87vAOnOiIJDrxzfjdGvzdv2vJvPGqLLsWkWKCpMd7INE2QMN+gFCGLcN75dJO1ZTfCH6eEYkL+L56WWiGp9yMsyorvhZZAyf4dQZw/P3cdSRT2kPd3IM2kijrx4AUqHj7yWc6Hs/GCoecow7a6nDlHMfU64nrqBfYPrqbZHDDhceNKY/uppiLG/WRHGbc/2EkCO6j+8lm9X4aiSrOt2ZSJUEresR9ROp79jitO6I+92Dsk+mKPDN10z7abfXfw6od3gEg5FnZAj/gi3QYoBiWHvFreB4kySBNsmIkgE9UTWW86qqva+Oy6Zo1cahiJ43QwunR2rf9gK5cTNOtG+WmigION1awDwQcFMCCxJraxcXtys9vUWkpVmtWSHyjvLwmFRS0KicH/8Jmk8CAB9cDTepjH7jk5xEKDetycKthm5720NR7rOUF+YCPKYgfXWwKI3UBKWCFJIdPIzBEjUatRooMcSfxc2T6YYCcA402sA8cSe4P6s/GlvOuVlMHxzwH51ziBPrUTT51knjGXk+f/UlNrX/TD3/4QW/flglJsTMCNvY72grU1QE4wzZAEqkwAPNNe5AQuzqKRAKWHS35ppJzjn2A2fwqy/aBZlsTxhTm6IbBbj5CQBjmFjOPlcC3YT64S4Q9zwFQylOGMFqUwdGYALUORgcuEgAS0uH9KzRi4FfKTj9jKrV1qkc4SZcoPeW40lOOmhN9ccE5YaWfOPpbVZZcs/FIItIw/bD1db4un9uqLz/5mY4fXGcBHVBzD+9briF9mZK3Ue1E2HlVYNM0AeC9hlSzrhN0eOPqmZow7CuDZMrto4oa+60ZlB49CGNcjx6km4X8+KFV1sGAAR2FzkR7czNPK2bKIJ05tkFNLwptZkhbBJKmbuPY/XcW4Ezzxxzy7S8UO32YcrNZOTGot16ngwfg9ARNS1ORUOeR6myZDSSzSNQmXI64DiCxdbDxx0MdXjfn6diM3dHROccWePQs53D0PI4pRz2UddiQz/045/fm/dAuL+/tAVL89mgi+BQCL6YR3qvFhQafxKDyUzdlrbz7pNq54Kbj3xN1oML7WCFbVkHE8fxOdaKF9GNIgPsgrdIeB7i3258nDAsE6z7PQcxLJFuMXmGedqq9M94H1/L+yCdR9t6dG2bcoR6OT+xfrdmThmrOpBGaP3WidmzcodPHE3QzsUSZWY+s0wNJ/CSBCIBwAFRVv1VDw+9VVoYT+TtVVLxRfj7LF7w1SALOkpJOG58sKW01dRuoADVgA1Aw/nCMIQgYAlPOmeSZhQEGS3ennWOuNsva0gauA0qUBVCUB3AOKlTgIDVihQ4SIee8fpf+aA/Pw7MBPc5zTD6JayjLvp/nmHsiKXIfxl9LSgJMuZ7k5Q2SzW1/049/fKe3XUV6287YYZD+gFxnW8SRHFgaEAvV0YK6TMrXm06CYRSZpIm0+a4DCbNI77vKrJ5QlhBqqMZZanmdq44WAvYyNY04e2FucoAQ4csIwhBiS5LHPnlAj0QeH66PGRkELWqMj2EGFQnfNiD6/FGaubXs371Ewwd8aU7X3pnpXO0tZSbxAUVceGZPH6ohfT/RsYNrLNQbUxt7tu3k0TX6/Ff/U6zxzVxngl0k3zigsUM/15WL29X6ukS4GNVWJCg79aReEDIuEnA3I/WYkq4fMJeZhw/SlZ56THcIOfY0z6zVBKy4y3o/EUss0WHoxK6SFuef1+zpQ3Ty8Hq9ehKWfCBYL1MakfBYvREjD53LgYP/5KrFE3ThzCbhRkRdPc/zLki8C87RaZFOfRyNjo0nAOdMhbf1e4J0RAcm368jAAgdmWuAFec5BhbUSz55fl3PdlCHX8fWoUcZQOjP4/VQhnyuczCSZ+UicOGP1LUOxiQZ02QpECBJPdzD4cOWZ+Y9hDnsIXIP38+ziJUc4xZg6h5DBOZM/4xMqcRPF1DSWY5UAAAgAElEQVSSqIv2edt6AhMJ1NVrYMv74HdmyzUk2kYb79YhXX6UpMP7I9jFTUuMT547tiECyZGaFz1eW9Zt1oWzt8wNKETCYQnWMM0OeAA2IAEw7txhCdk/mvRYUtKh3NxGFRW1qbCw1SRLJMmysjfKZ+ZNRHp0oFEH8GVLveRXVRGzstPyAA1zvUlIkAbQYqL2YPxpNOCypW2ehzRJ+1zyA6DUTV2UYd+GDiLGFgcZ93S12cs6NLmOctTFM5PvdXLMuSA54y8ZQEoZ6uF8r2fP/6L2rv+lP/zpjTrb8gxwQNIA2VoQthEV3MYWWwtMusSA8+FNmUmPpoYDyg7iThaFed5mtAG4RWbEQXp0C3V7MyvxBYv16+cZanyRrZbXwcgCCIEiCTg5HF399i35qEBBtf7odIwF06ctttPZcQ15nqttG2drwDef6DbGlEgcR0KhEY2cscmZUwaq71f/ogkjvzGHbiy8dHqAwTilbVtKdPn8Nv36X/6bSY2cx+CBxbW44LzNwgEkzZEQanRY5oADIVNTI24wdGyOvePQkSiDVIsExznv/NRBJ2FbXX5NC+aM0slDa/X6WYhdCRS9HhzMcZOhc4XOFMbEqiuudcOWzmcgiSzLwH0CGEJUJm8bZRxU5DmcaCvtQ/LiPBIs58j3Ds69OYcERD7tc9iz7zDzcmw5Tz5brvE2ckzimGs5x/1oE2DjPv6+UHN9mqBFLY/EdOSP1GaoRCLpOISok7qpg8R7oC2hHUH9x4jEfe0dcH/+AMziHoLrch9m2DAeafO5I/Cm7vqaBKuTuv03YR/jGvf4qD6n2D55SKEYmJBIGU6hfTyfvwfeKVZt4Mm2vvq6rl3YYZCMjRqleVMnaNPqDbp47pZuXC9SZuYDG8sLMAhqdXX1O9XXf6+6uu9VW/ujamu/DxAqbFFhYZsKCloMlGwzM18oPf3xRziVYtBAHQ4GEep1mAAj1GWOgRDHGIeAJG5FwA+pDVgBXAxIhGNjfjjnyAO0XAukKEddQJE8zjvgDGwRidbvZ+ArbjGJmf2yMp6XYYNO22Itd5DiG0pbuDbUGazhwb/yY3QkzvV62fif6nr7X/rjHzvU1VpgkiMqMmo2Y5EA8I3N2y7uBqIZapAYTR0nKG+BGXxs7LKjVB2txKEkcG+hqdUcA0jA+L6r3LYvnqTp5dN0y0eqbHqZ83dwDKp0kBgBosMRcHKORD4SZUjshzBjfGQ+WwNLIwP6a5ZN1qDev1Fa0lFTkfiwQwAMAizk6C5zuwsuqqYSB3BCo+V3q9MYeXD1QWpjyt+iOaOVlnTEghLj40bwWYDJx0xHA6isd400AfzoZOxTJ+cp59ZoOh/lSZxjbNEhQLvoOHRcymHRX7E4SscOrImsVBkcvznnMKIO7tcTQA4RBw33cuCwJZ86uMalKfJ4Zjo15yjnMOQcnZW2kccWaNKRaQcQYssx17GlHvYpy/Uce77XyzmSt4l6OKYuv45rOe/g8GO7tkfke48kxLfRU+0GTDwn15HY51pvH3WTx739ubvfL++5x/o4/CHbZAUkeMLWEbaPJUQifxJs/X1wD6DO78Pzco536O+MfHtv3UtXMOc/SNeUBYq0HaMa45AAsgEXpLtJSrmxX7MmDtHcyaNNkty4cp1OH4+PQPK+QZLOXn8HKLJ64o8ClEiRlZWsnhgsunX1P5hEiTSJBMk51PDcXCSwdtXUvDcVvLS0w4wtwIsEeKgfiCEBAk4gBUjz8l4qJ5s1s8P4JeWBJ+UAJKAkFBsqeFbOU1PBHVwB7K02E4a6qdOCAUfu4ecpT50G6er3qq19b8tScJ77lZa1qagozCgCjLQFALsl27YEGDZpOUibQJh6aWevl6/+pvaOP+vH3zeqswXgsf5KgRlszFiDut2Kqh0MOsCzHTW7vVBvUbU7i4Khp6NI77rK9K6LOJT53aBsQ2psZI2VXDP0IEUyHgkYG1/gLI4k+XHb/JJ5uh+hiGUR9ZoEFIPkGIwynDMJwSKwsGhWkCj5cCnrEEWavH55lzaumKW7NbcMuEAWazrwbXyWbfscA2FchoiIAzCAFqBj1g6dAukTqzYfP+f54PnASVbuJc9eZp2YMnQ+z2fbc5/z3hG5nvo8ke+dkzzmIhMsY3ncRO3dtsiiFtGhqcMhQzmuofN7vWzJp37K0SnJ887p11AX531LefapizIOFa+b5yI5vOjgnOOY6+jYnijn0PHybGkDZShPm9inLM/k787P9zwGkFxDHV6fOZk/Dd8Af5aovHwzNqXQAlcE1dvbzP18n3t4W8jjmHop4++Nta7500LSQ712Szb3QoLkm8OJHIMR1/KnwZZ2+z71+jsCmH5MGfaBptf/xMLrfRyTBZCeAKYnYFmQdVpzpwzX3CkjFDtltDasWK1Tx67qZiKS5D0zhACxiooOM9BgpKmo6DJYMvZYW/uDqqs/GBQZj3RJkryqqvemdqNys48xp7zijQXzBUJIgCST3LqhFMYCAZGN90XUZ4dOsH7jNB5m9eCOhGWdenDNoV4HIOBzGNszGPSCSkwZlzwB30dgdxncy8o7VVbWbu0G7Iy5VlW/N5jSXuBOm4pLiEr0QUVFLJDW0Q1i6jNIvmr8T3V0/kE//vhMrY1ZJi2iMgPG9laWL8DHkShAEas3gS7aPo5FYsjBpxKImsW7gyhCBMNATQ0SZVszC1MRYSZIlkARKbLpJfOP0y0BS6TN1yziToe1ZRzChw3IXHJkn3Emzj8mFFYEoEiPSI380yMl9oQkYOV6XI7INzA+D5Ir+TbmyCqCkTIu8QENOiSQCAkpMACDTkoeWwcfEhr7PSU1Ohl1BNU8qNLkeeejI9JJqItyJPKo148JNWYBGx5mavnCSVq3fIYe3EHq+xiWzTu0X0t94R48d3AV8k7Jc7FPWTqtl3XweNvYen3+LihD8k5t8HoQxvaAAtdQJwm3J+BIPonryKcuh5Gf9zopxz17AozyXOf1sO9Q5v6e+HMFjrgOARv+RINEiZdDiOLTsx3cw/1K7X7Esoyoyzwf97V3wZ8RnhI8U8SCzXgn35tLknx3GLj8eiDYc3YQz8c9gDHn2Kfd/lxsgSTGJdrPc5DHXHHaAmiryq/YdVwPHNmy1EZFyRUtiBmrWZOGaXbUSK1evFRHD55VYkK+srPum1sNAEIarKp6Y6onaujduz8aGBmLRGJEcmQ8EmMNMASeNTXfW/Iy5FVUfpz3jMRF3cAMaY+tQ5NzgMwBCpDM/5KlHpAyc1+osLAxLBMRMeBgzKE89bhKDazIY+wSaFEP8CUPEHMPjoEez8iyucC/svKtiotaVVHBypBvIoAPY40uRYb3QjDhLpWURsYnI89Evdyr16vm/1R7x0/68YdHannNGFqRSYpYqs1og8EGQLYARlTuHpbuDhYLK9S7rmIz5jCOScLHEomxvRWptFjtALcF2ITV/1C1kSSRKNkn0rmtFd1YoOeo4ZGpiIxLho8xuAQBRADZLV2aQQFVLAyW88GiQgNM/umBLamJaV893ILYp24kx6bXeWprwVAR/AQdGHRUIOUA5CN3aLDlnG/Z9+vY+nVcAzBRrb0ernHVnLJ0FPJIlOO+fPwOpY/15pqUsnbFNG1YOdPWC/d6vTNTlo5FHQ4WLNEsoUv9fo6td1LKch3laS+d3Pe9XX7eOznDF9ZxzeKbZU7khG17/Tzcn3LE5GyoS7IlaJGAOUe93I/78NwuvZHHPvembQ4Pz/O2sqWMb2mDt5drMIY8fpgS/CDvYN0OhhQA1q0mR94P3wzlg99jZLGtex8jgXMPntu1E9rMeC+QRHrkG6NOQImGgWpMe7iObfhdP0rg/sz+p0AZ3i/57Ps7eO4GrIjazrcAIAEoLj8co24jSbKEA1NIy4ouafXiaZoxYYhmTByuVQsW6PC+U7oen62s9AaDJADBuu0AKrHZKu3dVmzgiKSIwQZJEmDW1f1ogAxqd4AMZQALcCIBMEAC0BxsgMylPs5THomPFRYZC8zODfEbgSpw45yp5j1Ucupza7zXzzH34BkcoL51uJZXYOEOkAeUFeXvDJABkmE+Nu2jXdQFCNmnvbSTRJ1A1KHfq6X9/1NH50/6/t0dtTVlq9PAFmbdIE0CSow0wBOH8qBeY7zJN7egNx2F5vbzxmBaEPwjfazSpM4gUaKmm9qN6t2IgajEVG2kx9bXQLXQou2wiBJWRKQ9JDyHJGNLwNHdhcgPMfroHCHWIEF1fRyNj9s/cJccqS9ImEimWNyR7JC4XGX+qG7SoR0OfMzsAz8+Zo7ZAj4Sxz7GyHUkjunwXgflyadT+DWc4xiQup8j9+A6tt4GynEPJLPdWxdYdKK66pvd45iU9boo522wjomEHYkd6Z2YDsw5BxLt8bb5c1GnQ5iy1OtAesFYqS0Hm2mBNoAgc+aJSoQ0xcwepkbSgTNSjunKxR1ivj4zRFjSIwAtqJhAhXvS+amfxP3IJ9EuL+/P5errx/YEyTN8DyGAL3+SQAyoATRXwamT65EgcZ8BlrwHEoYf5nWz789O2zAG+daBCxht+IXvzJfjiBiYuB7AM5MJuPFs/u7Z+jPxnDwDZUmcA6Ik9mknKjbH7DMe6RIk+0H9TjJJctfmBZo5cYg5lC+bF6t9O4/qysV05WTdN+mLsTw6PgBwMGDYAHokfCORHoEl+6jaQJL94mJUVVTYThUXBfcYAEMCOMCSugFMz7FHhyUQBI6c4/7AxwEJ3CjHcXe7IhZn6qVOQMq9ABn7lKMe4Ml11EHZUiTBUowuHWatLi7BNzKo7rgQlZS0q7j4o+RLfYCXugAldQFg8tnSXp6r18umv+rth+9taiGQNBh2lnRbubFg2zRF8jpwKMclKCSXKhmj7GjFebxAXa1hXLPL/CqRSpEiC9WGut1aZIlpikiawWCDdJlhwXQJdIFahIRn6nHEFYh9IIk1m0F4jl/bOiphri4SJr6MpvrY7JYQZh+1m7iSbSwL21RkfpQ2Tok0YwYdh2MAC52fzkCnBBIkjukw7DtcHI6+1g1lXDoEJgAL8FHeOzZlOOeApD7OseVaBxHXcj+vhzJ+LQuJ7d21RMsWTLK52X4PynoZ9rmGLR2QDssxbWGfPJJD1ff9OtpBXeRzHcd+HZIXIAKKwMQD/7LFqAQkOVdffVNXL2zXnm1x2rYp1qKVH9i9WBWlV/TiWQAS7eEeDkcHoj+Lvw/eBfu8J87RFpKfpx4AQx51sEVlBWCAErUVSKJ+s8wH96QMz+iw5Zh2+DH34f1QFhAh3dnvz70jdfqWeqkLqFHeAed10ibyOOZ7oQxt537UzZbzlOM5/H0AV9rDMflIj+y7AcePG+qTbE2i/TuWaObEwTY9ccmc2QbJq5cylJf9yKbyAUmAAJCAAhCorXtvMASIpOBEHgCJ9Bh8JDuCmlrOHOePIdUACMBi6xIY0GKfLSDjXiTKkLwNXo4ygMlB5fADeEARH0a2lOdevg1qdVDj/VmYqQMgi4qQaolZifocVHMHX07Oaxt39PYBQO7NMfcElORRnjwS+71eNf9NP/z4wdTotqYcm02DyowDOOORABIrtrsFORjduZytjVGienfiUI77UEhc396MXyQ+lTiWM16HESK3ByCD1RvVuyUyndAlP+BnQMQIwxKbT+nw+Fv69LswB5ZpiqhNTCvjA+SDRIoEmoASqzT7tuhSt6oXooTTyQAXnZEPmA5CHQ5G3/fOSufhY/cxRkBFB+I856iLc2wdcH6OcpTH+MM6NQ4zznNf75y0yc9RJ/lNrOL4NM+iJy2MHauK4mt2Py9LecqSyKPdbL3z8k6Q8lCD6ZBeL+VoF1vu4x2eLcfU6x2djksnZf1t4kaeP7XRFoq7i2pdn2QxLdOTj+rQniXaumG2ls4fqxULxmnzuhm6dX2fwYAppLSLd+2SE/uAgC33497ck8Qxbfc2cI2f93r82GGJczcSH2N77tztsASYfBtIlvhLUjf1UL9JnPxJRu5PfYAKjYNrULdpo5Xlj4SAG5HxRcqSOEedDj7aS/3+23Lsz01Z6uOd8v65jnNeD/uc9/Kc/yhBYu1OsqEO1oo6f3KLWbgJmbYwZpr27jyshMtZKsh/Yuu6ACs6PVBBUgrSE64xWILfGSDZMvboxz42GfKD5AbIqAcYOqBKS1vNgh1m1byy+injoAQ+HAM32gF4/ncgAkMS59gieboazjHA5BwpLy9Y3wEa9ZBXXtFlEi9jnLStsiqMT2IQAqD2/MVIkgHMHJNoE+1jny33zM55Ye8B53La3YtYkj/99EEdLQSCyA0Gm5b8MK6IFZs51yZBuuEmzLx521Ws929LDYpAEjg6IJEmOyJwBJgBljhV54fUXGBGmmeP8AXDaphu45P4HCKtIDEiOQJIpEr2gSDnMGJ87EjBKTcANKztDJwMRq+LuuHIOCWdgo5DR2AeLA69lOWD5AP1RN0kwEU97HudfOgkz+9Zho7gMPR8Oi9luZ7ruAdwZAwpN/OkSWKo+37eOxLXeF1cQ34ri5U9ydGenYu1YPYYlRXGdxtkOE872XJP3+eYDtYTBDhDs546DtMOVO/EXMv74DpP1MX1hbnndObEeu3dsUCrlk7WisWTtH1zrMpKrphz/KP76WLtneOHVyluzghb2pagxikELSlBggzvmE7PfXgubxv3cFCxT/Jy7FOeY8r0TA4Z2uxQoq1uuOE3Z8yQ39wA2MNFjJlEFnot4mFgElwEcCxXYb9VpF2vItfh3sO9KMv9HGBsaSd5JMrQDrY8I23mPPu0ma0/D1t/Dq5BuuTe/lv4NcCauoEkUGUf6R0pntUtr1/eozlRw2zWTdyMKdq1ba+uXcpQevpdWwCrsChADagg0QEWJK5g6X4TUavbDZAYcVC9gSNbjDcFBU3Ky3ttIHH4UUeOrbX90nwhWTDMfB4tYvgLg6VDyKEJwLgO8LnEyBZJsRu6Ecdv1GjKcx5JFCgC+Px8pjYG4Ps1GGls6CCy/AT3I1VUAkvGRZvtmoKC4C5UU/NONbWkv1/SgqmQuEnZ7KOIZGnLN/zhj+/U3pyt9pY8849EfTbji82ocf/IIDECRB+PBIp+3L1tAYY5pnq3NuWojfiUbFuCGxASI6o2cHQDDlZujoEg0+aYPw0gUZEBIPl0bgIyABA+LD4o72wGByAYGQM06S6y1jYdxSUHVCSOud7h4x8wdTkY2HIfIMKWD5zkx2xNIoyMKVIfedRBea6nvHc03weGzBevq0pUQc4Zm/MM9KmLa6jD7+F1sCW9fJln4dL2bI/T3OnDVZR7qfs+1O/t5XrK0xbykaTu30nW/TspevKAzhqgTNsoS0f2fd6ptTEiPXr76Zj7di/U7BlDLDblisUTtW3TbDGDiJlD9xpS9OhhhvJyzursiXXatXWuhXvjvvfqWXIgU/fuBossY2reNgNTBH7c239X9vldaB9tIHEN+Q6enqAhH9D4b4nU6JIjkHTVGFBybOddokUdf5SphpobVj91UDeJ98exT/V0CHI/V4c5z3PQPtrvUGNLW8mjHs4DOvIp78/BlkTdfm/2yXN1mzq4BoByX1Rtyjy4h3U7wRaFy7x9XPMIvjtxpOZMHqftG7bqysXbSkurM9AgKQEnYISK6VIdocaAJUYOH5cEkiQzfJiVOFi9s7Jw7sZAE0BHXRlYo4sJusv6NQS5COo2YANobpHGqu1jfkAWAAIxV9ddmus5Hsj8bcAIKAsKgoTI2CLSHvemHhLPheRoxhl7zlaVlbGmzQuz5CM9VlUFiDKuSp21te+6pdkgeYZ537wXzldXv7W2U3+vVy1/0p/+3KH25hxTi1GNO5oBVJ7NtWYuNqo27kCtzTm2bWvJNTj2zDN3obb8UK4R0GGQyFFrc64BEinVJUlAifQIJHEHApD4URJCjRUIO1qKxUJPuL1gdQaaBCUFoC9tHZDQifjwkLjo2KbCAjJgEwGkw9E7BpKkdZoIYIGJQ4kPvyfg+GAdPnRSjr0s1zlMHEi0hTLUQXnq61mGfJZIoAyGDWb0AEeXGLkXifrIow7PY7+1pVSPHqbr8L5lFm6tOP+ynecc5bmO8hyTvP2FOWd1/NBKC6SB0YclYusqbxi4/D48F9djaOA5/FnIZ0ois4m2b4rVsriJtu5ReupxPbyXLuacP8Fy/DTX2paTdUa7ts3XoX3L9PA+BpIU1VYmKuHSTh3cuVB7d8TpwJ4FFkEdKQgQ0E7UVrZ0fIDg97d39TA4oVOWdwpk2PZ8TgcR5TnHn+UD/BQj67C7BsFvz58kxhzGEoEnWyRPxit5f9Tl92BLIo/kcKMtgMolQNrt9ybP2+rPQZs8z5/Jn4V8rvE62AeOnOd+3J8tf1TsUx5JkmP2WQgOSTIv44wWzhinmeOGKmbSaG1YtU7nzyQaJFl/GpAAIgAQ1t/GnQZrb4cBBD/BntIjY5So3g5PAGpTFUswvODuE2CFhFlawlo0rLf9VKzVTaBcnMiJ9AOAHNDsAy5UYCBKe9j6WClAKu6OIM4Mm+AGFNTgMCYJ0JEeOQcsg7TYoYoq3JgiBh18IKuCGs3zlpSgjneaSxMSZ3X1ezNE0S7uSbuAo92/e82f4ITOvXo1tv5Vf/1bmzqac8zNB7C1N+WqozFIleb+05avtlZgF1JzY5YZb5AePc8hyfHrF2nd+UiQ5oBuQS3yDYZMQXz1PLMbkEDTxiRfs3peCHFlKxI2AwvGc1A5iSIUZtvQoUl0YkBEcjC8fhoCq9IhfFzK1S3yfG4zH2uoJ0iLdAKg4R85W847SIjE7fcjnw7Alvs6nDh2SNq1r4v14gkdLzNyL1TXjIiR56Nl3K8PM30KbP0YgmQ4/LgvC28RUYgguotjxykn47S1h/twPZ3K3wH7TGmrKIm3RcZYF5t4m/NnD9fE0V9pQcwolRVd+bv2E8yCZWqRVKiPxDM+eZSu/JwztqYPYdPu1CbrfkOGbiTs09H9y3TpzFbduLrXlrHIyTijbRtjdWD3Et2puaWbCfttIbjZ0wZqetR3mj97mKZP7qeVSyapqDAstEbHf8ZyDT2cw/ltesKp5zl+J54PQDhg/P1x7NeaKt0jwrlLlz5G6VZvxqp7Gl+4F+/U4cT74J5+P2BGAly0g++E5GXYckw9nKccx+zTTr+ePIce0jX7nHO1mvNIjq5aA0Xq5jz5JCt/57Z5EbCw3KqF0zRlzABNnzBcq5es0Ikjl3TzRqmysh6aXyIwYh2X2jocyCOgKEdqCr6QSI9u7QaOWLp9y7kwXkm0IKTJoM6ixuLvyNxsZs8YJAsCJAmYaxCufmuQBjhIkDU1bw2WSJaAqqYOYAepkPJYqZEcASFwJ7BGcXGLKsqxwHeqjBk/hcGSjrsP5fFxRE1mqiV5Pr2Q6wEvajRjp0iS4c8AP8rgEgQckWCBLm3kOEinIRhIr5bO/6U//bXRHMlRk1uaWOckWx3MmokEt8DNB/hhhEElB4iuarNP6illNr3OtDw710IcRiTTXLW+zjajTvMrpBWWWciywBfBkZwpXcQPzDQYEgcxJ/OkXjxlxkq+jSNevbjNlu0Elhh3HGBAxD7MyEqJSAtYtZEU6AwdzaVmNccC3jOGItcj3QE2PmI+bD5qOolDlDLtLLNKpPSIOsx570zsu8RIPbjycA1l791N0b27qXryKEvNjcV6/jzXAmwQNLemPFEvnuWqMO+8RWt/8pAB/CSl3DqkwweW6vypDSotuqRnSEdYT1EPn2br4rntWrFoikUIp+0Oa4ca96Vt+O1dPrdda5ZHK+HyLhsvPH18rYb1/0QTRnytspKrf3ct7jnZ6cctjJitAf44SHbUSzDknVvmWXT5itLrunx+h1Yvn6xZU/tr/appWrsyWvGXdioj9aSNU5K3a+scLYodpXkxw7V1Q4wuX9yq82e3aNG8sVo0d7Rysk/bXHfeM39eAIDE70By4JFHGY4dnA4UyvH8PC/lKMM+74p8/6PkewCODkq+C/5A0TQw7HFsU0CZpYNrz//mDUBd3AsocQ+Oe24Bl+fRDocfIHOJj2v9nD8H1/Hd1lYlWN3s86xsSQ5YrgPWHIdQakxnDEC9W3fLIFlefFk7N8Zpyqj+mj5+iJbHLdSJIxdtedmCgucm3QHJoAIzzoh6jaP1xxk3SIruNO5QRKJkmiJGHMoCKazIqLNYkok/mZf70iCJNMkUw7KSlkjw3Fcm3XENEh+zX1C7kWCRIAEdUKqsIGp6kAKBE+o8UwQNxMVAEgd32tpl9y4pbguh24pZjOytCguDZZuplqjdPCP3QGUGsNwDGPO8lOc5kCiZv44E6Qk4Ug7JlTp83LRX57v/1J///Nx8JFGzbSyyJcSCdEjiMO7AQ3rEVxJIOiANoEQFai8wWPoxZZFMbU54K5ZdrOcl6sCx/AXuFddVU37FOqYFDnhMRKAsNb7O07qV0Vo8f5wFCcAafub4OltzJuP2CXMEx5hjMIhIcnxcRIZ2/zV3KqdexsTqam5Z6C//4K+c32ZLtBLw1qHHOaAAaIDMw4Y03alN0qN76VZHiA7zcawROKIyY82mDhKARH1k9cRVy6dp3ZoZunB+s+7cSVJTY5m2bpin2Okjdf7kRt2pS9KmtbO0btlUXb28W/t3L9bm9bM1d+ZQTRnzjfZuX6D799L0PAIBnjf+8h4tmjtB16/stnby3A4Ltg5yZmLs2bFA61ZNt/u8fJGrxIR9ihrzjWKnD1VFeXhurqfdDxtSVJx31txnAAjSFZZozqWnHNGOzbHKSDtmhpmtG+Zo9bIp2rQ2xiC8evkUnT6+TqUlV22VxSXzxyp2xiCtXhqlw3uX2Zrg9+7cVnbWOS1fONGk2vzccxZZHtgAM38GgECbeFZAQT5bB4uf5zrKkc/vxhaIUJ59tjwHcHQVm2P27X4WkCJ4Pzg0GZt88Qg3tPAeuZfV02N5WKpHjegAACAASURBVL9ftyQXAR3lAKHDkvbRHj/2c95+AEmiPkDKM3KOxLX+zJz3cUjqw+j48F6AJPm1VdcNsjVV13V07wpNHtFX08YN1pJ583T4wGklJZYqO/uxQYuOTwIGSFrAiBk0bqBBwiK5ms38beAIJP0cIcUwnLAFTmyLCln8i3Vuwiya0mICZPy9YYapf8zUQd0GeCbhRbYAjfOo56jGjHsCVau7qMXKB/eecE/ghYoMWIFeZuYzMywZACu7hFGGOg3oZQF8ZRVtNsbI/HOk5ZqaDyZ5huNgvEE1B5CMo3J/2ghge71981f94YcGkx5x+yE4Liq2z9Vma0aZljy9i8DR3X6AZEdbjro6gt8k8HRwck1LU7ZBs7bqmo4cWKaYqQO0YdV0Zdw+ovOn1mvU0N9q4Lf/qhEDP9GaZdG2oiHjkq2txdq9Y76mTPhWKbcOqrTooi2NOmfaKNVW3eweq0Q9dQkK/z0+SNRppAM6A2o2HeDIgeWaNqmfkm8ctE7P7JBF8yZo4ui+yko7ZZZeHMoxEFEP8GPJ2kVzxyl6Qn9b1GvL+tmqLI3/O3U6LeW4rl3dJ5ZdJcxawpU9tiwtSz9s2zJfC+eP14TRvcW1hXkX9OplsTasmqkp4/rr7ImNulOfZAF2Z04eZIErsBqfO7VR1xP2aP7sUbYoWlHBJRsrZByTtbavXtptK0zevHbArNs8M+8AqLClsyItE/0cN5w92xdaVPNnT9J17sxmjRn6uWZNHajKkrD+jsMdv8cHd1hzmrE63IVw3mfMLl2FueftGZBKly4Yq9XLJuvMybWqrb6hk8fWau2KaB05uFJ1tbd0++YhGzc9vH+ZcjJOqbL0mvlOsuzDmZMbtXT+eG3dFGtrqAMOAyFjgxEQ0n6eAwDa7xkxiHDeykYMPOw7UNj69QCm5/CKjz0CRvYdnPyZksd3wjdC8ut6wpQ8tBFgxT1oM+8aQLFP4v60lbY7LMmjHM/h+bSNRF0A0toaMehwPXW5xMg1lCPP7wskiabuEip1EJCFfBaPO39ys6KGf6epYwdr4ayZ2rvriK7HFxoky8vbVF0bpiSaUziAKmkzB2ukxp6gdNcfJEtSCLzbIvwMs7KYStgSpvGVEFKt2eoBXDZGaIBEsgN0YbpgUTGSZVCts4iKjtGlLLjdACLUbgw4RERH8uM8UAScgBKo2nFkumRpGdIeUmWbyssZBgiuPUiawBEDDucrmYqIY3kZVvtgjAlbAPmDQZIISJVVQcJG0gaQgJohBMBfXNysXu/f/UnvuioNjhhXwrILkaAV7YV6+ihZ6Sn79LDhhj4Qqbyr2CTJN51ECSrUuzdANE8J8Vt19dIWNSM5RqYuIpXeStyl6VF9tXThGB3cu1BD+/1KX//2X2y9a8CZnXVCUeO+1mef/EzrVs1QU1O+OjpKde70Bs2MHmjSVezMEWJRqqTr+031xYiDQYfOhIpLYh8jA2H0zak8EuyCj3zDmhka1v83BiYcxhl7mz97tCaPH6DUW0fNrQgJjNkXHS1lNuUvbs4oTR7bVzu3LLCo5lPGf6t9uxeYpEbwi6ePsrR4QZRGj+itCaP6aOGc8ZozY4ROHFuv9Wtn2jYt5ZSBcvXS6bag1rOnedq8dramTxqkQ3uW6U79LZ0/s1GTx/XVsrhJBkg+duC5Ye0sLZ43QdmZZ2xME0gC94vnttlSvYlX93U/v0uPdCY6DJ2ToQokvgO7l1ocyfsNSTqwd5kmjPpGLBeLesa4L9dyHZ3yfj3GDjwAwowa7oeBBeDu3DLXXHtWLJpoi7zVYzyw9m+2ZWx3bp+v2pobqq1MsFUt79Z+dIbGCT4z9bjmzxquZYsm2p8hMPD7moGlh3GDNgEXEmWABdBhSzvJZ9/Pk8d5gGLnI2ORfAfAEOiRuI8B714IbwYkPd9hyfdiY5SRaYdcg98l7aB+7gvceM8cs087XK32crSH8USXFrmOZ8bgwzl735Hphv6M1EG9/m64hsR9eibqJR+wAkyrt+6m4q/sUfTo/po6epBip0Vp767Dunm9WLm5T22ONIYNVN4QzYfgD/hJvjMXn6CCvrNjJC0gAiyRKjHacJ598oBqeXmHuQQRIQiQAVxiTgI/4Jaf/9oSKrn5G0agTBnUbNphEmFRgGRQx5ki2KlcW1ebmTHNJg369YyRMmWSdhtkLYAFM4LazXcSSRII8nyMbaJ6o3Kbul2O4QbXnjeqr//JEjOKuBbVGwnS1e5yrP3l7Watx/ez1+//+Bd1tZea+ssYoS27wLxtAla0F6mhLkFbN0xTZtohfXhfZup4Qe4JJV/fpbzso3rx9LbedBZq7qxBGtr/E5WUXtDrV5nKyTykxKvbtGzhWK1YPEGPHiSrpuqyJk34Vt988a9aNG+MzbPt7CrV9YRd+u6bf9eeXYvU0pKvltYiixQ+a9oQDR/wiaZN7KfEa3tstcKO5rA2Dh0JOCIJseVDxfeNLVZaOggfPAP4BNydNmmAjh5YrRePc0xFWTJvgqZNGqzczAu2Lg118NFRb+LVvRo99Att3zhfDfXJykk/YSs7Iuk9aEjV69dYqXO1dOEUDR30pdaumKkr57Zr6YIJWrNqhjaun634K3vVcCdNyxZO1roVMUpNxl0mQ/t3LtHyhdE6sGup6upu6eL5bRox8LcmYRHX8vGjDNVUJ2r75jjNnDJE6akn9KCBxavSDVgXzm3V9MmDFH9plz07c7OZ5cJCY4wr0sl4B6zzfXjfCu3YEqeUm4eVl3NOG1fHGCRjpg5SedElteA/GnGvMUnmbkpE2goWeHzwmFoIoFnlEudxVku8x9jYwzTdqb+pnVvnaf3K6Tb10KCKCnmfudBIRqxXk62S/EtaMHu4YqYM0PatccrPuWALfgEHEu0FGg4F2kIinzzKcAxcaC/H/O5sySNR1usBciQHH6Bz8Pk5xqxdYuQ8+6jmjFPy3di3E7F+k895CzzRQx1muQfax/ISwJB3T6I9/lwGN1unJkAVEFLWLdQf4YdkGQDpvyF1kCgPCJmWyjm/Fwafmsproa56pPgjtoxD9NiBmhM9STu37dOl8+lKT7ljy8hi8cUdBlgEmHxvM23wgwSCwJGtz8ABIKjZ5LHlGNXbIgUVNik17aGys4PUh6SXn/daOTkvTCLE8IJkCOiQKgFpQX6TSX8AkvtjGQeUYZwzABypkXwbxywOrjyuauPjSJR0JEau76mO0zbaGUCIC1OYnkhdLAFBvXWRMUjgCCh5burGcOTjlmblZny0pMWiqTPO2uvPf/2LrXTY/Ao3HOZuR6L+WMDdQj2+j0o4Xzev79azZ+k6f3qdqVzrVkzW7GkDtHF1tBl4zp9Zq8njv9OJE2t1+uRqbV47Rbu3zTGVetP6GF04u15zYoZo5JDPNHbk19q7O05NTXm2hG3CtR3q++3PtXf3InV2lqq1pVCZ6Uc1sM+v1Puzf9bRgyv0pqtCHRhQcL6OzFyh49BZTIpkn1k2LlniCkPne5ShXdviNGPKYFtWlbh/zDpZEDtGMVOHqzD3srkM0fmIBI4/5u7tizR+5LdKTTpua07nZZ/W6OFf2BrZlRXXzdLcUJeiWdPHaFD/3xmIcKY+uHeFpk0ZonWrZ6uq4qYe3MtQ3JyxWrs8RunJJ/TgfoaOH1ytuNmjtWfbQlVXJer0iQ0aNfhLrVsxVVXl8Rb1hfHCzRtiNW3iALHELWAGPKwMeeP6fs2MHqJL57d35xFIggjkzJc2tfxptgXoZTmJbRtiDcDrVk5XTPQgjRv5jRbHTVAFa5u/DgFz+WOwOIgNhAFjymFQ7VG5UfHrqm/YUEV5SbzBGEMS1vaigvNaGDvKxiaz0k7YDJb7d28rL/O0TUssLbikwpxztkzw1PHfae3yqUpNOWEO0PxuwARIOFQAJZKZgxvoAYmewOQ8kKAM5TnnMLHySJsR9dmlSMBIHn+cgJPhGGDokOQc+yTyKeNgJY/rkTrteneCj0i2tJ+53YRI83YATtpCW8nn2MpF1GwAyTOTTwJ8DxuSLPncbPIpQwKQPDMxChiT5HokSAw+LAxWX3PdyjB0NHfaSEWN7qeYqPHavH67Lp5LU2pSrQrNGfudub8QTzJYgn+0+dlA0UEYxuuCtRtVGzgiOSLFIUkiyQV3oGbl5jLNj2Oszazn/UqAjBkxgCwjg3W1WfCrWZmZTwNQy1h4DFi2GwxRxdlHdUblRsq0Oi2+IzEt3xrYUeupC0mQ8tQPAIEwQCTMGe0AfPwRUB5pE1W8qhq3p59Ufyeo2ECSZ6Ysz8t5JEkS47WElMPfE2nSJMm//ccfbL52W2PE8dst2M15Ftzi5bM0nTyyXPt2LhQD9MsXTdCdugSbglhcfE4x0wYqLeWw7t+/qdiYIZobM1JxsaNUXXFZ2ZlHNbjPzzUnZrCWL52gyxc368K5jRo+8FNtWodqnaeuznLt2Dpbfb7+hViLu7ONyObFKi25YCr5F7/+n5o2qY+uX9mpR/du21IIqIkYSOggwcEco0nwMQSY7oDe+DLH1O/1q2dq5pTBuhEfFtC6U3tTS+ImaO7M0SrKu2SQbGRWzKt83W9I0aK4KM2YOlxFhZfU2lKm+Ku7NajfJ4qdPkI1VTf06lWBbiTs16RxAzVmRB+dP7VZHe2VunJxt0YM/UJxc8erpPiq6mqTbInYdStnKuHqHlvvZt+OBbZo2KG9K1RXdUN7ti3Sd1/+wtTworzzpq6WllzRutUzNX3SQN2I36+GOpyyk1Vfc1M3E/fb9Yf3rRRBLpD0GD4AkoAUsAWpLF0ZKUd14cwWM1DFThuqOdOGmBS6cN44ZWeeNkMWqvDjBxnKuH3MpOGSgisGSWYGcQ5n97Skw4qbNVJ7dyy25SUaGwtVWXFNa1ZGa9rEPtq9NdakWNYGZ4mIg7uXaNC3/6Y5UwdpxuS+mjapr41bJiUeMumS3wiAuNTlUKTdQIFjgANY+I39t+aYxLWkp7Z6YXhegynr8UTmagM1pEFAaasj3knuBqSfw7jn+y49Akiu4djh6uOVAJQ8VHYHK/6VDbX8BokmUdI+oPbwfkQVNwk0xc45GMPvE9Rl4Mc1xCQg9uXDyPinl/X3RD6SJuHSkB65DqmU6Od3aokKlKjCnDMWDWjyqH6aPn6k1q9cp7Onbir5RoVysp+bdFZf/0PEwhvGIQGKS44AkX1UcBJQBJBIaUDS1V2ACkA5BzBdJfdYlEib2dmvlJLy2KROrme2DisvIl0CSRKLiwEzkhlzGOMsArIvbQyTPO4VAA28gpofwB1U7gDCNgMwcHXY0zaGDAAhfwg1tUHNvnPn993GKgDpz2sGG6Y5Yg3HQt/DOb7XX//23gwzuP/gosMMGUtNuRbkgvW2z59aq5WLJ9sSo1cvblVnZ4nevi1Xc0u+1q+domNHVqito0CLF47VsMG/M4tqe3ux0tMOadSQT3X+7GY9f56pD9+Xq7LqiiaN+0bRk/qqoPC80lKPalrUAKv78vmt+vC2woJg1FQnaNKY72zhq6kT++ib3/4Ps/iePLJa5cXx5hrDPG78KJnOCCyRTpjfzXjlM6YwvsxVdXm8Zk4fqoXzJyg345Q5pfOBYUyJGttPt28cMUMN1yJRVZTFK2pCf82aOcKstS3NJdq6OVajhn6lxfMn6u6dVL16Vajjh9doxJCvNXfWRAMZ5a5c3Knhgz7Tlo1xqq1JUk31TVtyddfWRaZuP3qUoUN7l2r0kC+0beM85WWd0YqFk/XZr36mPdsXqazossGwuOiSli+J0oSRvc1aXFZ61dyDWIUx6eYhjR/+lTavnaWayusGR0CJagwk2dKhUAXv1ieZsSn+4i6dO7HJgDl35nCRzp/fojt1twyEWPEvntlia4UfObhGFSUJVpdB8mWhkhP3a/SQ32n4gN9oxaIonTy6VquWTtKkMV+JGUDZaScs4MWTh0g6t201x6XzxykmeqDmxwzXjs1zbbE1JOvwJxb8EJG2AKIPlzg8DIA9pi9SxiUrgMIx1+KBAOQwOgE1IAYkHWC+JQ9VGQBS3kHKsTmRR2blIDU6LNmiZrt0CBwp7xIndXO+vuq6rZuDdwD1Us62qPAMFxBYo0foO+DH8wX1OUiSHDfUJloA6cf3GVdFykS1BqAhUhESY111gqrKr3ZHAkKirKtG3Q6QLC++qG1r52jKqH6aNn6Y1ixbreNH4nX7ZoWtfV1lbi8/GGwATrBsvzWQAAuggRoKaICMAxIIAiZglZVFtPEmgyTlACCgBJCpqU9M0uR8evozW/oBWJJYBiInhy3jo4CRaY7AEGkRi3qoJxx3qbQEKLPMbRg7pb2UC8ehbRhtuD9jkVlZz02SDcfBgm1Soo2vAkqWq0CC/hgj0yVKnh0fzFoiryOVFjZZjEtgSer157902Uwb/B9bGhmTDH6SNjbZVqiWJtxONmvi6G80f/ZINTTcUgduPJ2levY0Q6uWTNTZ0+vU1VWsrVtmafCA32jP9gV6/7ZcZaXnNGrYrxU3b5RSkg7pwulNOntyg86d2aDxoz7XxDFfauKYrxQXO0ITRn9lvnitzYRnK1ZVZbxGDf1cy+ImqKTggs4cX2sSZd8v/x+NGvyptm6MsfnXzMIBkoAx+A1iHc3Wq0hAjKL8cxo/5lvNiRmlWwkHlZ1xShfPbjZ49e/9K0VP7KfL53aYGokrT3HhJcVMH66li6JUVHhFz5/lad6cUZo6cYiOHtqg58+ZFpmtrRtjNaT/Z5o4boDiL+5WU1OJzpzYrG8//1dtWDtbNdU3VF97W1PG9dXiuRN0I+GASZZnT2zQwG9+rpipQ3Qzfq+OHFipTetnKzXluKorr6u+9pZtUbfHDP1SRw+tUnkZS4cmGkDT005q6oT+OrJvpTlsI0EiSTIeCCCRODG2kB4gcT3MMMsnqn1VRaK54MyPGWGWbgwtgJBQahkpx7VpzQwdO7xGddW3gkT6iNlQzDW/ok2rZyp2xjDNjBqkCSO/tN+CsUiu454A2ttQVX7NVma8enmb4q/sUHnZVRtrNbBF/BqBD7ADmgCQY4ck5RyGQMUhyj5lXBLF1QooAT4Hom9dEgRYJGAI4JAC2QealHUoej3U5SA0aPq88Yg6TjmuBZBskSKRVAGoRSaPWNCRRs1jIOJMTtuRinlWoMgfNVs/Rt1mDe4Q3zKo2vhCEmOAhBSJKo6KTQKyQZIEkEQISlJ58QXt2TTXIBk9doiWxC3WiSPXlHa7Wrm5z1RdxVxsovyELW4wgAKp0eEBWFCpXYrsCcKgZqPWhtk3ABOLN1AEhECSY0CVnPzQoMo+Uid1hnKsx91ocERSBJgYZlCXuSeSLXDkHFIiqjVlaDeJsrTRJVjuS7n09BAuLTevsfs85Rz2gNChyDPxvP7HwHF5WYdBEp/NkuIgSbpjfK8//anNAltglbbZNuYjSVizyFIOHUU6eXyVPv35P+jsyfV697bCpMg2jCtJhzR/9ggVFZ3V9z9U6PjxFerzzS919uQ6/fCu0kKkHTu8XFMmfqvoSX1s7Kq08ILamgtUVX5ZqUkHVFJ4Vvfv3tT2zbO0a+s8PX+SbpIk81LPndlojsxMS2xvKbYOkpd1UvEXt1mACKRGJMnWJhzCGY9knAsLKP/ifJSZys05o769/01fffqPGtb/1xo5+LcaPfQzDen3qXr/7l80avDnOrhvuR7Z+i55pm6vWBqtUcM+V3rqKSUmHNKoYb01d+YYJd86qlevivTgXrr5B3739c/Nuo26/eJ5gQ7vX6VvPv9XrVg6XfV1ySZJxk4forXLppnfJOo3kuCE0d9o2eLJKsi7oLLSeJUWx6uq/IaqKq/bHGfGm3LSzxjUkS4b6m/beCRAy80+q9nRw3R47wpTk5FUULEBFGOJjFv6vrnxMA0Py+6TbPO5XLF4sqZN7K8zJzZ214lqfa/+tk0XrCqLFyHPGIs01R2IPsszd56zpzdr6+a52rxxjg7sXWpTHJGgPEQa7QNiwI8x2vsRQwbHJCDBeYAIIByaAIQ8BwbnyEO6D9pBMNqYFBpZEdIlNkBH4rjneCLwA3IAjK2X67kPPIGmGWYikYmAM/6SnKM+rqM9bAGhSZf302xr5xrCaok+XunPxrPwO7LlOf2ZqB/JkgQoKc95vlugyDrcHH/88wh/IG7ooU5PQZJMMGmSVRPpU0f2LtPkEX0EJJfFLdGxA1eUkVqnvDxmwwBILNeo1GGuNiABYkiJwBJgABYkR6DmcOOY5HBCcuQ8ea5mp6U9tTzUbYCHqss5L4s0yX1Qwx3EbB26AJV70x5gGSDZaXXSNqBGvbSR9mdlP1dq2gMby8zJCYF7sbqHedzBCEV56geQPgZpcKx8a07sRDHH7Sece6eaqq7g91nSqrKSZuVkPlav3//+tRlscNhmnnXTq8zuWJL4SyJJnjyxWr/8p/9D2zbMVn1dou7euanzp9dr9tTBOnNijTo6CvXDj5U6cniJBn73iVJu7Q9LOkTW2H71IluPHhHOPkOtzXm2zAORz3FW55ggvK9fYJ3MsPnbTa9Q+XFWZ+oei2MxxxlndGAYzlGWsceP+cySQdLA8smgfrpev8zRgwep2rpplmZG99XalVO0ZcNMHdizyIwI44Z/qX27FhucWAYW/0iMEgf2LdHAvr/UnJkjNGFMP40a9q0ZZ1hDmzFK5iUvXzxJA779xFTz61f32Xjj9i0L9OVvfqa42IkGyPv3sCweVU7mGdXW3NLTJ7mqrrqlxIQDysk6b4Eh7jWk6T5W5Lpbum/jTiHYgcHkQbBoE9ILAJqluOiKSXPbNsw1CY48pEYD4sNMK4dECbj8GqAJwOrrkrRyCeOIA+25mTrI9SRA+Bx19Bnz6km5NgsFWFqczSdMUcxSft45MRxQV3PT6uS+eBUQeRwQ0sGZPQQ8eQaOAR1bjh2EHJM4BhRAkeR1AFR+D7bkU9ZgG1nHxqHn44MORUDmkiVlgKJ7OngZ8oGgL5WA1Mc9gBbzvh2SgJeytBFjj0OVOjnHljz2maXD8zkEqY99Es/POQcl+9wLULIf7h2mIJLP0BH5vBeenzqQIpEecSEiuZUcYDIe6UvMXjy1UdGj+2rKmMFaGrdIh/ZeVNKNSiUn16qosDky3ohlOTiEAzngBIQAJgABQm7F5jxSF6BxgAIeJDjA4xDiGGgCQrbUScrMfK7k5AeWT1kSEHQpj7JAFDiy5RruDUy5N1vyKc85l1SpJyXlobJzntv0RbOk49he1GTqN9CjvST2qcufrTLiTF5T7VGAXJXvMLefEgJq4LeZ/VQZqffV68cfnqq1MdemIwJEfBs/vKuwuJJAjHT9+m6NGfG1xo/8RvgPblwzQ/t3LVRR/lk7T9i0d2+KVVl2QUnX91lg1besphhZCgInc1+bO6yoSCTuArtn46vsMBXS4lcS15FpfsSyZK0c4jIShDaAtKWRQAyoaDhQ465DGLOQh0TpEiSSJ1IkZQlFdu9usnVq1rNmVUQMJjhzx8aM1MljG/XwQZjrTKd8+SJPpSXxWrEsWoP6/lLRk/pp357luteQbkEmXr0sMKlx2cKJ6vP1v2vmtKEqKbysJ4+zdfniTi2KG69r8fssOs5zfPSe5ZrfI8EpqJvYi0h1rMdNSC4AZrEibXGx4PpCBwEKDgfmTxvEHmfbuOXsqcO0cvEUs3oDOOogASy2bp1m63lA8sG9VJvFxNgivpxu7AFwwJC6mGdugIxMbWTcDzjxbrCu4sBPp0fSsT+VSCcPzviR2TsRizUGF1RlyjoU6fBIQADDJLQIWByWXhY4cF/yuR/18F6YPgj0UHWB09MHKRZHFK8FoAUkTdWNuAEBRgcqW5MEGZpA4o6MI9rkg4i13KYkMrZaH9abAYL8DtQLkB2c3J9j7kniPkCN9rKsQnhf4Y+AZ6ftPC/P7+XYOgxRl4FmMFJhtUe6Dn8gXAMMAWV1Rbyp24ASoAYJk/wrqq9NUMKVHZo+vp+ixw3SkrlztX/3Gd1IKDV1O4zn4RvJol7B1Yc1tzFmMBYJiEjAz6HCscMN4LAPuBhzBGao3EiDbIEfeQ4+4AbUwnjk624plDqAItBzSRJIc0yifoBGGb8f5x2alAlAfqb8/DA+yjWUwYeyrhbr9fe2XnjIC5JxBRKy+VgyK+eD6nAor3uvuvpg6Q7nWlXI0hQ5z5Sb9SRIku/f37foPC2NQZLs6iixpWTDGjfMvCnSq9dZeoBlrSJBpYXn9eh+ksHx9z9WC0AyA4fthzel+vA2rMXNomD4WpIscjlRy1lR8U1piAzEFMhmogbl23ErUYJaACJroWTrTUeZ3nSUm6SIVAkoWSMH+HEeOKJeu8oNJElIk5xztZtI2EQOanlJlCH8ArPN6fzapV0a+//z9Z7vdSTJvSb/EWnvSlej3auRpqenvSPZTe8daEHvPbvpfZNN703TexDenAPvCIIESILwIDzomu2mZ2T3PivNSLqS7m+fN7KCODMf9kM+VZWVlZVVp/I9EZGRkcPf0tZN80015qNmiiFxDzs7ik2t3bRxlq5d2W2DIH095epgNLStQF2dZcLGuGnDHJtOiI9iS0vcpMWS4gtqBQrNRMbJMlgCxfYnhQZHRoCRVhlNb8PdpClmkDRAYSOLfASBBZAAEORxHomxvOiCViyapJULJ4rwZ+RjD3SboMMSqAJJpMqgBufo8aMM7d+z3Eabd2ydF3wgkapQVyMYOJhtZcDIHxFA+Qgzg1sk2kfbgIK32WFAx+ccifr8PGUNIglO1IABCYlrEq9nHwgAEn4b7slABlIiyQEVFnkLPrGAC1ixOmY9/qIGtzDCHfbDQA02yYf3b9kiYUy9pDwBPuw9Yzd8mG7vxINk8H6ApQPRocu9gCfHBlOc+bFX/lFUIINsc95r6ZE/G1KAZLCzhjV3Qj4qN3/4nPc/E2AIKHknwNKPsU/WVAdIHx2xXwAAIABJREFUVlddVkbqIc2a9KmSRg/Solkz9dXuE7p5rUQlJdjqXorBG7ao3ICIBCABJUByyQu4OLQAHedcAmQfKCI9ZmUxYNIhVG3Kc71DkfJcC8A4B/SALvekfqBHHteQ2EdiRfJDeiWPY+5HWW+DXxPslGEQp1/SReJFOg7q+p07rOtDmLg+VZQDy1C+tvYnke7dC25B2GuxRRbEW5WbVW+AjOc2iTTg5Tf31d2ep26C5DId8WmIH8myC6xxQ8Ddb16W6btvK/TDq0r9+F2Vvv+2whzImVnjs2vYMhURKHq+BdvtZllWonmH9XIAZReh1LoJioEEi5QCwAjIS2fMt9BoT3tKTeVOtDkSCShIh3TAIFE6HD2fY/b5yEzlbsVfMltPmrHzcD1SaJ45jI/89JfasWWBCBKAhAQk6ZAAwaSgDgIGl+tZd5nam/NtDjXzqIEgNsg6VC06Cuok8RnpzOZKVGh2wEZUStxJ8N/sKFYbDu4Ex2AknbIEELZ1YbINcgAPqa69LYy0AyLgQOdFIgSELI2waV2yTW/E0d0CM/g0wkjd7m4vfq1uA0rKUEdjfZYNCqWnHFZFKT6PYeAAcCG1AGXgZLDC1hdFL6IddHRAlghuriPPgc45EsfU4dewT164T+j4SEfe4ckHlrSHaxKv51p7fhZ7q2dZjuDfCJiwGT5BY2Bue6T2dhMHNGFFTV9NE5jyHbyG2cP+gRIGTHh+fx8u4dl9o9Fy7gcQASN1sE8CnEAXsDbXZdloN7B26PM8JOoEtki5vk4Tf+j8yZtG8YiwaMFnNKy/wx+E/6kEGybviHfmAzfsA05skUDzYe0tM+0smDFGk0Z9ornTp+jLHUd1+0a58vObwwjuPXwgsUuG0V5g5YMYAA0AOTyBElADVpTjHMDjGEgCQ6RFAIVE6FDF5ujX+taBB+w8cZ3X65CjHPck3+9NeY4pwz5lSN5O9v3euBYRaYjpjvg8FhaFFRxxWg/P/L1FCqqt/bXBmKhB/GmUMT0yv01ZaQ8NkIAy5Ua1MtMeasCzvmL1EjuyB5W4RBz3EIyip1B9zNuOlop19RnIORADFEMwXpzQ/+CYZR18EAhIdsf10uaBFxgggWRnO/OkCfZbGNbBsaVnwyANKjM2SMDGPqo3xwDQPy4kRpckKYf67ceoL77f3V6gjicBrFzPKDiBLY4d+kJF8a+tEyL1AEakTfZxtO7tKg3qog065FmoMgBH6opAajCNbGftxGUkMnoHTtr5aiPgBsvbPik0UDYzV7gZABbaLB9U3PZmVowMEctRu4GkbaNIQwCDDgfskAiZVcOc7FVLJqu8+KIBEEkWidTVZsohSZKo2+FHpwe62B59PR/qd7AhMXpZ7gk0uIb8AKpgG2SfRMcnUQf1ej1cCwS53oFHHhIjHduByDH7gJDOTl3UQWKfcyTgGFRPwugF/0fghNrNmkWAsBVYW+Qf9rFFIiEyUh3W32YSAmu0449IfgASUjDSG0GT+yFOW5H0OAf8fLDG1WpACTTJJzHCzZYpsUionPd3Ql327nBTwj6L2xp1NzAglKqWaGnaFmzo5tJGcF7CoAVImjvXQ95DeFe8D96tvztskwZNQqc9SlVJ0XktmT1eE4Z/ZFMTd2w5oJQb5YrlNQl1s+ruK1tvG39JAIFqDYyQ3gANIOKYLVB0eySQApAOM+BIIg9JkvMk6gBaSKfkUwawcd1rkEXRhsgHdJTnXhyTvC7aQT7XUo42sqUM15A45+U4dkiGABg9FnWI2TT4Qd6v4Xm/jdYbf6b8+BMLyst0zVheszncx/OalZfTqKzMx7p5rUpF+W0awBrZrJD4vK9EL56VCv/G3t4iS0CyN5qBY3Elo7W4PcoParYlC6kWlnWw46dhzW4WBgOOJFyLCJnm0iOAbG8lpBplUblRvxlVZ80YogcxkEK8yBB4lwEa1GsgxzkGc9jnQyax76BEgvQ8KxOp4m7DDCPhACHETKRTurpNeTotqy6yXjXAJDI1EOhiPRvsbFGwXJc4uZ5ylCGvo5XI6/kGLgMSszsi+yQAdEmPfQejg5Lrup4UmesNEpaDi/PAD1egLeuTNX/GCBXnn7MOGAZZYgZFyiBxUi+uPRzTSR0+dF46K3m0mcTzch/O0anZAikkIM5zji11uGRnHT+Sktjn2dlyrUtktJ/y1EVyQDpAASOJDu/SFnVwjdfBdf4bB3iFtlsbUfUbkCgBZ1ijHSiSgKHvE+W+CfsePoiPGQUPM6twreFbAZLBVJNtASS4t39PDOS4/RM134OnAE/sliZBRqPrPBfwpBzPwDsj9Jq9b5sym6U2W1ceKZQ/oVSxPhOQB/a0F7/HB/cJsMufjDvPB0j6n4xvuV9FaZAiUbl5jsqyS1q1cLJBMnnyWO3celC3b1YonyjfdwDkj6qr+1s9ePCT7t//wdRsoOQwBEDACPAAHY6RGoERCRXaYQcgSUiL5GEndNghWaKOc476uZbzHFOH35P7+L3YOiS9HspzHW0CvBzTLq6nPPdnC+zJJ8iGS5HAEVgiRTooiUiOqYGpkkQGIogFEmQ5S0bEWpST3WCAzMttsoGbksJ2IIl6XWrTAZkSCCSBoyXU754CvXpWGqICPWWN7RJbYpbBGIBIcAtUaZM0o6VkQ3SgIFl6VCDiTQJX1GsS1yBFAkYGcQye0aBN5xNm/zCSDSCD/ZGPFrghVT7vK7OP2NVp4EfiQ2dLpwofPR9/gAGdmISq/aQFKIRrPHqQq9ntzAOPOj1Q4BoggSrusKCDsu+2MgJr0Lk7W8PyDEAScKEik1CzHZJIkYAQNZ2o3kCMY1RtOhQzXACcw83bRZ3k1dy/rV1bFmrBrJEWYQcoc28GXAANnZP2sU++J8+zzhtJjzwDxySek7KAiH0Ax/P7HwF5pETYWl1RPE3a6XWxpR6gmKhKc0yicyMRMfjA7BHKACbu73Amj2dgS+cHaPwJ8hzeTiRMlglGlTYoNgSpEeiw/DDgBI58O3wPJJPeWEcpSuRRN3V5nkOZZ+VetJX9no5iEdTZbZNh4CiMbru0yRZQUga1vLO1wCRcAEi7gCP38fv6hAgkyYf3CYhxy84TDg3pOfyhuEN5sEnyTogGBBiZcWNTE6uvq6b6qqrKLmnjqlmaMuoTzZo0Sts37tHNK8UqKmCNmJd6+BBb3I+6d+/Xqqn5jaqrf7R09y6O1iHgA6ACPoAK8AA48thHMgRanHd7Y2pqvR2T7wkpEngBT7+Werw+JELOs3UgAkHOA0LPY+sgdCmScn5dISPaBMKo6HsdBR0whpBsXTa9kIDATDMk4DDuQQWEeivAVtppgzTFLEJW8ESAMTuyR+bHW5WdUafU27Ua8M3zcpMicRAHkEHNLtLz5yVmj3z1ggGUEPACMLIGN0BE5eaYLXnfvSi3Y1RukoMSMDog2We0vBcw9mCTy1Z3Z1wvnpaqE7toNIqNOxC2ST4kbIio2mFAJ0AQqZIOw3mSQ5LOwH7oTHR41LcAAP7V6eRBMmJ0FlgG1S7kMdpeLGbOMC+ZzuFgIJAuQKGDOiQ4x6qJ5AEFygM7AAfQgB6AbG7Iew1JZur4eaKMY4tCJUZi9fsZzOhkkU0PUACc4IaTZ76Ou7YsUnLSZyovviRst95OrmWf52o2dTFIkNTlHZ77eCLP78N17FOHw99ttJQjn3YADNqUeE+uMynqjwZfQgdHKguj4YAQyZFOzpa6gqQY3HyoPxGOHAe7XHCy5rcMajduXjH19ZQYIJHCkBD9mwCMj2pwb2K0GRcc1Hfsr8E5GyA6LLmGY5JLlaEsTtzBJYl22PMyiBb5X7qNEnskYCQfG6XD0iGJDZIYAgDS1X/aBYgZoOHdNNWn25RbVG+m3qJq0z7eOzNvAjj73Yb4o0HapAxTEpE+a+6F5Rxq7l7Xrk0LNX3cYM2cOEKb123RrWvFKilqtznKDx4wkv29amqQJPsT0ARmDHgAKqQ9l9qAGXlIc0iIQIstI9xsASPl2UfqBJ5ci7THdYCSfQcf51wa9TJIssDPJUTuyf24hrLsU4atAxLo+rKxgBFQkgAkEmWZBfR9agGBkRht5UTiRJZ06f69VyqIt5nkCBCBpNkkMx8rJ6teaakPzP0nM6MOSJbqaS/SY7FJk719xTaj5sWLUr14VqwXwLIvuPB884KRbw+VVhSFTCuyPF+b21VwByVr3dgCY2azRPIstPnZvd0FNoDDtEdU/rZmZlbQycNSDQGMSJm4CzGgElx9EoHokqSDkjJImxxzzjsInZ7kkiAfJh2bDukSogEC9TOSGh2cdA7v5ICCOhyYwJPz5HO9Q/JJU7AFAsrmhly1UaatwAZvsFUCUa5BSuP+JPZpYyLAXJICJHRU7lH3KEO7ti3RrCmfqaTwnDpQJZG4sEu+HngJ64p7XVzHOT9mn2eg7ezTFoNAdOzPxHOzz725B4k6yE98J5wnn7K8U85RlnZTP1vuQR4DDA5UytI2zpPIpx6u4V1gDiGf35IEWBgFpoz91vwhmj0yqNph/SMGhsIgCL8/8OObcWmRrUum/t0AUZfugCbaRVv0m3YQEyDSFHy0G0CiZrewpCyzjR6m24CMAxI/S7dfonpjR6WOMHCEY3owE9A+kgG7IdNspsAdn0cmWPC+mOZJGd6D/8GQR6AL3gdlkcYf2HW39Ji587uWadrYQZo2fojWrVijr8+kKyenQRUVOFUDSKTI3xokkSYBJIkIOwAM+CAxAjgHkwMOEKJGc0wZByKQBJYM5gBRh52BLBqdpj5A7HVRxqEH+DhmCyC5ji1lyaMdJOqgHPWQz3RFlmewSOeRWs3ys8SoBJJIkETyYZEybLA1tT9YPrZHYJiR/kjxWIuKCttfQzL9dq0y0x8pO/Ox2ScHoGoDSSTJZ5YCLJ+z3vbzUgFRJEW2uPWQgCUSJMBMTD6g49tgr0Tiimbv2Mh3sUGxpwv7HZIfHzwzNFL0rLfUJCNzJO+mXBiswQbJh+6Sou/zkQNQPmwM7QCDDwfQMkLoeXReoOAdkA5LJ3QJgX3yHBwcex7XuMrp620zfZE6gSTl6NQGjsilB6mPNXFsMKU1X53tjOgX25Z8znM9cGTLtWy5D/fzdjpEaCdlDCj1OTbve/KYDxTPPW3PiY8g90IqbXpMmDMGCYIk6wM0dDjS67Ym2CPJI1F/IjC9bYmQJY/20SbLj5y9yecYaZG6KMMxW57DQYr0SBmOSbQJAPizcn+O2QIrfkeX9hofA1E0g371mcEObI3MeQaS/P6URxpDAgOuHPPtsM8348cGScw4bTh7Z6qtiXB7OO3jERDehUmo/Cb2PsPsHtRogIjDPFF+TP2OgvOaCg70WW3x9TxxBmoCBDEDuK2UewJxA3cDUyeRrnGH4g8DUwW+pEH6BZBhPwTs5TwJidJ9J+9XXbV3SvSnWROGaMqoQVq+cJGOH7mmzMxHFtAWQNbWBkBWVX1vcETVZp9lVIEdIEJddmkQYCEhAkHygCPwoqxDkXwA6lIf58nzBNgccJwDgCQHIHmALxGEDk3yKEcK1+AEzkAO14dVD7E7lpSheocFyoCmrc6IzbEAqIelG6ruvDBbI4MzDkikRQZqULcz0h4KSOZmN5j7Tzqj20iQrmr3EYHnWalevCgTkHzpkHxRav6NuAO9elFikERSdFCyBYiJW9TtcIxrUBicMX/JHqQnVO6wiBj2RwZwmI6IrRFQAj5sj4mDN3zYiVKk7wPSIAUECQdJgzVp6IB0Ujqbd0g6r8OP/SCl9K9qSB7l2TqU2AeGQeIrMbuUS5JAk/o4pjxAYtCFhNtNb2epqdeo2KjUDAY5TLiPS5LU4UD6Y7hwTFnOs2VK5P4vV2rezBEqyDljYeNsgClyCMduCXgoT+J6nj8RQjwT+bSZOtn6M7Hv7aEM74gt59li46Xd9szRejDkh3MBtLx3HOBpB/nmkxhB2m2S/pu4+k457k07AQcmA+AR/uyCVsCfHr+1q8YAEdDVPWR1wSBtuhQJQDhHGRIahkuLfh2DJq1IpoARn8QHzO/Gxoj6zLzuIDG6ig0cgSAJACK9E0uSY/ZJzOJBqgOcDslgowxryZudFDW7Oaj5Lu2GZw2DSDwLgA9Sb3guf+4Q9CJIoEiRwBPbLr6TvEsmTly/vEdzkkZo0siBWjx3rk4cv67s7MfKL2xX1d1vDZLYH4uK8F1EWsSR/DtVVgZpDpgBOyAIuDgGYg5OJEUS8KQMWyRC8gAZ13g+x1xPIp8E/IAdW98nnzp8tN2vcTBSN2UMktUvbNAlLLfAiHxYZsFVbtTtrJyGMFhTHsKeEZm9IJ+wbe1md0y5Va2UW/cEIAFjWkqNOY7j+oOECTQdngMYrCE5KF+8YG42kAxO5UFyBJjAMWxxA8K+CBjdLgkQPZEfIBlsmT5z5zUsu8O63iw6ho+kzfTpKjBIAkfsj/zz+0CNq9EuSfo5V8P5mBg8wcaHmkQnd2nFgUDHdXCwTyelEzuAKOdlAQBlOQ8gXWKkXgLVOkie9ZYbLExdbmdgJ4xcu79jdwdL4wYYUodLpH5PIMu11PfHUiRt5H6UtftGUmbdwwyLQDR76hDlZRDVKJoBA7AiaRPgkM+1/qw8m8PNwUce13jiOspzHe8HoJHHuwj1ZKmi+KKOHVylo5ZWBmnWpww255nKjC/n3YobUeCNNJtxVFvDuixhxgn1ehu4j793vz8aAc8cJC2gGAZtgJtLXvxpsg8MKQdEkKqq7+D/ibSKaxE2VJ4hQNIkxzY0hmCSIZ9v53Eto9QErcBZHfcepiMiIf6hA7nD0n0kgRLt593gA8ka44yEA1OfxuhqN6o2YKRe7geIab8/D1uASZuQJgGgQ55no52c53n4IyE6EO4/7DsgkTTv3b2m7IxjWjBrrCYPH6jFc2br6KGLSs+oMbX0fs2P5kQNFJEckSKxTaJuV1T0B4RAWkQKdJABQlRr4AmsgJZLiQCRfMoAUyROhx5QY9+h56CjXvYTzzmYqcPLO0TZAkxASvxHX6+HUWuimpOwQ7pdEhX8DguCsfxsPmHbHqgg1qz02zW6ebVSmRmPDISo1DmZjw2UqN0FsRaTJJmOWIitEheg58/LXgMSWL54UW4SpE0fRL1+XqJXL8sssY+zOLZKlxz//yCJKk55hyMj2EiQbG0fu2Q7eQCyRH3dAKh/5BkpkVk3Dkmfp+3uQOTzUfExETC3ObK10enokN75OeZDprN7h2Tr0pWXAw4OGMrSAbo68M0MEhfgIdGBHVxsHZJ2Pb6Pkd2xr6ssDMxE1zkkHWxcS93cy8+RR1s9n3ZSnnYZWJrjtpzEhJHvKif9mF1Lvj8jbaYsbfHn4ZzXYx06QaqjfHim/sEj7s37e1STYu5PXg+d8OThL2w5jmULxtoStSxXe+70FjHlk7pIuRkntHrpJB3Ys1QXvt6u06c22Xo4SKHc36VH9mmX2yK5L39M5PEe+F1DnUFNBob8QfKbo0mwBSDsAxnAAjQBJBoFdaGyAlR3G+Ob4diBSR1N/MmiYkcgY8txULWDXybgA5IuHQJD2k/7eFdIkeZEjj2S3yAa4OFPktk+1Ad0UbeBMVvAR0qEJe1xyHMu/FEEgJLP8yA9Ytsl8dvzp4N3AwAFkoXxM1oyd4ImjxykedOn6dD+s0pPv28LbSFJ1twnpiJLGPxk0qNLkUiVAMqTgwpgAsVENdtVa5+eyDVAlDLADpiRHKRc7/UCO6DnYOU+wNLPs+U68ijno9kBqkQRDysrIjmiZpuqXRpUbeBJwIrSctrbqoJ4AF9ayj3lZD7S9Svluna5TDnZ9WaLxO0HGCI1ooIDTKRKn5IINE3dZkSb0GcvX/TD0KTGZ0w1LLPEwIxLigF+QYr8Y0gCTxJ2S1IvM26iQRukT5zIPTHCjRM7s23YshY3qjc2Jz5qH7xhJJPjIGWGsGhIA4kdBVsVa88AHCBBR3MpjWM6INvnfRW2MBZzqR8+SLXydEjO0bHYx9mcbUdriNiNlOAdl3yg4qDzewA5m6ESBXrgPHAhn2uQJGkDebQxgKm/Lq/TwUGIMnMIZ453NMKNLZTZO6eOrtfspCGKZ5+ymUJAxjssz8E+vpKMfjNNkffHfUmMDleWXbSoRNs3zdOubfP1qOa2Tf/0qXn8eWSlHFDq9b3W2Wk3dd6+sVdzZ3ym+bOH6eL5HWIpiSULRovQa4V5Z20k/2Ftqk4d36TJY0MsTMqxsiKh7hgtpp6WeqZZhgEb2s796Oz2JxABPrxfHLxxDQp2RiQpByJbAAnsgAkAAVjU76DFTxS1nbIk4Mg1DluAyfXmPhSp3cDM/Sn/wH4YDbZwvi5yZeK7QFLkGVxK5t5IsPwOIUVrvT9mnnn/oI0Dk5F4A2YdPpHArn+knbbRXkawyec+SMuJ0chRtfnTwWcTibK66qqqKq6G4LvDPlFy0mTt23NcqSmVystrNN/Ihw+xSYbBmuJi3HKwDzJq/L0KCpAQAWW/igzMgBUAdBXbpT5sksALCLrbDyqzq82UdwACQ+qhLIlzSJqmQkfgJM/v4b6PHANO6iFUGutxIzlic2TrEcVdimQLOHNy6pWeXquMjAe6cqVMt27dVXY2wTbqlJfbaDZI7JAM2uDqczulxqYkFhc8MVgCStJrm+Q3L8v16psKMarNIA1QBJA/fHtHrxjp7ivSs6cBjEASYAJIJEUHYgBkobkMkYfE6S5BnOuXIAElAx9hpg2DN9gmw5REpi8S3IJR3wBEoMkH7TZKpAk+eDo9H6KDB2C5VEbHpqPRcQL4gppMPtPziKDNHGpfDrYFo31TcLdhuYSq8itKu3FAB3Yv0+3r+8252+vhftQDOLmeLfcKwSHCmtfkUY78RHCzTz2JdVCGzu3nOOZ687FkVb/ITsr5hw/SbD1twp2l3zpo6rw/o3dMyhcXXrCYl6ytw2CRBaBoylZO5jHt2DRbOzfP1+5tizV1/Ec6e3KTwQL7Gu0AWmk391s0eCQk89lszNPZ4xs0f9ZwHTm0VvU4bDdk6vTxjVoyd7SyM47bXPWqO9d0YO8qJU8dLFaTJPIQM4SIbE6QYZzimU8OYAALbafdBs/IqZ3n9PfDuQAI1MwwiAE8+B6AHQD1LYCiTn9f4RugrvCn61DlD5X3wVRU6gJ8qMJsARbQJDkkGyPpzyRLpjZGI/Fh3jd/IME1inuTuC/PE54LcDPaTTDgMKrtEit5bv/0Z+RZHPo8LwkJmXxUbKRH6maWldsjH9y7ZSPsIb7kdbPR7twwX1NGDFLy5Inau+ugbt0ss3BphBgDSgALSRJ1G0gWFhK8FrsiElz/PGpUZx+0YR8JEikPcAFK9lG3HXaJwOM8YKOsXwcc/Xr2uRZwkhLLcq2DMUCSdnHPrtf+kMCQqYe+TC6w9DxU56zMR8rIqFVm5kOD5Y0bd5ST81jxeJMKC9pslg3lcCBnEAdgMleb8GgZqQ9sH8lygI1qPyvR999UWHAKfCJxGAeQ372q0LfflOv5swBEoOij2UAyADCMcmOnRK0Ghkw/pA7KWpm+MEiDXyTzuFG5n7LtjKunk+mJuerqwFEcV58QBYhOADRJzQ3MPMFuF2bdBEAGWxlA4aOkY7lU553EO5rDE/Dw4RrgsPUxV7uz2OZd19enq6E+Q7Gc49r4+SytWjJRSeM+1NTxH+vi2Z3CrYfrkAz5SJ9EEET6pN7QKQBd/8AHbSJxnc+SoKxDwM/zDEihwNOBidRlgTN8ffFIMql/nK1LLBMx6G9s7W1GtamHZ6QNJNTa8tIrNjOHJWqRSGmDrZi4e4nFAN2/Z5kO7lujpDEfa+WiCRYRiD8KygGbeO4JczFCuqRtqI3ECZ0zfYiuXNipRqSl1lxdubBLs6YM0vlzWy2AR3rqQS2dP1YLZo2wZXRbWvIsuvrsqZ/p5JHPDfyAl3ZyL94HoPTfyv9A+J3Ypxw2OsCBNMgfZdAigs0YSAI6IIMkSj0BTsGm6++auvgT83uF3zFcG3wYw/RGl/B8CiPlaaOp6Ei0zJTxVRITbJ245DxgBk40kk9buNYlS1fhqR9/Se7p4ASUPKP/CbjJgMEb8jkmPYzcg4KvKA7lt8wuaSPttSFQCKBEqt6/a7mNbk8dO1rbN+/Wlcv5JhURJQdbZAATNj7CnSGlodb+ZJJkWVlQc4GZg5B91GSX6tiSgBzw9HKo2MDO8ynDOaRM9oGlJ+qkLG1x1R7IUp/nsQ1qeFhJsbIS6ZOlY/sMjq5yI1UWFHXYol+o2bk5DcrLCwlIpqXV6PbtewbMrKxHdpyV/UipqbViBDs3p9EGdABksF3etymJwHLA82dIfP2DMubmEw3SmJ/ksxDwAnskCTUcKTHM4Q6+kkiTIfVD0hzQzXE8z6YkEvUcSZKVGVGt+xjd7sxXZweAZMQUFZSRZfwlASa2PoAa5mv7IE0L6lEd6mUoRwRyBmuIB0mHADJ0ErZ0DPIcHn6eD5mPF0mSwBRE5mloyBCDC5vWJ2vm1M+0f+8KnTqxQVkZx9XwKLjgOISZkYPTOdsW3H0MhGGw41lvRVj2ti24BtkSAy0xW1KBuJDeNkAWJJow2wbXHYBHx6K91j6m3CU4eaNWseLiha932NK8509vUWsjUOgfVTYItxaoqvKmdmxaoP1frrDORD2VpZe0cc0MbV43SyVFl1QQ+1pzpw0TACvKP28j8t6xXSKjvUh9jXXZpjLPnT5EKdf32z3x2dy3Z5nFFb15da/Fm7x9c7+mjvtY61fP1L27t8xOTLDmuTOGa8PnM2wRNp7T3KCYiRRJXP5b+f15fp4XICSqy0CR354/I5MCgY39kYQ/Tf8Tot08s8OXfc6R+DYcpszqwoaItInrD1JjcDtiUCv8HsDc7usj6A9R7YNrEvA0Z3CzFwY7KIAM1wTPAn5nrkdSBY6JCWm1rjZFjx7cei0VAzmkxxAnEnheAKaQAAAgAElEQVR6JHP8I8OMHP4UWADMFgG7jy02+E4yE+dhzQ2dwnY8boimjhmpjV9s1rUrBcrPa7KI4IQJA3io1/hJIkECSwZvkChdHfaBGkAFvNhyDui5ZMg+QAR2JJcSyQduwM+BSh3su4oe4BfUaODKOeqgbspyPj//D9etCdAM63mjUuPqgzQZj7eaqw+zZ5AIgWRuboPS0x4oNbXGVG5AicrNFlACT+yQFjsyr1m4/ZQWdSiW3WAj3EUFT8LAjYMwEYLsk+8g9FFtV6tfvey3TyJdekJyDD6VYYDnmc3dztdzsz3iMlRs88SfdhNhiAASTPeL26wb1G2gGCIChQC7gJM8ks2yac1TU1OY/8rHCUyBZAdO2d2l1gHoHHQAOh8dg2NSIjSx7RiMkGKacoV9srk5x5ZJWL50si6e36kHLK9K2K0OgB7siXz4rNRYVXndYkZWVd7QoweZtsQDU9ZQJStLL6swdsb86mgDQMa+yFrWzL4AmlUVBNdYo0N7l6m08IJSb+7T7Rv7VFUe1mQGGEGCQ2INLkm0l85HZKFLF3Zq+KC/tgEcIMk5oMYzci/aQZRz1sHZuC7ZVDQGkQjmsWj2aG1dP1e199OszJypn2nK2A91+8YBe29ABECR2A8wyTOAnzu1SQuTh+vqxd02ZfTevevavmWeQTbl6lcmJcZyz2j2tKHasHqmHtWmGyQvfr1Vi+aM1sb1yRb5ndF/2kjiHrwnJDsHF8cMRgBJ8viDBIiYWQCk/0GiLiNxIyH678u13m6u5RvgdyOfY9/a79KKJlNsvxHfBCBjcIpn9/bg0M414RzQ7h9ooR2owb7ldwj1BG3Bfq/HaBrBFork2B6NngNKpEtskvzpUw/PGNTq4OMJKPmToH6XNAEox0iWHmyXcw9qsFXesDzyL53dphnjhyhp9HCtXbFGF85lK57XaKsSMn+bwRCAhCsQgASYlZVhzjaAc+j5IAtb8gAXoEqEIZIf9kofqAF2lOEY2CUmgEpZrgeGOKZzP8qQ54n7sJ+Z2aTSUgcp7kQvzN7Iyoo+T5uBmsLCdrMtMnMGFTo7s84giSsPNshYrNFUbWyU7BMVCdUbCTJG7Mi8ZrNDMlCDHZJZONgqqc9cgPCNTIQkUHR4Mm3xFW5BVqbfedwHcRIBSR2MhPs0xue9hXrRU6iXvcF2ibTJEhE4kfdZMAsi/gSJsR+GGNsZ4camGFRsOkdfV5E6O/LV0pJji3yRR+IfNZ5z0pZIpXMARD5qPlg6B4mOQmdwCYJzpCY6VATepsZspdz8SovnjVVJ0UWL8lNfl6l71TcCbAkw0ZCj3s4SpaUe0cQxH2ntqhmaP2eUvtq11PwhSwrOa8Oa6ZozdaDOHFuv+rosm59dVHDe1tuO5Zw28FaUXzZVmHWoD+9frY2fT9eKxeN17OBagxGd2dRtAulakIkwW4V91q1Ju31Ys6cP1fkzO0wi8+fm2e3Z6rNVVnJZu7ct0rbN81Veetn+RNJTD2nK2Pe1Y9N8PahJV1nJRU0Y/o6Sxn+o65d3v5Z+XBKiXt6ZteFJvm5e22u2xr27FlnczZLic7am+oKZw5WZdsSejeUykpMG6/MVU1V7P1VEPmKBtxmTPrHlOxhQwtaKbyd/APwhJP5O3JPfD0iyz+9mUZwYgImmF/KbB/t0kAj5fUnURVtJ9vtGjurUR56/H/9G/Nvgef1+9qzRN+PfEe0AYEhx3BuQOSzZ9qfgGI7kx7UAk7qRJE2VjvwvkR6RKkmAE5cgvmX++KkLEAJBpFX+/KiHQRnqRWKkLlfD2VIeMLLPlriSKde+0qxJw5Q0cohWLVquE8duKCP1vuKxNoMXIANMYfbNb8wuWVGBdBn8JVHJOR8kzjAaDfg45lokSqAJ8HwGDlD0MlzrkAR2Lln6CDiABK5ej8OYuinPljKxvHaVVzC7Bh/J52HudWG7TT1EkrR1sssJAvzYwAbcSJmZdSYp5uAfmk+A4EazSwJMbJIkBnSYfgggkT7ZMtJtbkFZ9SZhYq80myTLurr0yLYfkiUBkM/LDJpuj2TbD8cgdYZzQSVHAgWIzLR53l1goOTYg1swFbHXpEgkRGx4DIQgTbDPBxlGM/kw+XBIpnKxho0Z6/lnz1J7W0wnj63XsMF/o707l/yBpEAHcOmCj9w7Ix8tHYgZEaZuM+LZkiMgyXK3SxeMU0X5VaWlHTYADhn4V9q2ca5JPUhAHW0FunF9n0YNfVujh76jSWM+0pihb+n44S90aN8qc/Ret3yyFs5iSdqv1dwcU17OGS2dO05fn95ixyzT8NWuZZozbaiWLxqvPTsWae+OBbaGdcbtw9axkKJs7jfRtiM1kQ5z/95NWw6WRdkundtpc8R5VsBKBycBjKL4Oe3ZsURfrJ2hwoJzZlYArtgKGbAxSJZeskAZOKbfurbP3Ki41t8bdZJYebG5MUfF+V9r2fwxWrtssu7fZeXG/Zo/a4TWLp8sVnQkuHBRwdc22r18wTgr09SUq727lmjaxE+0eX2y/Wkg7dJmfgfu51uek+cGMEjc9lzRlD4kLwZXmFkDSJDsULlpH+3lWn5bnt/NKW4y8OfgPg4+QMl1nCOPxD51cD02ZPZNDTeNIAyiACgS0hztAJyex3FDXfDR5NpQF/Wl26BgIhh9n8EcbJKs7AmAqQsJMuwD4LD2DSCkXcCcMpynDWwpzwg4yXxF715TQeyU5k0bqaRRQ7R8/kJzKM9Iq7bAskxNRFILEiVzuX9jrkBIlHfvhgjl2CVRlQGdA4xjrgN4wBGpkH3U58SyXMMx12GLJLEPOAEfoORattQHbN3NBzi6xMq5cPxMRSWdtpYNqrUP0ADJgoJ2Axx2RUBHgIqwfayMzAdmh0RiJPkATnZW3WtwZmfXBzgigeY1W/xIn32DlIlr0ACXGF29ZhvU67LIRzLYIB2QqNy+79JngGbwiXRAmptPV/w1JJ8SCs2ij2N8D76RHtCC0W3cf4K6TecJncBVLAclWz4M8lHPq6uvafasYRo97FfmFoN9CRjS8ehgdAS2dCDvjIkdgriQIcBtMPYfObBKC+eO1ldfLteE0R/Y+uCfDvorDR/8hu7duWmdCPtjLO+sZiYN1cB3/0qHD3yuZUsmavqkz7R/zwobFWfZXdTSm9f2q6U5Xyk39mv5/Ak6fXyzSVaA8+TxDUqeNsSWU8jLOa687GP6fOUU7dm+2EaJaTPqaFBN/9CEkJNxXFPGva8zxze8VlkpT6KjI/FW37kuFihjmYfC2FkLFMxo88LZo7Rx3SyLap6TeUJTxn6sqeMHKj3lgL0j3hPvkBlDxDJ06YsBqqryq1q1ZIJmTPpYp05s1JZNczR+xDvas3ORWMucsqyMuGLRBFtRMR47q8KCi1oyb6y5LJ09udlUT+4BQByOHPO7AAFSN36ohKkjghPxIvFrjGx5/YDkjzVA3EHndfIeeAaO2fdvgX3uw9bByr1pN/elPf0pSJ/8ObvGApyQ1tg6JAGTn0f6Ix9JEykQYNM26g7PkK22BAkSUAJ/pEnU7sZ6IAh0U83NB8hzLX8cSJMuVfpzch+gSSKEHtImy85WlJ4XEfKJK5k06lMtmzdfp07cUFpKlYUIA2BAKbgBEf0nRAWqvvuDKqOZN6jfuAGh6gJCoOYSIcdIgEiQgI4E2ByMSJMOO2BKAnicpx4SsKSM53OOfUBaWhqc2P1+rJ7IUrP5BSGALjNqGLBB5Ua1DjbIRpMKkQ5xFEeCxC6ZklKtwsJWg2RBQYtJk7G8RhEFKDcHQDaZa5S7+8RzG1SIpJnbaMC0gZsgNfYPxBj4nrEEQ7BJAsVvv8F/stTSy4QRbpvX/UczcYAkfpFA8ll3gUHymQ3SxPS0M67eHmyQQZLs7QrO5MH2iGqNZIDNiamFYWoio9x8qGxRsbBNIkUSRPfC2c0aN+ItzU8eYXZAIEnHoQP4KLR3GJeyOGcSCvBErTJ/ywBUVN/PPvwf+vCtn2n29BG6nXJQRw6v1tgR7xloTPJojSsr/aipu6OHvqt4/Kw2rZ+jUZ+9pXOnttoiWllph7Xp82SdObFFTY15ZkNcPGeUjh9er1amD7bFdebUJk2dOFCrl01R7f1bKi+9qE2fz9TKReOFG42HSzNIMjgU+VzSqfOyTmlW0mD7Ywjng92VzkOnJOFmgz/lwuSR1va+3nLlx85q2cKxWr5onGLZJ7WWdXw++LlmTv7U3h9/GFxLp8NRPTvtaCRNBWmL0dujB9fYO583a6iSJnykcSPf0fUre0zt5x3X3E+xtbg//ej/0o5tC7RxQ7KtjTRn+lDFzVbLQFf/H5e7YNF2YEUdxO/saS+yQLoWQcedvxkVJlBEFP0JaRKbIW0GflxLHfxObIELv7X/UfItkCjv9/NzPDMQ4jygBE4EknBIuvQGmJDeSECRRBm3WQJDoOmw5XukDPkkIgAhPeJgbu4/jWEmDhJySxQZiJFyEr+1t8cB6cAEmr7ODecYwGFkG3WbEGrVVde1ZvE0g+Si5Nk6dOCcMtOrbV3pKhy9q783IN29GwZvACVg9AEcRrtzctpttDszs8XA5pBzQOJI7mo15wAlUiRwIyE9olJ74jry/XokTGDpAAaaHGdnN7+2e3LMomWs011UFOZlF5d2h5k1ZUw1DJF8HJTp6Q+FpFhR3qPc3HrF49gbsTs2KhZjQKdehYXB/QcVHBW7pLhd+XkNiuUwst1iA1y4AsVy6pWbFUmS2BsJV/byeVkYvX5eFmbdmNSInbHUQIlbz4veQr18WqSXfUV69bRE32KrTBjkCaPcwVcSWyTqNnDs64iprxN1miVg43rWQ3SfYI/seJJjYdOQKEPAi5j5SuI8zgfoHx4fHx2ED/XunetauWScRgz+hb7ahartTsPBBacToz7qHG41CbNYgKdJD/jkIXGaw3GQJHFtGT7oF5o3c6Sy0k+qrbVQRw6v0YykwSEKOJ2sJaa024dMCpwydrAqKq5qx9ZFGj/8PWXePqLOtmKVFlzQ3u1LdO7UNlPpr5zfqaXzxun4oS/CYNCTQp049oUmjf1Am7+YbR2atasPfbVKi2ePVFHhBXW2EXg3SDnW0RnA6AyBNfJzz2rG5IE6dmCNSZJAwTsTA0g4wVPf4X2rNGfaEGWlH1NXV4nZIFnEDV/HXVvm2xo/wz75pdavnmHBGnhn2ADpfEe+Wq492+baPnU7dAryzuqLNTM05JP/oQ/f/jMtWjBGsdhpU8cBAyo3A1FTx7+vwR//pQZ/8pca+MHPtGXDHFsR0lZWjKR7pD33M3VIATD/I0PFZ+Sa3x8I4X5jASgibSJIksGs4oB0YAITwEmbXHrkGdj3RFneLcdcz3cRoAlgw8ydIBWGueOovBw7MAEleXyXtJFztJPEPv69QbIMMS37pcxIcqxLV9eTfLGaKHWSAB5t5zv39pEHtGkjW455Xz7jBjslEi5SqAftZYrk1nXzNW30Z5o3fYYO7DujlJvlFjassorFr8K6Noxu4/rjgAzzt79Vfj6uPd3mGhR8KINdEpAhGQI69oEkcGQf2CENkoAh5xIB6eeQRJE+qYNrHarkUzfwZC0allXIyyOqUHAcx82HwRrU7dxItUbNJtnAS3aDmJONdHiv+oUBNC+3WdlZDSZxEhqNcoxsc01uXqNJmwXMzAGg2Y8VZ2na3EZlpeMn2aCi/BYNQJIMo9Zl+haH8pdhEOfVy3J9gy0yWhjM7ZTPCMSLH2RvscWVtGC7CZB0td0HdmzeNss3dMXVZ3O1cyxcGvldT4JEySJkxJP0wRvgyBRFJEwg6f/Ubdgm2+Nmp9mzY7FY9Q9HZuwwrI9DZ6bjmbG/syjEa4yM8P7BGXAiG54Dk48NG051JfNej9o6189776i2OlVrViZpzfIpwn2Hf++OJwW6dWO/xgx9R3OnjVBlxXUtXTxBk8d+rOKC87ZcAz6KO7fM17nT20xaTbnxlebPHKGNa2ep5l6KzZpBwhrx6RvmokMcy8cPM3Ro30pbpOva5b3q6SyxQBlh5LZQPczcecK2RDkZx0yKO3nkC1vWASiSPNAFfpF1tRkBunNH6/L5nQYj8k8eWa9RQ97Q+7/6U73/q/9Tk0d/qPSUozZIxrtxCbyi+IJFl3HocA7gND7OVnnJVW3bOEcb105VbtZxk7heA6gp15ycr1/eqfmzhmj2jE9tYAt3I+yMAMlgGkl9Xi82QAAAIIEVyWGG7ZkRYiRMBkFQZftdqPrDsjkQ2dIevgfAwj38T8SBz3P5nwv34tjPcV8gCayQODE1oOZj+wNG7AMxYOhwc0A6CA3qEdz9j923fM8AlmtQsYPUGqDHnwJtxhbJ98Y+WxJtIfF8tA1Q4lDOOQ++e7fysgXkpc5De1Zr6pjBmjVxgnbvOKybN0stwMOdu69U++A3kb0xxGlEcsQViC2JmTfA0Y+ROIGagwwJj30kSHfpAYgAjnyAidpNOfK5FkiSh3M611DG1XGvm20sFuJTonYXF+NexGBOj+L5IbJPLK/FnL8ZVMFu6Co3x9lZj8NxHlJjiPRz80a1qeKFhU+UkfFQ165VKD2NSD+PlZ5aa1MXy4rbDYgsBFaUT8Bd1rqpV2G8WQOIF4kE+eplhW1ZwgHJkhHtMKqNVNk/IPPaLegpkCzSC+Zy4ycZLT/LeXcqx7EcZ3Jb/8aXcWDbE6YqdrGUbUdcPeYj6cDkPPEV8+1D5IPi4+KjamWmRXehstKPaGbSYA0d9AtdvbDTfC8BIx87nRxQ0jH4wOgs5HPMvndmOgQuJBxnpR/Wto2z9ZhlYztK1d1eYhIaM1GmTfhYxw6ue63S9XaX6OK57Rr20S+0KHmsigsvasbUzzR22DvKj53Rk7a40tOO2gDQ4X1rLIAvAQdmTxsiBlvKSq7o/r00rV01VaM+/aV2bVmgjif5NqBz+sQGLUgepn1fLjOboDmKt/JnEkbmea6+zjLlZR235z91bIOV8ziWqOjmON6Sr/qHmfr61Gbt2rpQWWlH7L1gZywrumjPumD2EK1cMl7nz2wxlZX34X8k7PO+uB/7JIcWnZdQbLg6VVdefT2wQccl0TnpyHW1aSrDFzPvrGqrcYgOM2ESIUlZ7kmH94ESfo/EezK1kLY41Byi1OO/JedpH/dHynK4OFQctpQnORB5Psp4OzyfegBQWF8mSHeAEbXZAQkM+SaBJPkuQZKPVwbfrNsqkTIpx7WekPqQQqmDfRJgph7y+HOk3bSPtpA4pq0knpE8bz/7ABNV2/9wzhzbbKsmzhzHMtA7dP5cjvkSllc+F4EugBbSHrZJ7I9IkWyBZWkpTt79zubYJtPTGw12Lkm6ZOjHwBBAkoAdECQPUGK/RGIkD5AiSTpUOV9QEGyVLBHLyouFhQSoYCokqjY2zWcqLuk29x9mxwBEEn6RqNw29xr/yGykw6BGA0/yLdp4Hio80dQbzC6ZlVVnbkJ5SI+5DQKSxQWtKi5oMzCiZiNdlhY90QDUbNx8Xj4rs5S4DyQ5DtJmcAvy0W+2SI1hgTBAGaKU26i2AxOAEmSXudsRJG29mwiS2CZRtRnRdjWbARkSHwsfWbBBhv1OpMiGTDFbhMGaJQvGq6khxwJ0AEc6EIlOQ0dL7BTkeQexckwNpFxLnhgIGTvsTV29sEe93eVqbszT7VsHNXfWMK1YNFHVlddDx8WJvLNIZ09v1kdv/YWmjPlYuNXMSPpMIwa9qbzsk+ruLtHJExvNV/DI/rXq6S1Xbs5JTRj5jpKnfWaQfPQwS1MmfaQP3vxzbVwz02x0Pd1lunltj/btXir8CpkKSHDe7ifY5oIExjOQcjKO2sDNsYNrbFEvwIiEyZbrLFza4ywDWWbqEQMHQAACQAd/TOqoKL1ofyT8WVAv74UyAIfk75L9cG1Yv4Z9zAFBMgySD+/WpR62wAoHdMoyY8d/C/I9+Z8Ynd/vQTl+O35P0wii35XztJH6AANgpR7q4Nn83g48u39k56R+rvP7Ub8/L/dLrJfrAJADl2MAhwRpf9TRdwnskARdgnQpkW+2H3T9I9CUJ9+BypZ78KcToIeKzbPnhndn/p/hT5720A6eGRCS/PnJ9wQcsUuGc2m6eeUrTR/zqaaNGaHVy9br7KlMk7IqKxlRxpcxBNVFGgSCwJEpitgnmZ7ITBwSardDDfUYAAI9tyliewSMHANO9h2AAJRlZ7mGawEiUiT1kRykXEudAZhAEZsmQTAYQQ9r1cTibQZAoAcgcfUpYamGPFTqMKqNbZJEHucBZfCHbDCYGjBjTRYBKCPtUVjXJrNOVRU9BkugifSYn9do2/KSDg141ltsIHRYOhjtOIojCSSDNBlGvv24H5JFQaqM1G7ygSULgQFI/CWZhhgWBKNDE5UFAz6O4UgTTMljcCa4AgXHcmJOAj6M4OkhElB7XKkp+zQ/eagmjH5PqSmH9Px5hbqJHmT/3gGMfFSJnY5OQvIOQQdkfW1m2tBB8vPOaNzwtzRs0M91/OgGHTm4RrNnfKYJo9+P5jUH9xKup94b1/Zq4Hs/0/CBv1B+/LTWrJymkYPfFKPFrM195vRWJY3/SAf3rlJnV7E5n69bOVXJSZ+afbC5Ka7DB9do1owhOnJgrcGgp73EglGUFZ23EGN0oA6CZTSyxjTzp4O7DG3IyzqmKeM+1MG9KyzyORKkzdapZwEzAm3Q2bCzEkS2X3ICFCQgQceiLoDjMOSYBJzYUtbByZY8sykmBN2w5WpxCo/W9GG5AQcMo+y8d6QcAMW92FIXZf74d6FdvF+HI78TedyX8lzL70Vy4JFPOwEN9bFP+cTz5HONl+XZKc8xbfIt+5zjnpwHbG7rA5AAEUkRydAhST55QNLPOTA55hqOAaSXCW0L74bZOkCYsgCWdjr0vG20hTzMQnzbPB/ngCHHnkc57MmUQ6LMzTyu2ROHavr44Vq1ZK1OHrmt7Mx6cygHPKx18+DB35k9MjiTB8kRaRI4EvzCo5UDOJccARtAcxACNoDHlnOseQMIkRz9nEuY5CORAkUv4/ZM6mORLhKQJCFJ5uQ028yaPOyJOIdn1ZtNERgCQocmx8ATQDosKZ+VGYLqIlWSkDyRNjmHJMqKiMWFbcrF6TynXmXFHaq+02fSpUmSrlYjMX77EskRiTJMHTQpEmfyl/3O5cASh3G2QfVOjCMZ7fexBGxYOhZIImUGSObbyDbTE1k5sb01U22tGeYzGSRIOiWqEx00DNC0NvERZ6int1j37l3T52unasTQt7R390qbEkh+O+GvWFc56lB8aEgXdA46AB8VnYd89tn6B8iIeFNDnk6d2KRhA/9KH7z93zTkk78ym9/pY5ssmg7ztPmwqaO3u1S1tanaunG21q2YqprqW8rJOiVUXwZLWP6hIH5eB/esNLW4swOXpAKlpxzUjs3zVJj/tUmI+EpmZx3RvbvX+0HEEg/RQmFABzUayLEEBEvPdrcVWtzM7PQjmjTmXR0/tC56triVZRVGJEokUJagtRktTTEDGHkOPN4Jiffg74j3wbvxMjwvnY7zJOAV3mUIBUf9NrIeAZL9RzUhEg/Sqi9byyg7CfWbLc+FKQAbL78XdVK//za+z+/nYPYtZbgGeHKd/6aJQOQZqIPzXrf//uRTluTPSxmejTKAiHOU4zz1owZj7wN2wVcxzI7h2CVMhyDwdECy5Rg4snVYAlfu423kftTLTB/K+r1pl8OSfX4LoEi7PB84ksc5yjg0kTQry86rtPi85k4fpcljPtXi2Qt0eP8lc48pK+uzpQxQs4n6jb0R1frOnSAReiQgpEmAiaoL/EiA748lQEBIAnJIjcCPY5c4gSDXIFWyJjf7QJP6UPdJlC0pYeYNTuMv7RjXHwZdUK9JwBCwATqi9uAIzgAMW+DIOeDHPpD0suwDQ86xDySBa5A2ibiO1BmNgseaVVXZa4AMwGz3gZtokMbmcbMaYbArooIbRJlFY+f6pyragEwv0cij2TQE3WWGTWSfBIwsI4s0SerpyFN3O4t6BYnyeR+SYkzd7SzBgJTCGi1MLwOUAC18cBY+rS1HbW15unZ5p0YP/aXmzByl+9U31d1TpI52ViJk4avg/8ZHRgdzaYCPhzw6GB+9dyIC3pIXpMqYHj1M04Xz27V9+3ydPLlRuTlnRDQgJCdb7yTqfIzGAoF47LQBzyS1ZqYrYgcNPoam0lZctTnTz3rKRXBeJEEGhpjrzTRH6vHI5sxjpi2AjPoACYBzCZG1uk1iawjScG7WMc2cMlhH9q82h3PWCOdavx61m5ktLt2Rj4Rpo+UsQ4CttpH3G+DPO+E9ASMSnY6OyPtyWNE+OiGBhIM6n231uw2U9gJB9+3kOR7cS7HAGQCS9nAd59ln6QPuaW2JVGzux70dhByTAANlyaettMV/V46pg2O30bEPQMjnWgceZVFnGfghz+Hr9+Xe/i44D+hRixmw8cGWIO2FdbuBJPBzOAbIBVsl+S5hku/n2Hrb2foADc/GdxraHFRw2uNgdIkx8bmAIe3kGn4vJEjeQfCXvKa7d65p8ZwJGj/8Iy2cNVUH957W7Zv3VFb6NJLYwsJa+Ezi+uOSImDk2KVJgAfYkP6QAoEgkAN6Dj8gByTJA35cAxxdgvS6sTdSjnOUxQbJMeepo7SUwSKgTN2tSr2N32Nd8IGMIvUASxJwBJYAj+SQdCky5dZ9Ow8USeTHcpuD9Mg0xqI2FRag+ocBIOyZ+fEWFRdGo91ZdQbLAaZGPyvR877ikJhfzZo3vUWvB3DMTsmaN5Eabar00wBTpE6u5RxwDb6TDPyU6RX1omp35Zv7D2o2bkSAsqUxTcX5J1WYd1ylBWfU0sDcYwZT4jayzT7BLoBkR3tM+fFT5roy8rM3dfXil+rrLVVnZ6HNuWbmDCBDIuBDM3UxGkklj05F4kPkw6RzkM8x0cxb6YxtBWqoz7YgFz5Vg68AACAASURBVMRsZH1tINPSkGduRICYQA9+D3Mdag6SHnAEeMShdFWR+JGUBYZIqyGFoBuAmaUdkPq6nxTbfQAYwAEuDkrKcR9gCazozAQBjmWfsBks+79cZhIjEiRlgKGDiLY7ZNlSJ4DiPDEmw0qOQcrmffDe/P3Q6bi3x8Cks/L+yDcfx2g9He6BREmd4V3l2j51k+8SJJDkmDK0wc5HNjc6Offl2WgDUOBeDjDyAtzCAJK1oTVuEKRdXOdgY0t5fmP2PZ9j6qRuIBXsg+E80PE6iLpEWQDHiHaoK0iQwBHpEE2HfdRswBnKRs7ikXsa50iUJwUwAvp+1Zvz3I9nB5TB+TycZ4YO0ONZHfy8J4cmW9qNDZJn9GPgSHlTt+/d1N2qa/p8xUyD5LxpU/TltkO6deOOCovCoAhrxODXyPrbhEcjIVFik8Q+yeh2PB6cwQEkQPTVEIGfS4rYNP3YVWzyqBv4AUyXQAEskiP5wDQWC2o60yBR6ZmbDSSBJep16u0aU5fdBsl8ahLAQ4oEoEQfB5ocA0vskEARgLKtZAXFyG7JucpKAN+qeH6L+U4CW66Px1qFOxCqN3ZJJEkC9Q4wlZlYkTbwAiAJgcZodbA/9kcl75ciASJ2yR9eVeqHb6v1/asqkzi/YaDnRZX5BtayCFNjhp4zb7sbCStHjY3pamrOVGHBCX25Y56mjv9QSeM+0KI5I5Sest8cyIkhiSTpPpOo3XfKLmvRvJH6+J2f2VQ7IgExyt3Ckg2NuTaCzDKwfCzYGnsAU0eBTWFEcggqfFCp+PD5MIEOEKM8CWkNCZA1soEk0LRO3ZJvKjSO520tOJ+HwQ06MXY/RiF7OsMgA/VRL4BBeqRj0gHx52NwhHNAD8kPyc4HWrgPLjzkY8ejXgDV0xVGtQ2WgKMN6btE6bcOaMKod82e2dSQa3UBSkDrsGIfOPo9HLyA1MvQwXgXDpQAK/6kygxStN3Ph+cIfzbU+Rp2dSyDGqDr87KpHyhifgCIJFRxHOItFuMDfAIzTDqm8zsoHW7+J0YZ7kvy3833gQTvhXdOG0lAheT7vP/gUhNMCcCHbwH11uy10Zo5PD8mEd47Ux2BGufDswO5ftUZ6Lk0SYCKumiUmgFGziE9kpAy3dbIMXUCRj+HdAoY8e8FyCS+VZ4zzNEOkjDvhGfiXZCAIM/OlnOAkkQekmWQJlNspPxxXZr2bFumiSM+0YwJY7Tli526ca1UsfwWkySxSQLI6uowYFNeTpxJ5mujfrOPC09QiQEYUAOS2CMBJCB06dElS46BIq4+JKRF8vxaYAsggWZRES5ASJVEMg+LerFPzEii++TkNurWjWoVFCAFhiAUpSVdBj1UZ+DGFlUaddwlScAIVAEi0ASonKMMcSTLyjoNhvmxVouxSXBeHM1xMke6dEgyup1yo0oDTG3uwYZIx47cd1CboyUaWptZwiDfJETmawc43rEfPZZ7Uqk3v1JuxmG1t+SqpuamDuxfpQVzhlv06h1b56ipMVP1j9N04vgafbl7sQ4fWqON62fa7JK1qyZr2pRPNDNpkL7cMd/qZKYNTrgdbXyMwaazbdNsDfrgLzUr6VPdqbisjo64WttyDcbAkYS6TQciGhAxIjs7CyzeIR8ms3X8o6dDUg5g0Qn40Pgw6ch0biBJajG7GiovKn1RmJ1DpBo6ZTSAw/VcC7gcjuwDOLZ0YDpqYgJWQMZVY2DZ21Fq0YXo9NSXeL1LVGwBITDNSDmoyWM/EKPnSL+9kR3yaXf563p5Focmkh73JBKQS5eAjffgoHRYAWIkXNrB8/EMDibKkk+9PAcgpB72HcLc16HIeW8DfqBI7Lg78ceGndXrpl7eH52ce/r92PofDfu8A+6PlMU+UrvXwXn/PSjj7QdEQZLjdw4AQ5JECkRN5lvjOlJ4/5RDegx+ibSNugPkwnK0QBKndg9zRj3AF0gCRgDIzBfu48kB6ZCkPndzowz5lAlxRMMIO89OuxyQPDcDM3yzSMXk+xZokgAqfwIMONXW3NKx/V9o4vCPNX3cCG1Ys0nXLhcadGprf61Hj35rsPRRbqRI/CKBJOtyc8wcbpf8ABswdDAiKQLCoCYH1ZoyABGAsk9y1RspkmsdlAG8jGQT+TyMuBcXdyubQZXsemVlPda1K5UqLu4w2AE/pEikQqCH9AcMPRFZnKg9JJciOcexq+C4AVVV9amkuMPgSp2As7AQEwJRf1qVl1NvfpJIkYxyD2DWiwEyUpkBIZIkkNq7a54WJA/VxTOb9O03FcLBvLszrpSru7RmxWSNH/2uhn/6c00c/bZWLBmnZYvHafK49zVu5FsaOuhv9P6v/pv27V6keP5JrVw6wcL4L1k0Tps3zlJuzjHlZB/TyuWTtHzpRG3ZNNsCufZ0I4kFJ3I+vpNH12rsiLc1ZdwHSrmxT11dherozFdHe7SONSDC7Qd7WhQyrbenVB1m20RFDKoQ/9je4fjI+PD5oNg3EEU2QPatMzJg4m447QFezNzhOurxTsg+ndXVbDoaqrfX42Dx64LTN25RFQYu1G7ghy+klW1ApQuO8dyDPJLVZyp1XLmZxzRhxDs6eWSD2rBF2mqMhSZRAiiACJyQ7BxS5AFIV7k5Rwf0PwkHBc/D/Wiv/5FwjmMHEu2iM9NJ2XKPRMkSOJLcFsq9yksuqCB2xpaNOHF4vQjkgZ3Vn5X78nv4vTnmniTPox2UIZFPGf9joW1+DeVpI1qIS4FBSsNcEhy5+S4AFXBCCuMaEnV7PeG5yed5Q5xJ3hcwZHok0cuZPuiSJeo0kMSO6XZKh6If+z3JJ4/yXEf9nONe4b2mR3PTw+wf8kJA3RDNnXbQbvJpM1u3SdImZuHwp3Pp7C5NGvGRpo4ZorXL1uryxZhi8Wbdu8861jiSE/mHgLthmiKh03ykG19JBnNw8QFoAA8gIh1ynJgPPDnvdkjf96mJgBNYBjtkCJWG1Ijt0eZl53coHn+iWym1uo2EiHpsjuKELGPQBWkw2CIBn6vVgBKVO6jLLSor7Q62RyL6RMBE+qyoYEEwVP1e3b3LgFSX1YsLUUkJ6+SgarfY8g1IkDiTsy5OSSELgfVhjyxRd3ehHten60HtrdczX75YM1mffvgz7d42zwZu2loydfTgCotsvXnjbG3dPEcTRr9rUXhGD3tLs6YO1uVL25WddVRjR72td9/4U23fmKzy8ktau3KKZk0dpCmTPtTpkxsMaoQhW7p4rObNGaFNG2ap5v5NdREdqAuVNkeXL+zQqKFvaszwXynl+lc2fYto2O0AktFrVEUkCP5x6TBIdEQbb6fD0LHDqGJiWC0+JhJQo6PxgaFCAxrULTqtdczGICnRYZAK6XTsO1TpnORTD/kOSe+sdDCuIQUpNYwKAypPDhG2gIbE9UhzXAekqJsU2sTgV4Fyso5r0qj3dGT/GrWamSD/9ag2YHfJziU9RpKBJEDmnK3NQqzMSFX1Lc/OcwELtjwr53g2kp8nj/Y1N4aQZ8zCQaLEnxM7JM/LvXlOohGtXDhBE0e8qxED/1rvvfGneu8Xf2L+oDblsDVAMDxnkAbZ5/05uGiHJ34vf7e0ycFGm0iUs6g70XRGgAaEABD7QNJ9FQEViWt4HupCouYeATzYBRng4XcnPzjKAzLqA3AOPb+P/ykH4AX7JtdyX5Ln+7fJ/R2ynOeYMl6ec3yvLun7O+EduYpN2ynDMao3sDS7ZPUNZaQcVdLogUoa/ZlWL16uc2czbEkDVhl0FZfR5Opq1OvnNtKNPTKMdmOvDFGBXIIEduz7iDRSYaIk6ZBki5QJTDnPNdgfXVVPlCJzclqUllanlNu1ysltModx1q5hn+mHSHtAEOkROyVgQ5V2OyNSImo3UASgrnobAIs77bqSEiIOdZr0WFrKnHGgGCTTouInNpWxIL/Z5mrjXA4oY7kNqq56qgE93fnKTD+o9WuSNHXSR5o5+ROVFJ62gZvNn0/TmKFvaPfWeTYx/9rF7Voyf4x27Vhks0sO7FthqjJzm6dO/EQ7ts03n8X6+lStWjFJo4e+qeMHV+ve/ZtauWSCxgz9pWZPH6yiwrPqe1piQF61cpKmTvnEpMsHtSl6+rTMQHnj+m6NHfWuRg55w1bjC4tzBQkTGx8djI+Dj4UOzcAN85Pxl+QD4yPkA+cDxWaY2Mm8swMh7JEO2w5WRsQfkKAJTaGj0vEcVg5Qjj1xnjZw7CBB5eR6pCukKIDhUimqLOc5BxRd6mMfqFAXeSZxRgNM3Jf7AIeejkILlZY07iPt3blUrU39juTAlnq9fmDF4ACAZSlcAvTifgMokawdMNRrdXcS3LZf3eX98m79Gdnau6Y8TuIWEDim+9Upunpht74+vlFFeadtRg7PTcJVatywd0wbWLcqyULanTu9VXcrUywI8OmjX+jI/hVmk/bBCvtDiOyl/G7eJvZ5P7SDd0058ng/vV2sjc46RmG+NH+U4Rvo92M0CTDBHcfBR8AUgMf3Emx8YU0ZgOcg9X2HHMdcw3mkQI59SxnqJjn0aJdf6+USr+V6ylgbo+hHlOceqP68G5JDki1t5R0AdD/voOQc+0Wx80qePFRTRgzW0rnzdOr4TWVlPlBxUae52mCXZKAE15t798IKhz7jBtUbN6GwBk6YQQPwAByQRFoEmgCRLefI4zx2R/KBYpiGiFN3cA0qLMQ9iNk4RPXpUnpGnbKwIeKv6HDMa7Zjn6+dQRDdPABKLMkWS3mxyB8yr8mgCTgpF89vVV6c+4Upi4CzspLpjdyXIL+dKi0JM3WwQZaWAU1WVQwSJA7lxfktNuqN5Dng6pWdWr10vObP/EyDP/yZRgz+uUqKTqm7M1frV0/W9Ikf6fiB1crPOapFc0ZpQfIobd08T2tWTbXgBqtXTdSSRaM1O3mozn29RS9flqu29obmzh6uccPf1tcnNqqi8ooFlf3s47/U2lWT1NYa0/Pn5Xr48LY+XztNM6YN1s7tC1T3KE3dPcW6eGG7pk0ZrHd/9WfatW2Rffx93cHuh2HdOxGdmM5AnnV0Bl6i0Fp8cKFTBbsa/7SU51rK+oCNLcFAp2+N62lfuansXSZNAZtwrUOKLXXSQd3maHVFkhd104mBENADWOwDCwMnUl+kCrvERxnUbc9npJyyuAn5/bzNof15tnYM0X12bVmohsfZJiFyPxKg5HrAHO5L5JyYLXl64cxWnT25UTV3UywvAIeR5GB3NEBHajWdECDSBvtDMBen8GfAOaYalpZcspBrxJacNPo9vf3zP7G54U+awrOXF1/U8oVjNW7Y2zp3ZrtaGHF/gskiX1fO79LC5FEWUejtv/kTW4XxTvnl139IPCv38XfKluPXf0SRpEmbyaOt/JH6H6SDChABHrYORYDk59kiKbpk576Q5JPHlmu5hnKJ9QOwANf+0WzOcw2Ja6iDRBs8PxGg1O31OsQpR4i44D+J7THMtsH+6O8FyRJ12gHJOfKQIH0ABw2isuyqFswYrUnDB2rhjOkWDSgt9a7yC1pVVfVSNTWo19+Y2o1kGQZVCGHGaDfRxb9XYWFYCRF7okuN2ByBYJAUUaVZSRH3HeyWDNa0KSenSbFYq/LzmZKIqs163GE+dnD96TBncSDJQI2DklBoSJHkoXaTOGdQjDUbIPML2pTNEg15TSou6VRJaZfBkXyOAWl+5A+J/bGoiFHxJyFheyx8YpIkEiaSpQ3cID1G87VtZDvrscrLOjWAkeVtG2apMH5cly9u0dVL221Z1672XG3+YoZmJQ3U0f2rdO3SDnM7YaZH8oxP9cW66bpyaZeysg5p3arJmjF9sK5c2q1vvinTw4e3NHvmEA0f+Ne6eHarbqcc0NQJH2vE4L/WwQOr9OxZhb755o5q7t/QyhUTNWnCB1q3Jkl3Ki+r+u51JU38WO+9/edavnicaqpTzCWI5WVZKIyPhE6BNME+o8ZIRXRm/A0dknyY/kEHZ/Cg+tLZuM4izLCPCwY2HZaYrU0Xyw+UFF+0QSEDbyRZ+T4dlZFrOiX1UB+JNpFCZ2ahp7ipnU11RK4J9k1GeB/Xphk8HaDAEUi6tMn1ABSV2/YjVRPII+m0t+TZqoOL5o7Ul9uXWCAL1GiHpMOZ+pAkuU9HS1wVxZe0eM5oTZ/0sWLZp+z9cb6q/KolRulZoIt3GRZkC6P0TfU5qii5ZHEyaQ/vGS+Ay+d2acakQTqwZ5XuVt7UmqWTNeTDv7GAHdyTduRlHLd7Thjxnm7fOqQn/Mk0xZR665CSxn6gqRM/0vq1MzVs4BuaNvFDFRWcsT8Z/ojo/P4H5MdsSfz23hYgSTny+MN04DmUXLIEZgyohJHtfkkPYHkZ4ORSXiKwgJ0fs3WJzyVFQMf3xr3Dn3Nw5Um8hjKcowz1cWwwZPmRNmIYEAE+DDJSL+e8nE9dRFr0ARq2QJH3wXfIMd+IA5JtXW2qKsqvaM3S6ZoycqBwA9r75Qldv1oiVMu7VYQ2ww2I9WuCEzdSJcBjwAaXIJZwxfUHdRlpEbjh5M1AS1XVU92r7lVL83fq6vhRL1/8nb579Q/69Q//pB9/+Ef9+sd/1E+//if98H3I+/abv9OL53+rzvYfVPfoqe5WdVvE8BjxG/NbLLq4qdjMmMGNJ4pADiSJJekSZFFxtOBXQZvBvryCdbi7X8PSy/k2qNdtdo+CwlaDIhIlNkrOAUqcyZEkUbWZZQMkmctdWdalAUsWjNO9u5f1w6sKW5+GpWRxCM/LPao1qyZrfvIwnTz6uVJu7NHMKZ9o+eLxKogTxDVH3313V83N2VqzcrJmJg3U/r0r9epVpe5UXtKU8R9oyEf/tzJSD+nE8fUWFmzooJ/ryIE16ust0YsXlTYavnr5RI0f+65Wr5qkI4dXaeXyyfrw3f9u6jehzp4/LTdnc6RFl2zoEMCKLR+YnyMPSPIxkvhw+djCYmFBpaRzIT2yVgygTEs5YNHBx498W2OHvKvRQ96x2TPBThlUXDpigHAYQPEOilTkajfb0J6gNrc2MJ0wfMSAEHDYtpno6mGEm+MnzUiOzAAKNjykVz56V7d5JjoD0GCLmSGee0qLZgPJxap7kGHSI1BylZ4tiXu603jN3dvasGamksZ+qJRr+9TSErMQ/xNHfaANa5N17NA6LZozXLu2zldRwVkDDxImHZTF7nHDYqQ4SEq5IqAvc88XzhmjivJrOrBnpSaNet8kf+ySgD8/97QWzhmryWM+VlraUVucjMDEk0a/r0XJoy2y+ZnTmzVu5NuaO32oyoou2Dvk+RMT79ufn/eMFM+xg/T1ezezRHDhcYABJQDJaG8imNinjJezc5hesDcyh9oi1mervS18S3xPDki+K8p7fWz9W6M+QMuUWvIBHd8g7UiEKLCmnLfBgcg9KJ8IWPZxbAd8DN4AQ1e9eU+o1UiSqNj4StZW3zQnfjSJe1U3tGPTYk0e8YmSp4zT9s37dOViQQjeUMKCW9gjmY4YYIldksEUopYH1yB8FgmC+0z3779QU+MrPX/2t/q73/6/+t0//7v+9d/+Xb//z//Q7/Rf+hdJ/6D/0m/+69/1w3/+q777j99bYp88zlGGslzz+3/9d/3un/9Nf/ub/6neHsDZp5LSVgEy1GokRwZxMjIfq6S0W0iJ5CMpBlCGZRwcmpwrLHpi4ETtzs6pV1Fxm8WLjMeaVVCIlNlhsSWBIzbK8nIGjlpCym9WPNZo0YEIcAE8Ge0ecPL0Jj1njewoms93L8t07+4VbdyYrLmzhyl52mCdObHJIDll/HtatXSCxWn86aca/fjjfYt6s2n9LCVN+EBLFozRrWt7dXj/Ko367A2NHvKmrT1z4uh6m2tNaLAThz/X094S9faWqL09rkMHlmv9F0k6cXydVi6foA/f+Qtt2ThXDx+mqM8c3EsttmT4tw0RfgIM/eMN0g2gpBPz4VHWIYnPJfEN1y1PUmH8rHVCJA8gWV+XoYWzR5q9bPqUQVq9fIIIa/aw5rZB0XwVI+kwSFBBnaajAk5so3RQpK/QUYOUhW0M4z4fMJAChibVNaDmx8wFBoC59IitkPMONqQDwOAJOPLM5LMtiJ0OkNyx2KZFIqmiYrvkSL3uu0gbCOKBlMhaPDMnDdL5U1v18FGGzp/dpsHv/1ybvpijr89s19ihb+rdX/4fNjBXc/eGPaM/R7ABB9WVZ795ZZ9GDv6lVi2ZrOqqFIPsjEkDtWHtjDCzqCHXoqMT2HfU0F9p6+b5Wr5wnMYPf0fzZw5XTtYJi6351Z4VGjXkTYt4zoCKzSyykebw/rgX75vfzN8LvwWgIM89CXj/4TcJqjPQSgSPA83+NCPIOTwdeg2Al+/icZba2mLqJCh0B54M4bmBFclVbADHMXU67Njn2+Mb9OuCSSh8k3yfTHWkPO0LAAz1A1Fvp0OXbSgT3H6AIe/Bn59vgzx+Z5cigSRaC98As56OHdqgSfhKThypzV/s1PkzOSY5AR5UbWyRJABJQnpke+fOM9XWvlRH+4/67U//U7/7l3/T//qv/9TvJH3/H79X27/8o+79P79W8d9/q9zfvlDGT0+V+us+pfy6Vzd/7NWNH3sssU8e5yhDWa7hWuqgLuqk7n/553/VTz/+g5qbWPCrSRmZD209GwDpkASKAZRdZsMsQHVm0a6iJyop7TTIpuJonlWnQptVE1yASsuIZg4Imw2QrHMDLFn3BtskkczzYo3Kznykokji5PyA02e26NvvKy0gxctnJXr84Jb27l2iWTM/05zkoZqeNNAM8lWVlzUvebCSJuDEvFIN9Znq7ipSetpBLZo3QjOnDdb0qQM1a8anmjDqLY0a8gstnjdK5SXnVVBwVqtWTtbunYt0v+aWnj4tttF0BmnqH2co9fY+7dyxQBPGvqulC8eJj/XF03L1dhaagzmqCB9dmLUSXFT4KAIMg6rLsgqozvu+XKTLF7bbh8W/Oc7pWzbM1Idv/syibQM2Pjo6FOuyDBv8hvbuXiZW/nv46Lb5KzIowZSurLRjenAfd46YgYZOea/iun18fLwVJRd06dx2paccNqdyOkfN3Vu6U3ZFBD11CAK/hzWpBoWW5pgePsDxN0358fOK5Z5WdcV11Val2Pzm+1U3oil7QXIEijwr7TVIso5M/lktSB6ug1+tDsvdRrZOIIn0gBM3HcQkygisqNMnDq/TxFHv6dBXq/XgQZrOnd2hSaM/0v69q1Rfn6v020ft/Mfv/LmyUg9G7zeYLXhvACB04lyl3TqkccPf0eK5Y1RedkXXr3ylaRMGav2qafZegDZ/BEioo4e8oY/f+TMNev8vtG5FkvKyT4gJASxrmzxjmD796K/F7CGPRmRgj2yOAJFnR51EYuIc7wQ48LugXbDPb8MxZfl9+WZoK98Iv5VDDDCxD6w4zznKkMd3Z0sE4/jPUsbtcdOY6uo8CG7QUvrBFaRJ7peYeE8cs3VotraFWTpEIEeK5HxoW3Brov08F38UtIXzxEnlmHKYWnh2nhVA8i34MdIjUjX5SJr37/INBS+Dmrs3denrXUoa8Ylmjhuuz1d8oZNHbtoiWNj8WL8aFRtYWrSdoi7zS6yre6Hvv/1H/f53/67/pf+tv//f/6HO3/+Tyv7he2X95lkEwh6DIQBM/+mpcn7zXPHfvlTx371S2d9/p4oosU8e5yhDWQfpzR97bJ86qZt7cC/u+bt/+Vd98+K3qrrbroLCFpMQkRaBJLbIYLtsNJtlsENiv2y0tbc5H1KjgRKXn4rKHqHaE4+SSOXFxU9UUcG8c+yXzQZKpiiyTz6SpkFy4ZyRFg3nu1fl6ust1J7dyzRu9AdavHCM5s0ZrmmTP9b+3cv0+FGa9u1dpElj39K0ie9r1ZKx2vz5dC1ZMFoH96/Rjq3zNX/ucC1bOl7LFo3VrGmDtWjuKJ04slbNTRlqaWY51Ez1Mae7O189XYUmTXa2F+n/o+69o7Sq0n1dxrh/nTvuPvfsfXboPrt3d+9OapvaLElEkmBAAZGgglnMARNiVhQTgkjOoRKVAzlniqqiciIrQSiCpMpVvzued6636tPuu/vcu88Zw2aMyUpzzTXXqrWe703zneM/fkY9br7cciSmpHxmySzKSxmREl4+Xkr3bvMrHtS+dAu65uXiQwJshAYxB8vrox+0j8WlyTdeHaEu112spMWftUlnnJOU8Jm6dbxUEz5/2V5K6qOKT570mu7u21FXX/JLvT76ARsFw3BA8jj27Uai3Kc0Z/p7enB4X3W59g+mohNqsWbFHD316AD163Gl3n79ES3PnqF1q+YYNBfMH2cZzfEEb9kUb8ceHXmnTW0w/v2nlZM+xZxcTN6FU2P9arJMz9aWDQsDNLcn2QdQuJPUbp9YZvL3335SmzcsttAboAQgATMFQLGPj4kPC2mTdvvfeq3eev0hrVmzQM+OGmjOtWmT31RBYYa2bUnSEw/doRuv+pU+eZ/sRCSZCKNWUPdcyuFjnj75Dd156/V68elhWrN6rv2gDLq9i4YO7G7DJhnBggRNAhDmDnrp2cEGzOysKcplRMr2eI0f96z69rhWD4+8Q+npk9vGsjsAuA5/Xz5+pCVXrwGhA5E61Kee3WeMI4S+u5fbweWQdEjxN+eYTQa3M1GFhaltBVMS87Fv396uFvMMOJfi71dICox9Gmm33Z7IusF322Jrh3cXOHufaIPt0O8gOYf3O4QMcYw6XJN3nufghXumuJrt8ETl5gcRCZIfSv7uc2e+r8H9umlw31s06uHH9OnH0zVv3jKlZeyyibRwuJDUdtWqShXkH9SJ42fV2NSss2pV4flTBrjFh6sE0JAKE45UK+vYfm06dVhFZ0/oYN1Z1TTU6Vxzo+pamtXQ0qKmVkprVFpsH8eoQ13O4VzaoC3apG2uwbWAKtemDw2NTTp29LRyc3dr6bIikxAXLtqohMRtZqfEmw08a6mmoQAAIABJREFUkTSxbaYDvYx8kyyXrygXEiQqfHIKyTWYTpbAcbzcAZIsASXqNZAEjCaBZhKjWagOt3S+2OZnZnrR2TPe1r0Du+vxR+5S3OJxGv3CEMuD+MrzQ1VSlK61q6bp03FPmNd7zOh79d6bD+vriaNt5sFVy6Zr8pcvWYD4pk0L9dknz2n080M0Z/pYlRelClvn7oowZUMIYM9UYWGypnw9RkMH36IB/Ttp/vz3VFaWbhIkajLZf3gRcSQEZwLOGgz32CczDJJBHUw0+2JRYbqeeXyAxrz8kJ3HC8YL+faYh9Xl+ks0d86H9mvNB0U28LSUiep63UUa9/7TQV0uTNOEL0bbvC1PPTbQwNqn+5U2HzcfHDkYO13173rw/n4a9fDdGn5vLz00op9NFPbhO0/ri/EvmmTVvdPFFgmQkjhBK5dN08L5H2rA7R1t7PmS+C+0eX2cVi2bpScf7q+bbrjIpk9445WRGjagm3p2uUzDB/fQvNkfCCmAehvXzNfGNfO0ae187dgSp/lz37Pg+nffeFzYGoMXO8xrAyCxT25cO9/q79yaoFzGCO9M1eJ5H1rM6RMP91d21nQ9/9Qg3XnrdZo9+0PtKmTK3iy9++aj6nLd7zX25Yd+4CBDakGa4QcLb+uUSa/rrn4d9cYrDwrnFPbEwXfepEG336S4BZ+YzXP7lgQxLS8jbLYCOiIMCNUqyVJy4qdiSt1e3S63DOrEu7pdF/DxI8bfmMI2gGTpgAQQbP8QMIynDvZjIEpfgaJBMArVYR8F6cwBSZ5SpEaSqOTnJdmPeQFqbkGy2dxpw4HFup9HuySCBqbUJxkK8M/LT7KM40AzgHGxdtpMiu0JMRjVQ5o0bL7cG/1l6T9EvLe8v1yDawfgtof6uE0SaLophH7RBo5ItAkfM8/fY/idPXXPrd312P33a/wHE7VgTo5JZCSyXbGiQgUF3+pUzTlTeb9rbtCG00eUcBRwBUkv+bvdWnPykCrOnVJNY53qW5r1v+ofbdEmbXMNrhUkzXLrA32hT6jjJ46d0abN5UpMCuq0e7dXra42UOIFdzV7+YoykxwBZtKSbebBBoAA0aVEjlmcZGquTTMLKFG9mf8GdZxlhx5dL9Gtt1yh+4b2MtXn5dEPKDtzsvLzEvXhu4+aHWnujLd1cP9KHdy3XFXlDB8jCW34YPZWr9DBfSHFGuO9v9m/RqRc275loVKXfGr19pFBiDHc5YANKZI0ahlatnSKHnnoNt3c8TJ9isSZF2/HyExeXZFj1zq4b4327Vlldswg2QQbpCeM4KPhhcLYzof21GMD9NG7z9kLBthQud9/+3F163iZ4hZ9ajDlhUQyXL1yjnrd9Cc999S99qu8cN5H6tfzRj391GClpHylgXfcpN43/0lLc6bZR5WeOlG39bxGfXteowH9u2jSpDFasGC8+vW+TqMeuVtjX31IUyaO0YghvTVyeB8xF822jXEmsQ64/UbdN/gWU82BJAD84K1R6tH1cg0f1FP9b73OJNT33nzS4PPpuOe1fvU8rciZZoDcsn6hecZRo8hnOeC2G/Tmqw9r07rFFvuIDYqPApWbsm7lbG1H5SJGExvbzlQlLBpvkuPD992q9LTJNjT0jj7X6YvPXlUeI3KKszXh09HqePVvbKpZQMSzAkbB3kssYfioZ0x521T18e8/J3JeIvk+MuI2PTCkt1ISJ4a5hQj32ZmqqooVZotFqgHgJBV5+YVh6nXT5brv3luUnvJFm92RHzAKNkbUbzQItl1yAgqAMQAlDFHkGPsAB/1DuuIcgAOkgI1LeLwTLuEBFf8hLdkV7IEAFDCx/AEMI1MD9f08Ay6qMJ5qA3KSchkGuSvFUvfxbobnFq/txDtuJc9pMPfgYAw/8AH23G941u0hSVwHQHJPDkvUb+6Vwn2H+0SqZORQcN5s3bTYNJi8bUvMNpmc+KVGDuqngX1u0sjBA/TO2A81Z1aGEhI2ae26Mn139LRaWlp1tLleK098o8VHKjXvcLkWH6my7eoLp3W2qeF/FRP/ajtci2uGvlRFfam0bfpIXw8fOqG167BJFmnV6ioDPt5sAInKvYT5abKRLIm3zNfiuI1KtFCjIEUCQ2InASRSI4HqSJTmrCELEPDMCuO8O6BqvvTCMH36yQtatOAjbd8WpwN7V2r/7uVavXKK1q6eZTMnHvpmte0/sG+VSGhxcN8qK9S1LEHVzJGz0hJdHNi9XN/sW2mwZI4cpoQgcQaJLpjnhtkUmRXxtZeG6YqL/kVXXvQzDb67qx4ecaueHTVAb77+kD58Z5Qmfv6yZk57S0x/gEpHfCVhNsQQEhyNl3NP1Yq2ZBIlJVka9ehAvfTc/W3SAh/FB++MUtfr/6g5sz6IHC2plmEc+9OQATerZ9fLDFj9b+uqR0b219r1C7R+c7wG391D/ft10rKl00yCQdoeOayPOl53sW7rfYMS4z/XimWzdVffjhp0x0366L1ntW7VfD392CANH9TdgIhdcO2quTYk8+7bbtDEz0ebKgTspk4aq1s6Xap+t1yj554cbHPkzJ/1oW7tfpWF1CzLnmoJeLduWGiJd4EgZdH8jzT4rs4a987TFqfINVCvgCNgJEkvoUYk7chFBd8Sr22bFikp4QsN7t9VI4f0Vmb6FI0f94x6dbtCzz09VBs3LlZpSY6pwDde9Vs998Rg7dwRhuiZtBSpkYABafW9tx5X1+sv1pjRD2r7FtKixVvc4+29r9N7b43SpM9eUUbyV9q5bYnKmMCsMIyB37QxTu+MfVg33fA7Db6ri+bPec/gECTV9mGJSJU2kVuUeBcYuKoJtKmPjRIbHEsASQEqa1fNMNUXoDjsgBs/mA44toNNMITucB6FH9zYOiYtRs4Y3iXaYx91WLc2UL/zk7WVYG8bnx4iHehjAaNhtiVo29Y4+yHHqYeEifQXABekY2yrbHsSXsBIHwE912Gd6wJ4zkel9h8OfjDCVBMhnhIn3eZ1C+3vRIQF0ShPP3SPOW+G33W7XnmeUD/MAhVqqK3XObVq4+kjBkVU3vgj1dpw8rAO1Z83dfmvUu1/UwXUdfpAX+gTfQPc9JU+0/fiov1asbJYqWm5BsTsnAh6SdsMkkAUCLrNcdXqSq1cVWHOG8Zq46gxb3oGc+6EkTckvCCbOeO5AWUHRplsY+hVSaYO7FutQwfXtsGPeW/271mhb/avMujt37PcjrGPXJNA8UC0TiZzA2Y1k4cxTw7LZdpTiec8x6RIppYlOzkTiZE44/4hN+t3v/g7XXnJz3XNZf+mS3779/rjb/9eV1z0j7r8on/WlRf/TDdc9WvddONFuqPv9Xrwvj4GUWyM2AQzUydr5bKZwhlC5p+dBckaNvgWjX5uuL1UvFi8UEyDCiSnTR4bRp6gtu0iCDnLxpz/5l//Ttde/hsLYE+Ixya6TMtXzFavm67WkLtu1qqVs0yqWbtmrp56YpBuuPr3emREf61eOVfLls7U3f06qvdNV+vLL1416XTE0D4acnc3JSz81CCxdVOCPnh3lHp3u0zvjH1Em9Yt0rYtiZZev9sNl1icIJN1EZM4ZyZSYmebajY742uD5MY1c03NZvQMdqZF88ZpxNDe+nz8i9q2Md5sf4AReOUzLJEQILzlSJVkCt+WaMHjCXGfqV+PqzVkwC1amj3DTB1dr7tYwwb1sPsoKsrS2DGP6Oo//kJvv/qwncOHi4ee7EWoskCBEKaJE17R9Vf8Ujfd8Ac98VB/PfHQnep0zW91+e9/phv+9GsRII43HTtt6pKJNsT0q4mv6KnH7la3639nGaCIoWU0SXAKBftjkCDD6CUgADyQsAJQsAUGBwdAJKwHjy6SI4X6QAXvMeAAKg5J+g3YWBJzixrv4GE/gNxVkGLJXKgDjBxUtAE8adtBynZb26i5OH4YYWNqelB76SOQRKIEnpZfoCgzgnl78lzuCfMC8A9ScEh/hrSJaaMdju0eeyAbYBvsldwvPyJkJsqP5sfh+uxfs3KuXnlmhEFyWP9++vyjT7Vv90GhMJddOK0kU6uD82XjqcP6rqFWrf+bwPf/p1n6Qp/oG04fYEmf6Tv3gL1y9epCLVy03pw7SJFz5621cJ+cpcVKTNqmlNSdlsCC2EhyRpqzJiNfS5K3GySRIplEDJh6AZKsdzhwYK0o33yzztKeAUCXElmnHACOlL3LdPjgWpMcgePBvSv1zb5VBkqkSdYBJGo3SyuMDa/IDvNvM5VDeYbNnFhRmqbMtIma8MULmjbtDU2bNlZvvfmwnhx1l0aO6KOh99ysvj3+pGuu+LmuvPif9Idf/Vf99hd/p4t//Q+69Df/pOuv+JW6Xf8HkwJJG4YnfUnyFzb968vP3x+S5TKMryRbEz9/UZ2vvVhkGq8oybGX0YK/i7NsdsR7BnbRfcN6K27xx5Z+DdtmctKX6n7jFXrhySHatoVYxDSRTXz0C/fphqv/oFdfHKFNGxbZJPB39b1R/XrcoPnzPtaypTM0cnhfDR3Q3ebHJgYyPzfV5sXp0fkSvfbSCG3ZEG/ZexbOeV9dr7/IIMmsg4yQmD71LQudembUPVqzYq6pS0iS2APN/rQjWYvmjjP7JqFZWzYs1s4tCQZG1F7GTwPbIEGyP0k4e0jBFrdwvKm4g+682aTKhfPH6fae16vPzVdp4byPtWH9Ij30wG265o//qomfjbbYPD4yvKfEPGanf2UfOA6Z1Stm2bS0xMJ2vvbXYp7tay/7pbreeLFGPXanXn/5AZsWY92quXp4eB8br93lul+LUVfDB3fX9ClvRIAMUhIgAZCAwlV8AFkaJfvgmEub9AmVEo83UAEGBqTILOCSJaBzlZsl8HNnVKxU6LDDJslsnNTjOPD0AlT9HJa0R3FpbwcThW1bbE4enD0GxsjxxAguskcBym2YCiKnC33mb8o9O/y5R+7fzw9ScxiVA5jpG9d1adZNBzwL0tAVEefJtBmRU4f2+Bu889rjGta/j6ZP/Fzfnzql79Vs6iu2P8rymoMmtf2U4PhjoNI3JEv66v1GJedeai/UKy9vj0mTQHLR4o1BgszIN4dNXHzINWlB5IzbzgjDDpEkkTSZezuJzObJTHYWUqbFx28yR06HvXtXibJvHzkhV+nA3lX65sBKHdgXJgAzUO5e2hZojgMGGyPzbTsoWaKe7929NMxtU5kTSZIBlNgiq8vJfNM+D3dFKeEbGOvTVFmepQqy/5RmmPEcb+KO3CRt2LBA8fEfa8H8DzX5y9f11KN3afigm20+mn49rtJ1V/6rfv9v/1W//tl/UbeOv1dc3Me6/97eemHUEBUXMF6ZtF8Z+vLzl3TNpb/S6y+NNDsQ46cZJ416umn9Aq1dNVsb1hO7lqQdlgA1SQvmfqhbOl2uryeMtWBvC6fZmaI3xzyiS3/3M736wggbEpiaMlE9Ol+hvj2vU2Lil9q4YbGeemyQ7uh1vanbxQXMyLdEs2e+rZs7XqQRQ3vZBF0MwRz37ihd9Mt/0C2dLzMIAZ+ZU99Sn5uvMJvm8uzpJgk4BOgfXuu5M94xVZXZELFFMhdOCcMgSawLJCOJElDu2IxdEjtikuIWfSIcUf1v7WgjYBhWyFDTbjf8Ue++OUrxcZ/r9t43qO8tVykjZZKFEBG3SEb1hXPf18pl0wOotoXwpC0bF1nMZlrS51o8f5zN4TNy+K0m6eKs2cGon+2JmjPrPT3x0O0a9cjteu+tR7RowYdmP9sVJXIACLHSIpIlcHLpim2XmoJkFex52PRo3/5uUYA14TWbN8yXS2C0A8gcMACOAmRckmQJfEieUlbE+PQARNsXkxiDbW8PsHo7SJc7ti1W7s5EgySwJJxoK1l66B8SIiAnyiCShOk3gOS+uU+/f6DINtDkvlgGCT5MzBZU7XZHEsDk+vgAeOf5QeRHlR9cfiy49ro18zXxkzFasmiumhoatb/xvJKP7tH8w+UWzlN8pkYNzU1CfGxpaflJF/pIX+kzYUPzD1co5fhBHWxuUHNLqyoqjig7i6ljt5i9Es820ERiJPwHh032UhL9kq08SJRIkYAxVi3HwcM+jnUwOO5fo317V5nU6NLjvj3LLHck+SP3787RPhLt2uyIWbYElpQDe5ZZMecM2cqtZEeQzDEHTUUZ08oCygxVl5GMIE3Mc1NZyj5sizhyyOLNaIoMS91WUZFlweQsq6uWqbI8O9h3tidozZrZWrNujtLSJujDD57Qi8/fq/hFH9lY8HvvvlnPPT448oIHyWHKlDG67op/1+MP9rdpFJiCACChum5cP99+tc1+FHlPiWMc/cIDuqPXDUpL/iqaZjbbEvG+8eqD+u3/+L815pVHbIjdlMlv6cqLfqE7br1ROdnTtX7DAj028g5173SZvv5yjPK34/RI0YJ542ye8CEDblJ2xlc2XQSzJ/7z3/0fBsmcjCkWSD1jylj1veVPemBIH8ugwwgQIMkLz4fF0Mu5M9/RoDs6aeHcj0O+y2jCMCRJVG3skajfwBJQmod7a4JQt5n+ol+va7VwzjiThD98e5Q6/+l36t/nRg0e2E3XXv5vFtZDvCfZglC1cRKYFBvlmORZ8QFTkMgJ6OaHZtjAm9Xtxov03thHbSoLPnzq4iXmR4E2tm5epG14a3ODw8KlKO7N/wYOMIBgoUSRp9pVYJbACmhxDs8GSSpkvplj25xLHVdVASHFVWf2Azng6QBlnwOSui6lUY+2KJxPPZc+cQxZAZTbgzSJ2l6A3RHQId3ihScRRzFhb8tMYkZdBuQ8o9iCiv1jiZrj/A3C8wyxl/QPc0BIBxeGMBKDSfQDXnb+NjzT9etIxEuSl3w1tbRo17kTZtcDLjnHD+ho7TmpuUXNTU1q+hsp9FXNzTpae17Lar7R1MJEfbLiZc1a/rzi1r2huZkfaW5CnLBPIimSm5IlThxAuGw5Y8t3mjTJEucNEibHGIGDio0DB1CyNEgyjnqfOV2CEwbbI2Xf7mWWbBdIxoKSaRkCNMN83EwBQZLePVVhCgdCfPBOk8QXJ43Nw42aDQjLACQhOMkGyrCdqopSMrsAynZIMie3v8SlxYyZDgl5eVmxeZYVkcQ1I2QSz0vRxg1zde/d3fX8k0OVt5PRLWnKy03WF5+9qGsv/5Xu6HODli+fYfGURYWZZtOc+hVqHy8rHwHXy9CcWe/rls5X6t3XH7e2SVZLlhlG6RA+85uf/ze9N/ZJm3r2nbee0B9/8zMNG9RTq1fM1uaNi8UokqefvFeL5403ya9oFzGZX5iqe/dtHbUk4VOD5OgXh+t3v/ivGnTnTRZLSSKK+XM/FFLyiCF9RLiQv+zY3gAKcGdU08DbO+mDN5/Utk3x5kE2VTtKqAEcgaRDE+mSMCFSrJGJqffNV2rmlHe0Y8sSpSZNsHCi66/4N13ym/+mvj2v0vw5H1kmHz5MhxfrQfUL+S7Ds/LMR+latXyWmQC6d7rU4iExT/BRIwmhApYgHZIlfleqSg06wWvu7fsSqQkIBQAEDzNzH7HPpSaHHUsg6f1E9aawDWhc8gNorDvcHHoBskGV5Z1im7q0C/iAJOc4kDjOPlezfZ2+ev/IE2AwiwAJHD3faXl5jmlKXIs2uBZLtmnL+xA84gGK/mPEMkjc4VycUpxL4X5NaoxG4vBjxPPcuG6+1q9drJrvDpqNcdPpo6amLjxSqc2nDqu2oUGtzc0/YTg2i0ij1qiw3g5ydkords3RyzM66pXp12s0ZcYNGjOvi96Ye7M+Xfyk4tLSDX4MSQSCSJYssTcCTQDJknm4lyQxkyTzfAeHjXu6O+zdu1KUfeaNxqtNOI9PIRsgaCo2+6pztLcyS3srsrSnijlwsqOpZvEyM3tijqoriWnMCPPlMMdNFZJGpipKmAArQ5WlhOXgaAGSTLUANINkyXlMCgZkWWc+bhLwAk8HaFEB08+iMhEsnagiQj3sVzNepKsfMrC7hg+8xZK6fjruJXMqdOt0iX7/i39Q52svUnrKRJWXLjWJjNCgYQN7atO6hdpdudy85TnpX+v+Qb10e68bLMCb8dmWOCM/zSSv++7poV/84/+pF58Zpi1bEzR50hhdf+Xv9PxTQ7VxHamr0rUsZ6oNu8NBg3rMZGUJcZ+ac+rGa36n+XM+NHgvy56mMS+P1FcTXjPVFEjiQR82qJseHdHPgtdRm4A4QcIGqtxkLZj9niUMIWAdm2QpyXijbOFcD0Di5SaxBVIk23jFk5d8YaFGfbpfpdlT39W2jYnatjFBM6e9qYfu723DEadPGWuxjQABOPhH6sADemRmR2JxgANPzBFzZ7yniV++ovX2HEIoDxAr3LlExUiFBcy7EzzEu5BGo9hH1EuXVIPqiJ0RR0wIqqYfseACLhRiDIFDCPNBasQD7EHd7aNtHEbADEC604b2gRv7sFWG+w2Jc+mHQ8hh2AbC6Prsp03qcYwC6PjBRXrczJw6SIoAuxBzUpj6uLAgwJFzuU+eNX3w63uYD8+a587zpQB+7o9z6B/n8Dfg/eD5seRHAqmaXABbNyfp5PGDapS05tS3ppri+Cg6c1zNTc1qafrpAtKA2NyoY+eKVFGToOqTqTpVu8+gSd9bW6TDJ6r09ryeemVGR702q0soMzvr1Wj7jfnd9M78vpqVPFHpGSTRYETODlO7WacATJw7ZAECkoQFoZJjswSSLDvs3btCVpifxqaPXWkw9HlsULcpLi3urcq2KWJNckR6jEAZu43KDWjJco4aTaZzMpoDvqqyTFUiNZYRq4hdEgAGSALLinKkuVSVFCWrqDDRhiWihgPFkkK8jHxkwRtJwDkvqL3EhEjsStX9Q3vqNz//v9Sry2UaMrCbTRXx0vNDdfUff6nB/W8xp0Z5Scgo9NWkV/SHX/29Rj87XAR+z5v5nu7qfaN6dL5cU78aa1MNmOc1etGREvFc/9s//he9+eoj2mVgStXsWe9r1fK5Bo9qspKTNJcM01sSLOM44SyEZNzZ93rd3utaU6ORCFFnN68PMwmSWQeg4GDJSJmozNSvLCA8d2sYjsYHQEFCiJv/kQbe2UWvjx5psZRAELUeVXvnFqYVSAx2yoIMs0+FIPQEbdq4ULOnvalZU98yrzD13ANO8DHJc81ZQp5Nc/a0jxFmP/0zIG5jOtmgzhm4ow8Y1RuAAj3CszgnqI/87aIEDwRsM59LpLqbpBllQ3foxsIJwAEP9uHN5m8N5IARkAGUbIcfzuB04ZhDxIHqbbi0BtBoiyV16J+Djrq0TfHzWFKPc3wf69QB0vSNpfedVHzYgQEbQ2ZDOrpwPvUoAXLhflxK9WvSzwD8II3bj5PFfgYQcxyVPfxIhNhRM2dEkNy5I00nar4x7++qkwGQBIfvPnfKpMefqnrd3NRiIDx+vkhbvn1XGVVDlFzRXykVdyl79wPafTJDzc0hkD17xyS9OO1ag+PLM27Ui1Ov0dvx9+jjpc/pzcU99HZ8R43L6KTxOZ00dfnDmps208CIus0QRY+RXL2GEUfFSjMPeGFboDlDEy0EaM+e5QGSzLlNQc22qWSD4yYWkg5K1GqgCAxj4ej72E9d1GzUbfaXlTBndZpBs7wEW2GaSoqIXQtgdLWbY+bQKebFTbY0aYCUl4IPoagAqSKoJry0/jHwkjEqZ86Md/XCU0M0/asxIj8hQ+DS0ybpls6Xa8Bt3Wz0BwHK1ZXLbAz1nbfdoD/++r+r+/V/0C2dL7XxyJ998qzBCLgZJMlYXpytosIsTflqrJ546G4tiZtgACRe01TPwkyVFKSpkszou5i1kBCcRO0uX2HbZPVhjHcCAe2W7itIT7zYqKZuvKct9gFDgIQkwTbFpIrcJUpJmmAZdz54+2lt3Rhn1ynKS42CxkP4CcBEwqQP2CiBIcDF84nEusvCelJtm30lTETGPdhwwvYQFvrKc8AhsG3jIpMgWcdrjlPI+07/AQLPoyxKQMx5AY4hEQjHTQ0nVIfJr7bFCztaQW4AbgABUhbTw863cctBqgoxjACEvzl/a0BFcXMM7wfbLL14PQeXL/1coOjneLsOc47xbjkYOZd9DjFvizpIdvSTZXt79IdROIlmwqE+5zqYWXIt6rOkbb9G+3q4x/DjGWzAbmvlGfGO8F7wQxWkR5IGM9dNvI5/t08tSJAnv9W8wxVKOlKt/ee/N1veTxWQLU2tamyqV/nxxcqsHqaUiruVVjlY6ZX3WkmtGKTUyoGqPJmguvrz+ixpiIDjqzM7aWLaCGVt/ULZZdM1Zecz+nx1N32y7EZ9nN1RH6Z31PilnfXZ8q5asPwTMRJnzdpqc+wASkbdIElaaFA6symSoJcpH8iBmacOQNJBicptMx7uxh653BwzpmrHSJIORXPQEAMZI00CVJ9ulqVNMlaRYcuykpSwXU7SikxVlWGvzLD6zLGDOo3dESkSW6Sr10ifzLfDx0AwMFIDLz/bvFxsU3iZwzHSjoWhY9i3youzlLpkgrpcf7Fu7X6dtm0N8y3bB12SpdS0LzX29ZF6bERfTfz8JeVkfK0tJLqIUp8BLUt6sCvDPOIEgWMHzLfUZ2HWRa67u2y5ABUAATgGnV0Z2l2+3NRejOkOEdqkAAWX3DjmqlWsdAak2qDJBFrbkywpxuA7uuqdN56wVGlctwyzAAb7KA8j9QChOW224MRJ0Hbmut6WaHW9rxZDSR5OoMn833kBnFyTjxObL9CjfY6hwnNvrOdtTWiDJH2mrw5L7gfpyf9OYZtniBee2M14K7lbFiufKTSiEB8mf3NJi6VDEqg4mPhbA0JgwrrDkG2gwz6WbAMxip/LO+PHaYNz2Ye67XDyurTBOnDz4pDjGOcDRvaxpK5f1/vEeez3/nMNjnFvrHt/qEO/WNJf9lOPOuGaQYoHvOFawfPNDyl/J7QMnv+2zQk6sK+wzQaJg4Zx0Q7IdpveT8tR09zcqvrGc9p5+DNHkveJAAAgAElEQVSDY2rFQKXHANJBmVZ5j7J2D9PG3Z9r7Pyeem12Z70yo5O+SB6qNeWf6ut1vTQu41q9m9RRbyzorNdnd9Grs7ro1Zld9Ma8rvpgSTfNSZ5hadMIIsfrzZBFJEbU7RXLywyQeLUpNiwxhACtbAPlXgekq9+RF9tgiU0ykiL3MAVtZbBJAkokR8AJHNlm6QVY+jHWkRqRMHHs4IxByiwuXGIq9o9tkEATiIYAYF4cPoqgHvlLjmQYPpYQNsKvLS+rqXoF6Vq9YqYeuLeXxr7+aEiEQciFZbTOtCB6jOsb1s032xFz5BQX4XgKU8LyElJQH4EYLyJqZbV5Kfm4glpZWZJjgCzOY5bCMA4ZkAAfBwjnAxEDb8y0BLHHWec48KQuH4BLDKiygDUt5UsLVn/+ycEWcwm0AKRLhAANSQ8wGsxQjyPJDyhSH5jHFvoJAF1K5JqAy6VZV/foE3Vpj7aQminUow7nc/9+n7TB/YQfACYpI0wp0Qp2SoKfceiwBJzsc6gAiNgSCzf2Uw/YOIgcUA4bb4f3hFk4AbYfAzxAiGMUBx1LP+aAclixzfksuRbtez+QfH2f9wfYeZ+oB9zY5+uAkB9Y6lDCj3xwHnlfHfBc10Ed6ge7bLDDhneU+Niqyq1qaW4yLzaxhNggUbHxBv9kAdnUosamOm0/9JGp1qkVA7R8z2Pa+u17JkmicseW7H1D9GV2Lz3z4XV6+atOen1eV72Xcr0+yLhGby7uGMA4EzAC0Bv02sxOes3WO2kMdecPVObS7WaPXBy3SYlJW83bnbxku00UBhxx3rA0dfvgwXUWI4mavXv3Mu2pxqMdSZIWTB4kSkJ8KEDS7ZIORAAZIBkmFUOiBJQORl9SHzgGtTutTR1H7UbFZjw3x5EikSaxQwJEIFlqEiSSF5DhBQnhGLzA/qvrsPQXkxcLiRDgbFw7V5s2hLRnZiMqIotQtg11tNg1vK9kOUeii5mIig+cD95hyccOJNlv4Iymhy0vygrQIX9kFNaB3Q5vJ6AgN6WBryDdYASQaJNjDk+ugwTHkvpcg23gQ12TEvNTlJUxWQ8Nv9XGqa9cOsvGQwdYBYkPlRmQATGTJKMkF4CNuEdABlDpA+BlP2ClDeojhdJXrg+kA+DCh8g24LV2CbLPT7NtVHiuyzG7TjQG2+GKxxY4MPUwMETdxuPNEkkSSDJFK0tKfmQvzI+AxN/UAQacKEADSJJxHNABFupwzOvbNSOJkXUKGokDziFEfc6nHY6xRIplP3V4l7x4+94GbVKHa9MfhyznOmC9PywptO/HOJ+22ceSdmnDYBv9GLBNPY5xnoMYaZ0fNLI07cpfqsa68zrYcN7CfBYerjQnzU/bg92kluZW7To6TSv2PaZV+57W8r2P69DZzSo/vlBpFUMUV3CHFu68TQt33q7Ekrv0dWof3df/Yg3o8lsNvvX3euXLa/RBWieNmdNFr81sd+C8saCPxq94RWMX9NGYOTfr3fm36auk0Xp9TmdNS5xgMyQuWszMjDuUnLzdHDXurCE0yNc77N9PMPkKVTO+mmKe7QBJU7kdlHuxUeLFDk4ZgFldkWHA3GdxlJGUifebhBaRVEls5O6KdtXbIFjq9klslGlCFScEqMJmSkRF44UHfuzPUHFhsnaxrwRVmxeJlyqoVbxY/ouMgye8hLzkQdrkheIjB6ClRVmW8Zsck6hXFSXZ5oXEA1lamqXcHcH2B5AABKAwe1zMtKaAEYg52IAGILB6hLtEkiTnA1vqA0IkU5aAE2mTdeoAXNqjDdoimN2vz5IPAOmV8dfAB8CvWDZDj468XU8+OkA5mVPMswzgSgq4/2DoJ74xf1s4l3aRUGmLNuk7hT74tbhXrkMd+uX9oY7XtXvivIJ0AzAg5rr8QLDP4IkkjMoeM3LGbHNRui8cNkQkFPNMTaIMwyiRIIEnnvDg2AHozDQZ7JAOIocasKA4LAAfgGGbd4Lix/xHFNA4pGjHoeNt8ZzwDlOPczjOOm25ZMc+JEJvh+PeD67nbRZH0zS4Wk0bSNG8j1ybbdqgLQr12Pa2bMkzI/wp2s9x7pFrUB9nUft2sk7WfKNzarGktqjZm04etvjHn6oNEskWL/bBM2u17sBLqrlQplO1e9TQdF51Dae1be9kLcy9Uwt29lNC4V1KKr5bcQX99fD9l6r/9b/RwK6/0103/lbDB/3B1OlX8GxHEuOLU6/VhJT7tP7EAc3evV5zypdq895l2rt/n8bHPagPFgxVUvIWpaTusFyVSI5AMTk5AJOUau7hNu82NkmHJNnAiUEkqJyx2D5E8eA+vN7ZBjyTHKuzLe6REB9guRv1G0dOJeFB7GOETRRAztLqBEmSQHKKO2uAZFkp42aTLX4SybK0GKmRRBRkVElScREptoK6jeMGzzYvsn8AwBOw+i8xL2MxCXYtLCNAEsnR7ZpIpOZ0YRrSXIznIbyCjxtAAC+gQfEPHmAg4QENByPgoBg4I5uk7/Ml5wFLBxFA4Xz2AVfaR2JkadeMxt5Sh31WclFTkXaytHL5TD084jY9OuIOZad9bTkDK3As5QE37jmatgHpIgojcUjGApL1IIXwcQa7FkvfT//pY+w53At1LNDcHT6Rs8fHeJcUBDMB5yPxOzhycUgx6sScSHGWYg8HE5mCXLo0dZtZLvmx2IEk3O48MUgw0ZvZGwFke4YcvwZ1HCaAhveBd4H3xIHGcY55AW5Ah2fE83IVmPoUzjfIxUh5bHOOt8HS69F+LlIl9lA85AVIeUu0c0ewTzroWXqfaM/BaeeQko4Qoe1xFinhffHrIuWS9QfHYt6OZO3fW2COmpUnv7GRNDnHDqi2sf4nHebT1NRsjppj5wtV2/C9ARNj6slze5W263HNy+2llPJBbap2zv5hmr/hDg3re5Hu7vxbDej87xrQ+Tca3OP3en1iZ32S0Uvvxt+sqTkjNXf5CzpwpFgNzdLSmkNaeHSP1p45rqZWaUf+Tn2y4CktSiaGkqzmu2z4Ic6btLQ8JSRssbm8UbdXr65UB1RsL3siiXL/3pX69sAaK57ZB2iSqAKp0ILGTVIMkqTtA6AA0myV1Amp0dx5AyQpFWUBfMAPUAYghsBytgGlqd/EVZanq7SUXH9Ii0GyLNjJSxu2+XX3EsbkUgeAhcBbAsORTHjpw/FgtOecIFlmGpQAFB80wHIwsM5+oAUYAAWQYx1osc06cKQu4CCZAftoIwCCjyusc66r0IxQYT/nASHaM/Ag6UUOFxJKcI61CyhxrERS6sqlM2xUz3339lZOxjSVFmaZNGfT1SLFMTUEdshorhjad9h737k2QOAeMfoDCOp4v9hHHQr7vR+cE6QtbIkEiAdnDkskylJma4zgjAoIvJD6c7cFNRSnWoHNwZNkP05Ix6j/QYoMqjZgxKFDKYix+wEa/p6FlkEHeyRjtxeYJAboACIFSHFd/s6Ay/cDMgckSyRcbHrcU7t2EFRuh5efy5I2Oc8lVIDFPq7B/dE+4AOe5I+0eMj8JSFpbz5z5/zQg03/+OGmHdqnHdrPQ60ml+VOxnmTLT36odwZ+s/1GctPmBbPuKRolZrq61Re+70Fiyceqdbh2nM/8UDxdscR0iShPwSN15ytVsLO+7SwoK/B0R02WXuGakb2rbqnzy/V96qf6e7O/657uv1ew3peqmE9L9OIOy7Xlwt6KbVykLKrH9Lmb99U9akkfV+7R0frLijp6B57NjyjuvONWrGqQEtSmX6WaSFC0l3m72Y+bpw1PiSRmMkOSJCetQenDcAEkkiQAJLx2BTsjDhqsA+GBBaMzyaRbmbwgu9ZZqo325QqRtrgnInxchMDaVJjBMiKkgDFWKnSIYn6jfe7pIiJu1B5mCURKAZPJDBknC0vWgXDGktRjQNIgzoePMfYwDwvIVKNe1z5+AECHwhLl/JYB2bADnA4HPmIqMOSc9gPcKjPui+pw7kUXvjwYYVrsC+2HT/PwcXSoUF4DesU4IvdLs8yjCdp5dKZIonH/UP6KDPla8vQw/3ghSb+su3jifrKNSneL9a5NvDjHkNfg7pPH7g/jlGPbaRNCkAFlgDU7jNy9ABIt3NiBzXHTVGQJjmfwnWQhKlXTO5K7KZ5KTbGmP1euO8dBIhvXmRANAkTiQ4I+nzUkcPGHSFAAzjFSnJAxyH2Y4mv/e8S1NfwXoTnA9CR0rBz0iZteDucR4mVANkOIUvEmcZry8YQy2nQKwzjwZEgkWRpB5A6bN1E4O36EjssUmiQbvmhBo78APDeAeYg7fNMd2xdotMnD5manXQ0JKslWPyn7Kj5Sw4kvNsX6k8ppeBhLSro9wNA4rRJLb9HDw77g2694mfqc+U/6fbr/lXDe1+mYb1CGdL9Uo0ccLmmrempBTv7anFBPyWW3Kms6mEqOTZNBae/1cIjuy17ECaJQ9+cVGLiFpuWFmmSfJJpabltYT+JiZvNmYMK3qEKiQ/Y4bSJhiECRCRH1OoA0PaAckBparWF/gQHDeO3sVEiRbY5Z0pTTeXGgcNwRBtpQ3xkcZAgw9DEoGIjOZptkoQXkcqNfZFg8/zceBXlJ4lEvBQgycuFZFhWGJIREFIUJqYPv/a8iHzgscBiGwknJAsApsHL7OAAci5RIt3xAfNxsx8AoX5T1+FCXYcldThGmyzZH6Q44BK81X4960cEWepxLnWBEm0DReyPQAP4AB32IV1R2McYZaZiHTn8NmWlfm3AoX9mG4wATbt+H7RL8fvxe+AjcwnRAch59MvvwdVxfwZIuJyDQ4rn6XBknb4ZCJEwbRhi8O5zb7TDvRgkcRghbQLkKOzIQcu982OAFAkoTZoEEkhxOwlxYggeQAqqKjByCPKDyTYQ4h2gIBE6MB1SLN1U48fC3yUEezO3DACmHdoEXl6PfSYpbme0T5h/huMAEgkbYAJrkwpxUkXSH+04xL1vrt1wfnhnA0hj74++kqGfffxN/B3jeW7dFKfykvVqbW3Rpu+Pav6hCi07fkD1jQ1/U2OxgSYjaHL3TdP8nb1/AEiLk6y+Rwu23q47b/qZ+l75L7rt2p+rf8dfalgEyaE9L9Xgmy/WkJ4X6YuULpqxuYdmbOyhmZt6ad72W5VUeru2H/pcOcf3af7hSntWJPLYtCmM08b2yJw3ntSCXJI+ftviJAGeq9sBlEu1f2+AonmoiYUkP2Q0VNG91iyRJNu2CSBn7HZVmMMGKZJj2CYBZCwkg6rN+G23QwZw+jYqOtIl8ZF4t20kDg4cC/0hwDxM58BLRqksyzFIIgUgVfBh8HIBDqQqXiwHBRALHxPgAFJh1I5LPNRzKdPPcbg4zLyuA4U2vQ5LzmNJfX+xaZP91AUIeIXNI0327kgSw1YJZIAiMAEkbAMXgAEkgcqG9QssZdvdt3VVwsJP7MeAe+U+vU/ed67PvgCBICECLS/A0aVE9hkAo/6zDUhpg/bsRwcHTQRS7yP3U16UYeE77LP7sxi/9mGN3C/35TDEO26gjEBrnvYotCiXkUVbkSgXhfCgNol8ie1DutyVl2iTvAEeAMbfFPABG7aBGe8A+8O7QCJcfhxD2A0mGLfzsQ9JjWfhUHWIhmMBkpxPu/6O+ZJzWOeYn+d9QHVmH32gsN/76H33a3KMAoRpix90BALWef7+d+D583favjlJZ099p6PNDRbqQ7jPNxfO/s2o2S5R4t3+/sIhJeTdq5Qy4iPvFfGQBI+v2vu0Nhx4VbO29tL9w36tnpf8d4PkbVf/XIO7X2KS5NCef9SAzr/TI0Ou1Iy1vbVo+wCD5IyNPTV9Qw/N3tJbqWX9te7wPCUc3a+4w9X2zI4fPa2lS0OsZFqUYxKvNpBkrhs83syk2KEaiXD3cpMiHZZkEncAolpTGJeNFElsYwBkCCR3MB7YG7IBAUXU6MqyNJMssSsyZQP2SEtwgTRpjpsASHPeRPtYp3AOwETCBJCmRhcRehNCg9w77R8GLxsvIPOGxEoA4QMJ6jAfeIBlsBHyMjo4eOF48QAbYGCdwovJNqMZ+IDYpg6gA0pIarTB+b6fOl6PJe04wHjJgQEgcWA4KEwCi/a79Eg9QMo5QAOvL5LUurXz9OoL9+uO3jdqwZwPDF6xYPe+s8/h7H0KkiEQSTEJlG2DJOE8kYOJJfu4N9YpDn2A7u0TNmRw25Fs4Tw4Wgpz6TNjlYkXJdQI8AboA0jul3t3qdLvn3YJcUKK5F7xanOvOHL4O7q0xTWIq+Qd4L34MXhiIePQoQ5tsO1gYh1YASRvG7XWrwW4kFYpDkDf59t+PtveD9qlDbzbhVF+So5xDS/8yFMHePq7621jx8yLvPbe1wDHdrMOP1xksKoo3aDWlmYx7JBEtOtPHVILGX2am/+mCs6aiu+ytSCvjzKq7lVG1VCt2vekUioHqLRmrsqPpmvGlpv10eLOuqPH/1CfK/9Rfa/+Zz3c52IN7/VHDe5+kUYN6qK8HSt19Fyelpe+oslrO2n6hlvkoFyU108r9j6qFcdLNP9wlT0zntWObZVKz8jT0qWlyswMc9sgPQJLn+emw24y/FjgeHtSC5Muo7RnJKwwG2NFukmJdswdNDhxWCcEiLHa2CKxJZaGGEjOw8MNHB2SJlFaJqDgwHFnDWp2rG2yuDBJbSWSKAk0xxaJyu1DFJEueZl4Ad3byTq/wEgLvIxB0kSqdLtOqtm3HBwuPfkvNfUAAXCwFzIazeBQZL9DknXOoz4g9jbZ9uKw8fYBL1AEGrGSI8ABIBQ/7lBFqsrfHq/iPCapX6BXn79P99zR1RJp0L73lyV9YB/9AZLcT7h3pGZUOxxBJAYJUzGQnII5cCrKcsweG+oEuxdtcY/hvhjqGNrlOrSNbZFclsQ8AjRLZhHFABZZuFZQYYENfSAGE/j7qB3/wQhOHgAaPMpITwCMvx/g4W9qEhgZhX4UhM0x6geJK1zPYcUSAHEMmNGGe6/ZxzHOZ58Di3M4Rl2OUYd1ltTxYyxRg72et492w8RizLyITRwzgfeHvnNPgNMhyfl+blExyXnD/XC9sL/9b8FzZ7z2ts2J+v7kUR1rabQ5aeKPVulofe2P89T+zWxv3fulFu/qZ6NscnaP1P4zy3T4/Ba1tDZqTeXbmrbhJn2S0V0vTb5BT77/Jy1bPV1x7w7W+Ieu1biHb1D2jDGWFYgb3rF/itILn1B87lADJdLkgtx+yqy6R6Wntirpu/32zHh2x7/7Xjk5ZP0p1JKkHUpekmuhQAASSZLQoA5IhfsZdmj5IgPsDHiMrInU5z2VmTblQsgGFMZkMwUDEKSYR7sC1ZdMP2nBBolUiF0ygqSBMlp3UCItejG7ZBQW5Go34AygRKpBGkBtBEjJ9lLjzCHovDiaE5oXiped0Tm8iICS8dy8oEgzAWYAlQ8nzLCIxOQfvEtdDj3AADB8G4cO8PFtzgMgfPzs43yvz7nsMyBGKrifRxtkSAcQLlGFEJ4QpI10xX5foppuXjdPhXjPyW69ebHeG/uE7rmzq82zw9BB+kF/THWPTAbs4/qA3vtB/+jvDoYpkk4tmh8bWyM/AsCfZ8I51KOv3Bf3Xl6cbcUAjJ22OFv0mzHr2IeR8AjP4XlTAryC+WC7ZesJ0xmQbdxH/fCDwP3RJv0ls5MDib+hA5AlbTpYgIzDivqse3EAxcKQY94vjjsQ2c91qOsAY5t3ycFFHYelLzmf9qjjbbOPdnZXLrOY3kLqoOJH2c65rl2bGEw89fyIxPyQcH0S/2LHpG1UddaZ5I6/G39f//uVlaw1uyMzCTI2e/2pwzYU8W+Gij/q6KryNxVfdLvSKgdp5b5Ramj+3mq0tjYpvfBxTVvfTW8v7qq35vdS4qZ3DJ6pnz+qac92Utx7A5U+8QmdO3nEzgGsdU0nlVX0rKasu8lU7gW5fZV3dLzONR7RhlNH7Znx7Joam7V+fbHwbKem5CklOU9M8QAcKZYFyFVnJMQAyqUCisxFU12ZEVKiWSKLkLTCYiCjHJGAkrqhhJAfj400myRtRlJnLCwNkmQmj7zcSJCsx8IzqOSpKi4KEmWJjd9GOuMDxM4TPNlIksCDRAK8oKgy/sIHlQyI8QEF+5iBxNTmJSFLdAQ3QOAqOXX4aAELYAMclCBNcf12lZO6JiFFjhfqO5wcst4OL7irsZxH3CCgxOHiqihgBBp4eZEmWQ/ZxuOUj7fdssskaPwHz+jufp0t9yXXob92b4x4iUBIX1gHqrF9oD4QJLM4EiWFRMTcI8/Bz2OdQrsGMK7NM4mGMAYpFwkySJEuBfKBAy680ThnuDcK2bv5sWJ+IRJd+L1yj3YdzBs/GuuMNEVxSDrgXKJzgDkA2ebaDlMHqEMtvAsBmLFt8s4AR87jGlwTKTEWlN4PhyFtcZz9nEcb/EDbO2gzPWaoEEAiVcaGJRWn2zzfBbvCtLWxPyxM/QBAkUSZp55t/rb+Q8ffkfHZRw9V2ZzUZOdedKRKh+rO/wg7f1ubayreDZCsGqSCoxPVSjyQZDBMK3xMX6/rpjFzO+njhIE6/v0BO5Y95XlNfbaz4j4YorgP7tW35dvabvp8wzEt3H635mzpq5kbe5lDqOjYVDt+uP6CPTOeHfN67919WEmJW5WWmt8mTdrQRMKBUnYGSTKAMmQcRyok9yOQPLhvWVuy3T27GY6YZZKjgRBJMhpVw36zTUaSpYMSr7cPYXTVm6XBsM02GQWWkw0oUsPJEEQwOZJkQT7xZgkGUfYhPZqKXbhERbv4IIJKUlmKI2lFGySRInmZeeHNJhbZCgNIUiz2bFekSvKBAkiDBLGJkQTIiwlkAARgccA5MNjnBVCy7m05WDiHY4CHdV5yjlEPSAJCH2sNdNgm/T6QBKBegsQVb+ou/fr4/WdshsbZM943tZnQHwv/ySXfI6AOEiCSItNUIDmTCZtMQFwb9TZ3CynPABn23hyTDGmDbfrI8+AD9Xv3eEr6BODok/WP0BzGXO8IAdVmN8xPCdEHJLlgLmyk/R2Jlk/S/gbR0EgAww8Y1ynmbxWptMCNY6jpBtyYYXsGs0h7AHT8nanL0v/m/N2px5I2/Bgw9XM45lD0ff4DS3sAkP1cnyX1Ywt13KbJtajDPgM2sbzMGR7N5c151AGghZGNkj6xj/oAlzqo6My1s5NRUthzY350eY9C/Gum6mvPq/jCKZsXe0XNN2rCPfw3/G/H3immbu87k6H65pM/uJPlZS9r8pqb9MbcMOzwwLEiO75u4fv6/IGLNfmJa63sXDqz7Twk0PyDs5R/cIZ5uRcV9FHx8Rl2vLm1VTwz5hTnGZ4/W6vMjB1KStqu9PR8s00SJ4nKnZS4PThubAx2JElWE9uIZ7oy0yb+8ozkLIGhS45hrHZIvkuWco672u2QJCzIRuJgm6zMNAgiYeLYsRJBETi2OXWKcdiEgHJUbQAJNHH+BO82H0KKinahJvPiBpskanVlGTbBoJa5BIEHG9ABBgofKNuxsGI/EAOUDFEkeJc6fLgc87hJ4OjQsA89giTnAhKOWxuRc4f9Dlqv41ClLtAEMtj5UK+BDiEw7EPyApqxS18nE9EnHz6jO3tfp0kTXrMcmS4RElBOcDnX4R74qILNMUiM4b7TLaMRc2CbFFmUrWJGyewgtVewV9JfPkq/T9+2ZxkNRaSf9JlUZ4y3NoDkJWvrhvkGRRw4/ABQWLe65sjhhyN47QERoAAYQAZYAC5gwzYQYtthwt/VwebSI/VohzY45tChDdpjm/0U6sRuc9yHBfo1vD2OsU7hHG/fYBbB1tf9ml7PJhUrTjfgmWodA3N/N7meQ5n18tJMFeKhJ8gfhxqmHubujkw+PHvMJHt356pRLcqu2W8B0lXnT7fB4W91ZU/Nas3P76GKk3F/dgt5B2dp8pquGjOvs75Ivk+nzx+1OtszvtYXD1ykrx67Wl89fo1ypr/0g3NbWhu0ec8XmrK+q5LLBupYbV7bcZ4ZCUB4hjzL3B3Vsom/loRAclRtnDeo4R2qdzOXDGpCunabBxpg4ZnObJvXxkEZJEakRlRvckpGnu7deL/b7ZN4pwElUqOPuGEfMHQgcpx95riJhimicgNPV7+xUwJJz1SO4wa7JF7u4LDBk0hiBaYF4OPGjsT8xrzYwbYV4iLbnRhBXVlsnlSHHiADCACQJfCiAEj2uS2Sbc7hZaUe4GCduiwdfN6eg4p6HGPJMfY7rLHNOSQBJaonMDQJLQaWHLMAcyTNjYs14ZMXLafkl5+/Yh8OfaCvQLowD+kkSIRAD0nSIQowAWJZUZjnB8mRSdEckIATSZL7o88OSdb9/i0eM5J6yYjOM8ZB4eOvUbsrikmtlmzSZFVpdlsCC8J3AJrDy+ECiJD4HI4svR5tAxPqUgATwHJA+TpLYAOEaIs2Y6Hp9b0NByT1PSrCwch5nB/bNusUzueYA5trsk3hGHU4n/1IhkDSwRgL7p15iSol3pfIC37AsXcDRd5BfsjJ4bk1zMBYYPeOmWSJao4d1InWJi0+WqUlR3frTFND28cfu9LKmLzWVrW2/ufmQGxVq6ytlv98W7H9i10/W3dESYWDVXFicexuWz96ttCkwTcW3KjMbRMsLpQD5VvSNevlXpr5YndNfaazFr09UA21Z9vOb2y5oKT8BzR1403aefhzAU3/xzPj2fEMeZbfHjyupKTNJjlmpO8y1Zvl4kWbAiSrgCTSXAWjXAjBSQvSpEHQbZUBhLHwNMkyAiX2S0DrweQBkgAGFSOKk4wgGUDZHjtpjppYUEb12A8occ5UkPyCETdm++GDxUhOG6hpSJR4aIP0gXex/SXGE034T5ACHYIGtQiKrKN6A1AKddgHdFgCNSDBfj8G8Lwu4OM49QkVAiz24sfELTog/Zw2gKIeR6qr2R9zg/rtqjfqNxIYgASUbJNB/IvxL9iMjF9+/qplM6d91GOunbe93XttwJPIIWwAACAASURBVIvsjqwDQwBp0iajc7BHRsAEkADTpMro/mmPwr2xJD8nEA9SYUjWi+0Rr7anPDMPN6ObmLGSgP9CpMgE5W6NM5ujq6jABHg4DB0+LIEJx4KNMimaF4ckEQFG/BACNIcq6w4ilrQBpByMvA/U9Xb9umxTF6hSvH4sJH2dcxySfh77OI8l51KXAtTZzs9LsrHbYV6foPrvAniFqXJI4sQDjkweVliYbuvMrujS5E5s6mYn5X4zVF97TiW1p01dXHPi27/osKnb+a1OvLlcdfmH/uJxh8VfW4LX5rN1Ojl+rWp3/uVr/bU2/meP538zWccu7Pqz6k0tdcoueVZvxV+jmTnPyd3Y1TuXK+7DIUr8+D7NebWPpj/bVaeO7ms7H5V7afFLmrX9Zn17bkPbfla4L54dKjfP8vy5WmVm7lBcXAAlSXezs4o1a+ZKdSB8B5skEh9qdhWAJNzHMvwASPJGkjw2eLhdmmQyMIMkY7X9XAOtS6WoqWEYIpKhO2XcIYPnO3YfQDRJMnLiWIKLKNgcabK0kI+ZAGxewGDbwdONEyd/B0kQCL51p05Q1/hweFlDOFCQ5ICJAQuvNgHeqL32qx1mtAN2gHHH5vbRKEhpAIJjnAsofR0wse4Apa5DlXNoiwIcASjrDjPgyn6LD4wCuTmOFOngBEbAETUciJJYAmlw4iej1avTlfro/WcNikh0ZcU5JgXmbmVoIBmHktvUaGAIJNkPBP24h//4cSDp0+1Sj3vjPrhvuw+GJ25m5E+I9wSENp46giQwNNtjNPEX0iUhMEDKpTTgAWwoABPgcIxt/l7AzaAXtcUwvQK8vFFKtVhAAVgKoOIcP5drOCSBFtucRzF4RSB1INMGfXTA8c74+dSnbZb8ANNP1qnLebH9Zx/nsaRtxpuT4AKbLdtbNy1UaWmmiovTtRMvdiG5VNNDth8SYfDO5KXaRHGo3eVlS0395keceY4qyjaosbnZZgkkNrKCXJEx/1qbWnQ+u1zHHkrQsWELdX5ZpSW+iKny/3m1Yf9JHR8Zr9rtB9vaQrpsqK5R44GT/ykIt5xrCCCvbzKPdlPLXw5j2n9qjcZn3KgFK19r63/ltmwtfOtuzRtzm756/GpNeuRKHSzd0naclTWV72jVntFqav1zxxbPjmfIjIs8000byyy5BXBcvapa6Wk4bshMHuV9xHZILKNJkREkkRodgEiGlibN6gdgcjwkrQg2Q4OsB42Xp5lkWRGNtnEguspt4ETKjFRuth2cNgFYUQAszpsiHDcMZywhBhP1hA8s2Rw32C1Rs23bpnYIRvbwUuOQAJIhKa/DzaVBEuxifzSAoTIDUCRKoMboEFTWGNucOzKARmyhPeBIO4CEbSQvCpBxoHKcY7RjwIk84uzjmAPWpTRri76gakcjYwKolmjipy+rd5cr9e6bjxskyaQD1ICeq9AsASbqNlCkOChdqnRVnPNcJXfVGwnT79PvjT4CcKRJ7JBkGQeEFv4DDLFN5pFCLc1G4ZQTJWBDMwNggAcFIAE2IIMURgEi7nADniS3wBlkxwlUj2ALcFwy5O8MpEh665ClHWCLp9nbYx+FawM6hxjns59zvW9AjvN9249Rj/r0LTHuI23etMC2Oe7nsGTbr4fUiKoMVAk9w2GG55pQHwv3IekF6nj+EvNkk/knFydbZJNE9TYb5bYESwx9YF+RzqvVso0nHKnS8Ya6NiggHdVu2q9jI+N1Lr1UJ17L0flVVQax1romNVQeV8v37fU50HK+XQX1hlrrm1RP3TP1tqs271sdfyRJjYfxBYd/uInOJhcbkH2fn///umx1GTDU4LzGI2d06rP1ao7t119ooEVNyip8WQvXtNsdS9Yv0ddP3qDJo67TpEf/pC8fvkzVuUvbzma4ZnVNls40HGzbF7vCs+MZkrmdZ1pedlAJ8ZuVk11ihYxAxE928MBxc7qQFLeKOC+yi7c7aQAlBUgiPZpqXRGcO9QFdJRYSCKZtmUCYjKwCIhe122TFdFMiQZJ1OxixncTEhQgiboNCF0CLS/1FxipAwimhallCafIwy4XJBQyASFp8rLj6OGjwnYW1MaUMC1BaY62R9IdDptdSE2RXYjhigASqdAlQ2DH+UDNpSvqAA6kQgDGNoV6bPuSc9h26MRC1cAXARY1HUh6m3iqsVsSxuMwJR3axE9f0k3X/F6vjX5A27ck/MAR40AEkFs2RDM2IhVGzhkA6ZIjQHQ4smTbQesecmyRPAO/N2ySJTZyiMQUZDoPwMTeCCDZpgBPlgADsDg4HGzAD6CwDTD5G4W/VzjHAcZ+k8Qsaw8/NEHqBDwOJPa5BEd91n1ki50f4112cHIuhXboG/1hnQIg/Tjrvp8l11q3aqZ2RqE/XIvCdWjH+we8kSTNcWP7I3MN0uWuFBECBByBZklJRhsomZcJOPJOAkvWeb82rl+k0ycO6ZvGWpv5MOvYftW3NLV9982tLao7eFJArflsvWpeytCFzfvV2tisUxM36tjwRTr1+Xrbbqlr0vdzclXzXJq+n7ldF9bsFlJoS2OzTk/ZouMPJejkx2vUWteo85nlqnkxQ03fnVPT0bPBztnSqgtr9qj56Fk1HTmj5mPnVF9+TN/P3qH64uBYoWPNJ2t1PrNUZ+bt1LnkYrU0tXvhgWTDvpOqpY91jWrYe0LNp2t1PrVE51KL1XKh4Qf21BPnq7V81zg1R/dcuCZOXz1xraY+20VfP9VR057vquL1iW3P46+t8Ox4huTe5JkeOVSjFJLvZpeYBImnOyMjTx1wrgBIV6MtVnJPTkiwW03yi2xz4gBDjuHEsdEzDskIqgGCpDdDXc+w5Bh4wK1uDCSxWXJNJNM2j3YURG7TyTKTooEwQBIVHEiyNCDaRGGoNMEmydzbFSXAiw8GKS38kgfPd1DzePl50XmRHVIYyoEikGQf20CQFxP12+EYoNouObpU6PupxwtsElYETNoDLCwdLpxXxNw3ETwJpwF6FM5FUnQIERrEcfYzNw7tuCQHIIHg1Emv67Ye12jMyw9o4/qFFucI5JAMAZ1LigCP+qjQllKtOKdNomQfx5jV0UN/ACv1XO12QHIffj8EkZuUbeOuk81JAxCR9ByObdJlBA4kRgACBIGJq6g+3p7jAIjjSHosqeNSXywMvS71fb8Dl338nasrlpok6bCjPQrbDk36Q32WDjcHJduElzn4vC4AZB3QOjxZUrwO16dfJiVjJ7fYXq4RHGL8nQkQZxtNZhc/MsDXAslD/C5mIH8XMVeEfmarvvasdl04acksNpw6/GccaGxuUoOa1Xj8vGqeSVVd2Xeqy/1GNc+m6dzSCgNn86lanUstUc2oZJ1LK1XNE8k68UqWwbN26wGrezZul44/mqSWM3UG0+MPJphkevzpVNXtOqymI2d1/LElBkagWjM6SzWjM+3cE69mmYQKIE+MWaqaF9JV83y6TryWrebaBtxA1m/+Pz15s05/tUkNVTXW3xNvLNWJ0Zk6NjJBtev3tkmufqOnLxxUY3OQhvOXzzFITnmmk2a+1EOL3hmgHdkhFtLr/7Ulz5DEIDzTC+dqtWJ5kdkiszKLtDSn1IDZAUD+AJKRtGj2RuyRu6OA8KpM7dudrYN7l5snG2nSJMyqtEglZ1IvpNA07d2dGSBJ8t0o8a57uU1i/REkXboMc9mEUCGcMm6nJCQI+AHPijJe9hBDCSgBZDmjblC/C5DcsJ21e0/50MIHGqQDXkx7WbGxRdKd7YvUarNPRnZEXmbAEAAXgIfUR31XvanjkAR4DhKHIfuQYEleAZBI9GsfSaRi0563SbvAkOIA9T5wzNrOSzWIxS/8RP16XK2XnhmiLcyxTR7HyDED8LgWS8Dp0It11lCXOkx7ChjZpj4qdkXJUjtmEmYkxQBs7wP3C8gxA5ThUccpFkmPvkTdBpTF5tkPtkekRZfOgA1/l/VrZv0gzAcYoCY7HAEb+4CQg8dU8ZhkEg4uBx7nel2T5iLJkv0ADJhxnGOse/HzOcY+b9eP+z6HooPRJVO/J9plfTt5JZkbPkoQ7T909vyixCGMljJvNvbzsiwVFATpcWf0bvJuOKiLd61QQ0O91jHK5lC5is7WtDGguea8gYsdLqHVPJliEt73s7fr1FebdH5phU5+uFrNJy+o5tlUs1eqpVU1L2SYNMm538/artOfrTNonZmfZ9LlqQ9X6+SYHNVXHNepj9fqfFaZcAyZdHnigk59ulbHBs3ThZVVqs0/pONPpdg1ziUWqob14+d1Zl6eTr6zok2SpI/NdY06MSZHF1ZXm33z2LBFOvF6jqne9JPzqdfawv9//m9LygRNevwazX6lt+I/GKLF7w/W+viP1EKCyv/JfzxDniXPtK6+UatWFil5CTMn7lJWZrGAZQfUagvfiUbXYGekAEmma3BY4sAhHpKypyqMxgGIu6uCkwdJ09qpQlVn4i9ySmaYc8Y83QZfpFIm9QpSJEuzhWLbjOpaHOWPJEmTIosBIiFEYVZFV8PxbJegTufzYiaosABvaXvG56B2hxyRDLszaRFw4a2NbIZ8/A4r4OSgAlAcc/ghVXEMYNAOS4rvY8l+Pw/pkPMBJm3wcbA02ET2Qebn5tqcF5I8kBIsqMMmGeK4iUb+UMdyOZZkK37xp+rd9Uo99ejd2rQxzqaPDSNzEg16ZPx2zzhAQ21HCqW/dq/RdemTXw+p06VLpFEkTAc653AfbHNf9KnEYiAZYhhUawej2yXdoQN0kND42IEUajDt0AbPw59ZuM+gclOP+pzrMAI8DiJvh6VDDYhxHeoAKmDKkuMU2gOE3i712Y4tDkSXKP1c9rPusAbefh0/Rrtcj8IPAIkqCChnaKJflzou0XIeczehervKzd+HZ8KPNaVN5UaqLt2gC02Nyq45YDF+B+pCuAsKLJLhibFLTRoEKRc27tOJlzLVUtuoU+NW6/hjSaZaoxLXFR8xdRqwou4ev3+xLqzbY1ih7pnp28xB09jaHNT259JMJaYCwKzdtE8Xllfq5NvLhdp+8t0VOvFCulrqm60eKnzT8fM6+d5KU7/tvPFrdPrTdUFa3bTfJM2mU7WqeTFd9cVHVF9yVMeGLNCFdbutH0iUXKNx9wkh1RosfxTKtHLOG5rw4KVa8OadSvz4fsWPG6qlM0arKcZOa439B//xDEO85AF7tps3ltnQxBXLK7VsaZmFAnXAc034T2VpqoUAmVrt0iSjbGKKARKImvRIwouoVKabB9xtlR5KZHbGklTtLg8ZzG30DanUImcN6rZLmNgog0qdogqTItPa4iXZj8RYWZqukmJG2gAphivyQgEiPkAPLg8xabzkIbB8iarKl9ocM0AOxwwvIdnBkQbthYzU3fDhBxDwsiK5eeFDZt1tg0CDOgCPwn62qUebsRDgOr7fAIl6b0lnQ1+ADiNh3MkCrJDqzD64LUyVwPUAHYZ/TAOpyZPU95arNXJYb2VnhZySOFSQ7lC5mUKBIG4cLNg0vf/cA/2jHWvP5uFOs3PcwQOcAadN0RDdC/2mDb8X2mEqCcZhIzGWFqaruozx6CF7OPtcqmQkjcMMyAAJ2rMhihYBEGI82eeQAioOJfbx97S/aeTwiZUKOe4QQloFUg4w9iPpAScKdWmX8/0abPt1/TwgR18p1OM47TjguB8HIsccnr4P+yztlsVIr5xj7RrYQ7scR80miJyYSX6IeA/zmQ+HON1ogEPu9iTtrc7VhWgOG9Ki1UQwaFar6vBAP56kCzkVhgTsjKcmbzYp7fiwhWZnbDz0vdn4Tn+xQccfiDfnDKrusXsXqK70OzV/d07HHozXqc/WGSSbz9fr7II8oWo37DlhgANetQB4TI5OvbdSDQdO6fjjS/T99G0GsvNpAdZ1QA8H0uICA6bVmb1DtVv2m7TYdK5OjacumCpem/uNzsXvMnA3Hj6j5vMNpp4DY9o9uyhf3OMP4z1blfHlKH0x4hJ99dhVmv78TZr7ej8ljBv+g1jJ/4CPdohnyLNM/m6PPdvCgv1atrREq1ZWmTSJh7sD4T4AknAd4AY02+yTANKmi2XyL2ySSJ3EQiJJRlJk2zb7mWM7xFr6NA3ESQaveDTbYjQ3d2kJKnSYogFQAkI82QGUnk7Nk/AGzzYgxT5ZxJw3+Ynm3UZyJESIECCLlcwLUgQfRPjI8HIGIGLnQXoEOB7HGFSfIBkBNl5SoEV6NNaBAfsdev5Lzwft9VlnP+0CYoqfx9IBGStJ+j6kRxJNMIoGJwvSG5AEVA5N7JJM38A+4IkEl5M9Vffe1U33De6p1JQJFpBO6BCQBIrmXImmjgWW7POEuX4NIIzKTbsUVHa2ASTHtm5kwitsv+Q0DBIw69wv/WfdC8+K+ybVFwlyXaos2E7YUgjPASaAAkA5sNhmP8/Jf1zC360dUICJfQCGYYtIqg65IPEFKdEBR9sONupROJ+le7z9ug44lhTaMClwB8M321Vzzmc7xOkG2ybXBop+Ltdkm/38QJAsNyn+U21cO98gSpQFbfP8d25joESaSorTVVQcAsg3rSNpL0JAioUIFZOjE1t5Yaa2b03Q4YOlOqNW+6gJhD7b3GgfOvBobG3R+dW7VfNIok5P2qiax5cEO+DYZTrx+lKd/ny9Gvae1OmpW3Xi1WyzLx57KFEn31puEidOmpPvrtSpT9aZinxq/DqdfH+VTjyfbrZCpL7Gs3UmMdY8nWptsqx5PsMgS6gRSu75ldU6/lCial7K1AnslNR9Y6mFEJ14OUs1L2dayA9SamNTk05P2GDXO/5wotlFm+ob1Xi+Xidfywnnjlmqxppzav6RCk2KuMRxwzRh5B816ZE/adKjV2nyqOs1/807VXv2h8Ma/yNQ8gx5loCSZ1tdcVhZJLZIL1RaaoHZJzsY2AAkI26q8EhnBHXbJUjLQM7IGo6jUgPCSOp0SdKWQcX+ISiBaRjjjZrNMEVmVkSCRF0uj3JHuhTZJkm2xUq2z3cT4iZ5UTH+48xhiBazxSG98ZEhvTGMLCwBZvgAkKIAFR+dj0MO2cL5MB1ufPgONGDGrznbFNap54Bkmw+aY5xHAawOX475cYfhVstaHcKDOA8pLm8HiVPjDY6MogGSFODowMrdis0woQ1kAIzRNGtXz9PQgd01ZEB3paZ8aVIjkCQIHSB6rKUlmODeon7afUQhQQCX9rBBMpwRQAJoAMlwRuyVxEMCP+7N7wlp0n8IHJj8YLDO83cPNx5poAB4+FsAGhwqwMpAEjnTGKLobZPWDqmM4aQOUgcXSyBpI3CIpYxUeODjw1Np10C0dbGBEsA6ZAFY6pLPbAw7Q1iJYKBP7gVnHdA5ZIEifTHIWpA38AqJcKlr/Yk89NTxc7lXphZZvXKG7ht8i0YO6a01y2drd+VyG465Yc0CvfPGo5o04RUb203I2dRJY3T/kJ56d+yj9r5xHYLIcejkMavi9kSdOH5AJ9QspopN/26vahsb1BLljmxsbFRdY4MubD+gU+PXmop9NmGXGo6cUf2BUzoJLJ/LMCg1HPle9d+dEU6ahtMXVFtxzLze5zLK1FjfqNr8b3UupUi1hYdVt7fGbJeNDQ2qr6/X2fhdZrdsPHlBF3IPmlqPd7rh6BnVNdSr/vR5nUsr0fnV1Wo8eV7nl1WYZx1JEhsmEmZ9c6Pob0NTo+oOn9b55VVCmqwtOKSGhgbVNTTYtZEg6/efVF1Tg80Z7nkyySqOAyt1wmNh3Pbj19qIGxw4SJNnTh5VS2vrX82pybPjGfIseaY824P7a2z8NhIk8ZIkveiA5EdCC8J39lbhcEGdZpkdbJIWF4lTBuAF9Zp1zvNtt0E6IDlWVRmGJuLdBpQUQIm9EygCO6TX8phhiA5JD/exGMldiW2Tg5UyF3cRdpyQQo34SJw2hAvx0vJhsQwzJ4aAZF50Xl72hykeAvT4QMJHHRwvDrxYwLGPAhTNdhc5d1yyZAk8KECSc9lHXfY5OAAkJZzHbIZkuyEWM0ASKRLpAlB6+jLART32M14X1RaoAdaCvFRt3RyvoYO6q9dNl2vhnHGmXscCElCSxox75McBWONdRyoFvIAQ6RFnzu6KlW0SpUuxSJAU1HLuxSVFpsalYN/lfh2Sof1gRiDDT/hbBJWSZ+9/AyQ5h4+rr0AltBX+TmG9XYUFWg5M4g5pi9AjJMp1K2cqOX68ZRjiOoAQSFLfJL8oPAfYAdB3xz6mR0fcrqWZX7fBkVhaoEkdzqMeJbxLtJmoSRNf1XvvPK5PP35O6WlfWZIK+kGhLu3xgxRynpKgJV2rV8/UkLtv0uW/+xdNnfRa2zNbtWyG9WHIwO7KSv9ai+d/bDDtduPv1a/nVRr/4dPKzU0yO6UnvMgvSNWpk9/oaEuD2dCyju37s2kaDDBN9aqrr1ddbZ3BpbahPsDrzAXVHztjoKutrxP7LzQ1qK6+Thfq66wOMKqtq1UdbTQ32GyLtfVsN6iurs7OpT4wrm0ISzunqV602djQGNrh3KZ61Tc1WsjQibHLdPyZVFObCViqbwjQa2pssvq1UX07p77eQGnts7+h3oDqWcxZAsDvaw4p5fOHtejdAZr50i2a8kxHTXm6o428+b7msJpbWg2ssef9eJ2pdpnqgmeJXZJn++3BGqWm7LBAcqTJ+Lgt6gDwULfbnDWo15HThmkcUJXxYrcB0R01UeykSZ+R88fgCCDtWHuoT3WU4IL92COBZAVZf6JEFw7FvwRJJM42J43Nkhi2TTUHkEWMWIjGcEdhQEiWvPA4cHiB+Qj5pUcC4qP2j5AlxSVEIAYQHW7+4bOPYhJgDBgdkN4OUEHKw7YH7JAIkchIkgsIaReAkqKM4y65AUfOcWgCL1d7WQeWSJYADbiZgyc3WSOG9lTHq/9d0ye/HtTfwkwL9EaKrCzJMenSpMrIHMD9UADl/8PbewZXlWZZovX/xTPRPRMxL153V1eXy6wsk5WGBDIT771wwnuQ8B4kvPdWwkkgZEEG5L1DyFvkvYSABAkjj9x10nqx9nc+oayunvkxPUPE4Vwdf797zjpr77323jwXj8VoNlkkz8O/uVzAOIe+0CD5zHMTFGla6zx2fnd+bzJKAqgGUR6fyznOGkC5jmDC32ToS4uf9RjzN2BQitvx9+K2nPi3BlkCmPyumQ/FD0ofaGyEK9YsnYT925cgI8VbWCwZnrIeVK4/9+d+nJ866oBhf/kVrl/ei/qqWDl/fJw7ggMvIyXJY5BF6u35m8VG38balVMxbfKXWLtiKhzXzoanx0lhhazAnp7mg52b7OG8bzXS0x6gqjIKJcVheJrijRWLJuLz3/wjzp7egiK+pOheyQ6Ey7X9mD/7R1w4vxM7ti7EQrvvsW3jPGzbOB/bN89HUuJd1NfGCZDzuvliZMOv19Y+aRkb0/xSmBgfdCvZ5EC/+O36MQDrgA1mmxUWghTXEwzI8ixmASD+zUo4tgHIxL/NFsXuZHubDVbbAGz9gNWmJn622SDbcVvZzjj20M9sxcCmXux+2N8/gHaXdLTfzVbR9bByMclZEVwYsNX2d3vxDPBE/eyeqOb8rCcuYxDnTV0hAs4uRfjNLYi6sx0BZ5fg1pbhuLP1e7S//0m2kTHhuPydidfMsSOb5Vh6N1bK2L75qRmPgjKlsAVZZIA/2zcIKwwRXyMZoZLvqMj2y/oYAU+JeJNdcn0tTXL6GRWrrK9V5vTPWKQBkn8r/xkKkjqoowta8G8FfAQ0VV9SA6SwRxGJ8+FRICnrCIrMXCggi6MZph4w+ie1iUaQJECStfCh5IMuQGEIu/kQaFDkw8x1+uHWD7Bez4efYKmDNBoo9Pacsy0CwYUAScDhpHyAjAYrp7yY3oaWkdvSxNb7cE7Qqi6PHZT1ECQ1UBKIyQiZEbTVYQ5WLpkIP69T8gKooO6R/WZYG5KCb6N4huSBG8Al34Fi9WwVRa+piBsEZAIzAZKAyevnZ62vJEgqQDT0pEPE8fzeHCOODY+vmadm52quNJL8LTQrVECkAmLch4yNyzSgasAkSBA4BWDZiybDbzCjJy3FE9sc58Fu2nDER92WLB/+9jTh9e9GwJRrKAzFvTvH8eOwz7B762I5V0zkLTjvWo71K6dh11Z7hAZeHmSDPC9frG53DmHK+D9j7qzvcOumE9atnAG7qSMQEXIdxcXBSEv1xoaVMzHy69/A9fo+EYWzzNnTFB8sXTAOn/36H3DuzDYBzdycIFSUx8D/4QVMnfAVli6eBLtZ32PVsgl44HcGT1O9ERNzW5gkI996DArzQ9DW/AYvLT0iWWHDL/r0+LD3W6yw/NQugRjqIk21zcLg+k1WFYAZ6P8ZqNn6+2H72ALru3rY2hpB8/VnQNdvw4C1CQN9JejvTkV/9xP09+ZhwPITBgYsVA39bHu9L6U3PdZ36DA1oNf2AbZmBmbCRRZEaQ+j6j0DNnRYzeiyWmDmeRix7ieoWmG1WMREfms2o667B/U9aqrr6QGnmu4eNJpMsk/z6yo01hWgo/EDOt60of3ta5RnPILf4TlobarHQIdJid/fd8E6dHrXBVtbj7S54HWbrVZpnkYZEMe2UUAyS0ztuNhKpZPUIMk5gzIEyYZ6mtqU6yg/o6r2Q52kYY4TKEXmo/yY9FWSfUqk3GCSUuzCqAY0lEkqiQ+DAQzSqIkdFAmQBD4xv40gjl5Ghqkm5ZPkdlJvsoTmThCKnjHCrViGuqnoA6NPUj24+qEj6MnDTH+iAYj0ofHB5kNEEFNAp2QpGkw1CPLBo1nNiYDAfXg8BQKKoYrPz4iWkzXy2AQbmq3ch2DASSLHTFEzAicEUw1cNLXJGsngNHiS5fEzAZZMkkEYP8+z8PU8K13zWEmI/WW4nC8Cxd4UOMj1saLQoNRJlUTT59NzzSAznvoK0+VyXgOBOf2przBgLuP30N+Fx9bfiWMh42uMjhWvpgAAIABJREFUjR5vPT78m9c1FCQJisrEVfntHD/+bno5wZFgpao/0ZepcuAZPWZwKCPNG1s3zcWUcX8VNkgg57XRRaF/NwK8ROVLIpAU54FZU4ZjybxxiAq7gXMnt2Cx3Sgc2LcSR5zXYoX9eAQ+OD/E1A6C077lGD/qj9jiMAdPkz3hcn0fRn33Oxx1pv8wELmZ/jhxcB1GfvVrnD+9HZmsBVoUhoz0BwKSf/jNP+L8ue3IzQ1CeVmkrAsKvIzJ477EyGG/x/Sp3+LMaUfkZAcMmtiUBFEaxIycgoIg5OQEob2lcRAk4zRIkjE2d0mUmPnVMq18iGbHR6CZ2xVYAmtzt7BMBWY22Ew96PTejZaTk9HmuhK2j82wGuapRdhdNyyvtsFUNRV9Mk2GqWoaTDVzYHm9B/09z/4dUJI59lpakdSwTVowpPy0D30tLWjeEyXX0XoqEZY+i/SWYbHb4Hf1ku2S0f4Wr01dwvb6ye5sNni8eo0tRaXYUVKOnaUVMvHzlqIyuL/8SeIwpg4zqh+8RMbBIqTtK0D+uXI0preitbEBfd0d6HDNUMGrLcESGKJeUybHR+KztVkUKPNFw7HUIPn2TStCQ3JFIxkTXYGE+GoySZrH9DGGiBB8KEtUwElAZFQ7HA31ZJgM4hA8qXFUICkgWsM8bh7rU5k0AUdqIpnPbUySgUNTu5TA93OQJCiyNzfNcc0iyTAZISdI0o+pOyhSbE4pECPbEu0WU1wFCjR71OYcgZDpitIZkYA4JMqtggbKdNQPOecaIAly+mHnZwIfQZIPMx94Nam0PfVwqgCO9lFKgONZmARfctgq1mCaNL91VgsBUkxzQ9TN5QJOhu9Sm9wEVj74qo0CTWS6FFTNQbJFVi3XgEQgfWb0zub1s3e3cgfQx0bTXjFJbkfmSmDmeTWT5JzslSDOYh8Pvc/B8+5xZD71M4BOBWr4/TgWZNc8N8eI48fl8t2NFwmvgetVAE2Zvir1k2PPl4cOupExqqwbgiPBkhNbtirdo3KHaHlRToYvnHYvExbnfe+knFteTGJVKH8sXxpyXYWhyEx7gA2rZmDCj3/CiaMOcFw7B+tXTUdk5G2Ehd3A/Fk/YPf2RcbvqwB3zcopGPnNb3Bw30oJDkZHu2Dcj19gxqRhiI26LTKo29f3Y9Sw3+OQ0xoByarKWGGOZJK//qf/A0cOrUU+A2tGUZXEBA/Mnjocf/r9/4vlSycjPMxVZD+UA7H4BcGRnxVQMs87HO1tb/CTlSmJlWIiitlLkPzQheatoaJ3ZJSYAPlhxUOJOr+391WSG0pryCgHAMtPZWg5NQUtxyeh5dg4mEoTxQwmiFosNtgsH2F5sQGmygkwVU+DqdYOpppp6KscB1PFOJhq56C/J0fMb80iWUj8TVcmQqrmSadDdjt821MAU24TOtxz0PeqDeYBG6KbX8K3qRoPmmrED0hw4ue0tib02qzCEu++/AmOhSXYWlyG7SXlApb87FBYitsvf8KAuR8lt6uQsC4DiY6ZSN6YJZ8TNmSi/H49zB9tAoSUPlED+n6x76dpgTdanaNBf6iVbNbyydzm2Da+aUVUZKHIf1R0u4wgGW6AGyOPCijrJHrNCDbNcMUmOdemuMiARC6kgzeRqKk2imMQOOmDFFBUgKnNbK2PrDTkP38LkgRC5a9k9FsxS/lbAj1kEwzKUDpBCUioCMdLCpU+kkUx6Iuk456gKBHNQmaR0Pz1N/rgfCoky4eGEx9eggbBT4OjZpMEOn4mUxL2aLC9fBZdYLogi0YUqEwaHovH4PZ8KHlMLhPmZJjLRfkqGp6d+UAAiCBEhpiV/gA0w3INE53FKghYcvwh5csIXARP5lTzuDwPJ4IPr13PeW7mf5cWqL41XMe2C7w2TlyvgYz7l5dGSCYQz8lr4pwTz8XrI7CEPr6GOzedkW6AJM8lbRgMds6/eRweX1+beoEodi7bSyBMvaz0dgxw0BVCM5y/GUuxsYAyl0lxZfFJqtx1/g7cj4yYbgVO+Vn+uHJ+B77507/g9LHN4IuI7I4MlN/xZxN/y/zHOHvSESO+/jcsmPOj9Ak6eWwznj0LRmbmQ2zfYg/7BWPxJNlT/LDcf/PGuRj5za9x+thGsVCeJN7DzMnD8MO3n8P9zmHUVsXCy/0Yfvjmt9ixxR7ZZLFFYYgMu4Gp477Eb//5/8L+vcuQm/sIpSVRon1kKumyhePx2b/+Axw3zEFC/F3k00XAxAhjIpskWLLARWlJNNqaX6NpMHDzAib6BjVIbgvF+0W+6LiXC9OrNvSWNEH0kMsJlr5od8uGmNkUmifdRfPRsWg5MRktR8bi46NjsNkIGrYhIOmAvooxsL7aiX5TFaw9z2BtvgdTzSyYKsbC8toZ/f1m6RFDoGRh9GdNLgiushMmGVw1B0XvboE+UgkCmfrkeun/822sQk7HO7zo7cST1jcCksyfZoogfaUvenpR0vkRYW/fY1txuQBlxLsPKOzoRENvL9rrOvFkcxaebM5GfeQrfChtQblXLRIdMpG2Nw8dz7vQfjlFxoPyo+7EWtGLct4dX4Pe3FcSDGKEnWPI/G0Gbji2b35qQXjYM6kryQg3UxN/QVNZ+ROZc630j2SQwiKrQwezZ7idMEj6G38m/dGCcKWTFJO9hlk1Si9JZklw5MQMG56LGkpqJAdBslz13daVgthGVk3KTymaSi4rY1Ml6sgCUCVZOXwgCZwEO4KEEh3zAeGkGIpqqCRRQqOhEs05skwyHQVoKmuGDzIfbA2KWjiuTWiCHtdRvqPZHUFEBT0oLg9STMHI5+a2BDoyRdmefbULgoV1cZlma2SDZJgEPzk22V25Ynbcn6Y3wUuzPO7Lh5cALyDHXOsSFdihuU0g4cuBc+oreR1kmmRxXKaBgyySgSbO5dzcrzAMJQZAEySLn4UhJzsIaam+wowK2S9cWGKkACuBisfm2D1JuIeEGDfpX0MBv2aPvEYBN53dUqDE948CLsLD/RDcbzrj+qWduHp+O+7dPixT2OOrEohhIywyYF4zvyMBUkTwundPTiAeB13GyG9/i2X2E5CSeF9tOxjRVy8QXguPQSC/534Yo777Pb778t+wculkxETeEVBmjcrjxzYIsPn7XRCQ5Pc6cdQRPwz7PQ47rxX5UXzMHdhNGYHhX/8OZ89slS6T6SkEvUmYN/N7REfdEZB0ubwfo0d8hj//7r9h+9YFSE/zk+UUiKc88cb8OT/gN//8f2OTg52Y5mSQmj2y4AVBsqQ4FGSlZSVRaHn/QmQqfKDD3jWIfOVnIGnvg66gYpjRj25LHyxdfWg7kYgPi31BjaK11wqbuQeddzeh5eh4tJyehpYTk9B6cS6sLa/F5P7EJAmSo2F9fQhm6wA+dttgYRCn8TD6CJLPV8JmbYPFSn9mvzTeSni+WXplsyVsaNV8xD93RJ+1TQGpSH6swoB5/ZUs8WaxSiCp6GMzHjRWw6+xBq/6ujBgNgMmE0o/dmFbiQLJmq4eWWazmtBc3o5ExyxhkI1Z72FBD0x9fXiV2IS2553yMmg7l4z3C7zRfi0VVgygx2aSiHuP1YQecx96e3vED6okQCq6TQnQy4YPCAstkOg2QZLdE5VO0hCA0+zWAKh9lOpvQxZk+B25jICpzW5ho0beNgM5LL9GJqkL+Kq5YpU0zQmcBMqhICnbGOBISQ8BUZvdZJjaXFdyn0eSnkjgpa+KoEeApO9RMUnOVXqXmLdMVZNak4oV0gemnPIqGKF1egRIPsxkhKzdR8bFiSBJoMnPUaY2AY++OU4aLCnNKWB2SynLrym/I8GHgCaRbmoTi9neNVhE2mI6S01GynwCERfljscBVxD22AV5ufS5Rgkwsk4kTWECpPgD5ZyKARN8JKDC9MAS5cOU6xnCoIRVSjVzpisygk3fKYXZ9EsG40mCN0KCriMmwh15FJQzt5xgToF5Lt0XQUhO8kRaip/sp1li6KPr8Pc5j2xG8XODkBx3D3ddD+Lo3lU4c9QBqYmeCsCNF5EGSY47871TEu/h4P7lsJ8zHAumf4sFM4djpf04bHOww1YHOxw/uAY+HieQlcV8b5XpQ5CT72PIq8juWVHc/+F5/Djic8yZNhwx4TcFDLkPz8nfTZ1bvQAJkt6eJzFq2O/wxW/+G3bvWCquiOoyZuUE4cxJR4wb+RmuX90nfmTeC263D2PU93/EZse5yM3yg/e9Y/jxm99h/JgvceHCTtFO8rjOe1dh/Pd/xM0bB5Gc5AWH1XMwecyX+PbPv8R8u5EIfnwV+cyYKo3Ek2QvzJvzA/7tn/5PrF8zQ5gka0nmsA1FaZjkcfPFTh8mQbKkOBJv31ShE/2DYvJOs0kYoJjbZJL2Pvj4sFD8j2RJFgyAWsn3C33QsiMcAz39sL4pU+B4fBK6Ii+h9cpCtBweg968UDG5LZb+T+Y2meRPByRS3D9gQ7+pFpaGdTBVjIelYS1s1g5hnmSRTV050ukwrHoxSt65IbJ2uZjeP31MBU1xBmUYJCGTJEiWd7VKwKm3p1cizFIAt7ES9FEykDRgtaKoo1NAkmyyvPMjo0UwU37U3oesY4VI3JCJtD15eF/cBusA61Ga0GPqUSL1c08USF55KuNhA6PcjOh/ClLRB8ox/CQm70ddTRNCQxRIMm87IrwYv5CAi5jGoeJjFJAz8reVeFwBZANlQUbudkOtqho0dL1imgogqbFUDFJVOddgKemPBsMcCpKSEinVyBVzpFCcaYeDfkmj8o8urMsiFmUldO4THNVEv5Vij9xXyVAIXGRPRQRRrqe+ziiHxYeV6ypKlU+ND59mWHwwtE9xkD2KRpI1EBlFJ9tU5lwxTVIjL7q4OEIkHlnprMCt2iRoYCuhmVwaIcuz0vzxJMET4SGuIiU5fXIT1q2ego3rZuLS2e3C2AhUTEXjvOiZqgsZGuwCP59zSIi5i5JnkcI2uZ4goJmSsFdD5M7v9DTJE76eJ3Fo32occ16PxGgvlBfHIj8nFKHBt3DikAO2rp+LTevscOLIBiTG35PvQKCmC4BmJ/vp7Nm2GCGPXA0QDcXVS7tFrhLof1n8affuHJGWEru3LMDSeaPgcnkvlNsgXFIwBaiY2lcagaqScGSk+eDyhe3YvH4mNqycgg2rpmLz+tk4cmANjh9cjQunNiEk6Ir4kRl04e9AiRB/I/19+RulPfXCA7+zGP3D55jw458RFnJDmK4eD77guC/3kXlhCB76nsPoYb/H7/7lv+DA/rUoppSJLLswGLduOGP8qD/h8IG1SH3iJSAbFX4TdtNHYP6c7xEWcg0njzjiqz/+EnYzvse1K3tF7lNaEib59HYzRmLtqunYvWMxxn3/BaaM/Ssmj/sLxv3wGVyu7ZF8bIIkfZMnjzjgi9/+Vyyxn4DHj64Iy6RpXV4ehYaGJDG7WaC3qjIGvLca6gvQgwE8eqcyRD709Ugmys9A0r9IItqUyUgVnqNx+LDIV/KruaIn5T6aD49G64U5sL1vwEfv3Wg+9CM6fffDZiOQ9cNm/QhLA32S42GuWwRr00lYXzvBXLcApspJYobb3t+AWcxzi5jahW9v4lHlLMQ/34QuyxskNezA48qZyG+8Iu0W6AP8BJKVKOtqwYCxv81sQW1Pu7R5jf7wEiZKfwQkP/4cJOlaELA140N5G1J35yFhfQZSduTg1ZO3EvQR2VN/vxTioE+yeXuYVBrquJmB9utp6A4uM7azisToQ1+3eum8q5OxLS97jdDQPERGFEtkW8xtnY+tKvqogIyOamsQFN3kIECqfG4V8WafGyUNIqt8zopBUulcsUUNjnqugVPM7fJP5jb/5jaV5RSKq/qR0uirKFD5JovpWyKbU8V1lW+SbIpBmBAxS+jsV5Ft9UBofxj9WwwQ0GyimJwmuEhJDHAlWBJcCSiaMRII+UARcPggcq7/FhBi6p5ma4XKHC2gpKcoXACGLIwmMv16NMcFMLmOGSi5j+DneQ7bHOdi3cqp2LJxPtatmYaVyyeI34oPC8GJ4EfWwXl2ViDCQm7C5foB7Nu5DFvX2+HYgfWSdUNfIwFBgwKvi9+V+szkpPvw8TqDy+d3YN+OJVgyfzSOHdiAB97nkZLsB/fbx3D0wHqcPLoRB/auwtYNc+FybR9SU33Fr8YeK8mJ93Hm+GasXDwZd24dQS71lQWhuHZ5L1YvnQSXq/vhct0J589shdvNQ7h6cSdWLZ4Ap13LwSh5JZuAFdNXSbmWaudAQKIZHR/nBn+fs3jgfQb+D88hItwVWZn+ct0EZ7Ju/nYce0b1+fuQPfO78vdKS/ESkCRDmzbpa4wd+QUeBV2V709QHPyNDAaqftcgBAVcwtgRf8Bv//kfcfyIg4Aj7wkK1e+6HcbY7z+D096Vck62/aClcencdqm6tG75FEwd8yX+8G//FfNm/4DHwQrcmEJYVhaJqxd3YczIP2DYX36Jb//8L7Cf+wOuXNqG7Zvs4LBmBqKibouygkBJlwLlRFMnfY07tw4MLq+tSUBFeeRgpJuAykIX9XU56LFZEfHhhWSIvOrplIo3gyC5xBdtF1PQm/kS3dGVElX+sEwFLnpiqoEBCzrubUbzoVHo9N4jUeKe9AdoPjIGrRfmwvrhhZjUn0ByIkxVU9BXOV6CODKvmgxr43FYzS1SNYdR7T5rOxKebxKQLHp7U45b/M5N/o6r34AeS7OY3H8PJOnPZKT5dV+XfKfw9w3otVqHgGQZtpaUo8xgktSEMvPHZDHhQ2kbMg89E6BM3pSFF3FvBJDpe2W1og/L/FQAa6GPsOn3dp5SiYiATTCl5pJjyGwbjinHNi+vTtIRWdxCT6oKEP2MIvf5BJIEQV35hyA5FCiHFr3QuknFJBkFZ/R7KEgqfyQzehQQ0v/4CSCHmtz8rEHyUw1Jmlo0qw35TzFbEhAcVZ8QOrkVmyRoEgyZAaEipQQQPhhlkoNL5smo6c9T6jSA8kHkg8c5Jz5kBERZZuQ2kxUyCk0WSX8dI9RkgwnxnsjPDRUmIMyPmTGGEJsgKVN+sEg8MjMe4Ob1/bCf8yO2rLeD894VOHl8IzzuHkdsjJsIjen3o5aOc07enmexZ/sSnDuzA5cv7cUWBzusXDQBHneOCiDQ5CZw8PuRHXO6cW0/1q+ZjSWLxmPDmpk47LwG2zfOw3L78di3YymuXdqHQwfW4sSxTbh21QkHnddg6fwxOOi8FomJ9+U6KHxmgOHK+V04vH8tAh9clu/NaLjbzYNYtXQK9u1ehpPHN8PX+xySEu4jPvoutjrMhcOamYiPdpP0PIKilFNjfrchLGdwTVihlHWLkJdBGaPslXEoKgxHIdtP0K2Rw26GD3/GIvmbEjC1XjUp4R6WLpqAUd99gfseJyVIxaAVf0Nuy4m/I39PSsOS492wYvFE/Oaf/h8cP7JBXpI6dfHuncMYM+K3WLF0MqIjbsoLlUEkynpOHd0o67749T9ixFf/igNOq5DJCuoMVpVGoLIqBnk5ATh7chPGjPgDfvj21zhxeL28GFOS7+P8aUeEh7vIfVIuLYwjkRB7F6dPbZZcfMrSGPCheU3Tm4J0Mb35oi8KR1VlqgjCk9veSNuBss5mDPT3q+j2tlABBInmLvGToIVEdRf5oO1KKgb6+mFtrETrmRloPjIOH/0PwVSdju4nHiIFaj4yFr25IRL9ViDpAFMlQXKqACXn1qbD6O/Jg8nUi+6ePgNogNcfUyWizcg2gzWN3TlicodUzUdI9Ty8+ZgmJrcGSUbnS8kkbQwUWUDFekNvp5jhUcIkLWJuP+sgkywTNjkIkoZMiEDZZ+nDx6ZuFFwuF9ObUe6mXFU+ru1sMj4s8ZOamaxS1MbpUAw67+dJZJsgSbU8x5AtHDimfWYLMtJrRCMZH1uNyKgyREngZkiLBmGTBlgy0+bvgaSKcBvVgaR8mgJYskT6Jpl6qAJBKrtGBWx+DpAEyaFAycAM2SQlQARJ+iAHs3BKdTUgFgOgmc3ggqroLADJvjes7FysnPIKEJlF44/gwEt46HNefGZ8IAl+GkwIjnyIxBw31mnGqIFycG48rARJAl5xoZLhhIe4wGHVdGFjCXH3UVwUgTwCq2SvELwpHn8sUUtq4FhlOuWJl5hZa5ZNh+e9U0hO9hSnPesIsp2EelDCUc5+NYXhSIi/hz07FmOR3WicObkNcbH34OriDLsZw7Fh1UykJHkKOCqAVOXWKDY/uHclvvv61xg18nPs3GIPb89ToEm8bsVUzJ0+HMsXjsf+XStw68ZhhIfdho/XOTismoVtjvMR8uiqdOoj4DOFkSC5Z9sSeNw5iYoSJXSnybpg5veSNXLi2EbxW7JyTUbqA2xxmAu76d/B1/us9LdhCweCJINKZdJDSFVyp1/2abIXIkJvIjjoGrw8TuK2qzPOn96Ki2d3yEsgJuKORP014LHwiHaFEDzzcgIRx0DKzOH4y2f/H1yv75f2B6yIxPXcXrNQxSwZ9AqCn9cJzJ46DJfObxOQ5MuVTJKFQ3Zsni/VlSLDXOUFSyuFoJWa6oML57ZiwZwR2LXDHgnxHqipjRfTme4JAhz7JtESeOh7Fh7ux6RqfF1tIiroMmC1H9YQIBumfEzYJ4ExVHrZEGjJRumHpGuGuds04ysrouW+KCyMhqmvCwXdzfBqrER6K4XgLLDbJcVuKfthRXG2WmBBXeZrsyqPqaMHlv5+9KT7oeXIGBXVpvzn6Di0HJ+AlpNTJJDz0XcfrDb67LpgeWGAJCVAVZNgqpwMy+u9IjI3WzCYKshaj8+ariO4UkW1Q6oJjHMN/6S9RLsLmq6AmThDs1s0SFJETkE5I9uUAzHqLcusVolmbytWTLJUM0lDQE+6yqIXfeZe9LWbUHi9Qhhl9skiWLqtaNc+yUspsPZZ0Nfbi75uNfX29ooYvt9qkzHkWHJMe7r7kJSsBOQhIc8QHFwgQClVgMjy9ES/IT+LjMcQk3/yRRIch7aTJcPUEiK1D/eTfamPZDTb+Jt52tqsJqPkZ80iq6iFrKSERFUBqpB8blWJnFFsyn1Ky2hWh6CMn5nDXUYfH0unqaoyfNuXsKIKfY0GACbE3EFEsIs8VARFiQSXMPsm2hAsq2U0T8lsyDY4EUi5jA8mHyzNKDknGHEd0/MiI25gweyRmDHxr3C97iwmKk1kMjAGcBio0Y56PmT5eUEID3WVvjQ0cXNyH6OuNkGA0MfzDNxuH8F9jxN4muKFQvoii8LloV+1bCr27FiG6Ch31FQkICTEBcsXT8D8WSPhe/+UlH9jdJqgTmkSgzwEmh+Hf44Zk76D6xUnlDyLQHF+OK5fdYL9XBbGGIOTRzYhIuw2Cgooyg7A4f3r4bBmlpijfOj5Peg6uHx2h9St9HI/rSRCxRGIirglBTZmTPwWN1wOCtNitz+6Bo4d2oB5M0bA484x6VHDQA1Lt9Hk5hhSfJ2V9lCY+EO/c9izeykWzvkePw77FcaM/C3Gff87TBn3BTasnobrl3cjOyNAxp2gR8DjnCySYEk5FrNmZkz8Gl9+9k+SHVPMVh55QYMAOfR34+9M85mMkuY6WSZ/Z+1WkYZbab4IfXwV2RkPxT/Ilxerh9Ps5YsjncDL/uhF4fJiIzjyBcgAFgGQLzoJuFTFGuCnZFpUDnBb3gsCjMxjZ8+mSoKiYo3q3ibYKvkP/ZG6GRglRJ3tb/HC3CMtB6I+vECfzQIrxeQM3FACdD8XpvoWmBrbBRQYyWVuts3ci877WwUYW09PQ+u5WWg9O1NNjHIfn4jW83Ng/fAKAwN94pNkFJu+SGvT6UFz29ywEgN95SImt9n60WdpQ9xzh8GodmTtMkRwqlmK8OpFspzrey0fJNWROknKfUo/tkh14P6BfhQzut1UDf+mWrw390p7CLbCLSSTJEgWl6H8Y9dge1zmbr8taMHLuDewWaWImkS8kzZmIXlzFtpqO9HBQsCMbl9NlYAUNZqsPGTut8I6oNIi+ywWcAx5PRzT5vcdiIgsRHR0OSLCSsQnGUsmSXDiJF0SB8FS9cxWLRs+BWy0yU1ze9AnyeK6OjpuVCGXdMQh+doETb2NPp9mk5wzcEP2yOo+7Fsjn6VdgxKRU+bDFK2Kct48wQKUVVVR0mmOdfjkBjZ60xQXBaO8jBpCipnVg1kqLV4VOBIAuU4YZ8FjpKf6IjdbNQHjw8SJIEjBOUtZcXspgGqY7lzHZTTb42LvYO2yyVg8bzSuXNqLjFRGelXjJgIkHyiay3ww+ADxQQoNdsW5kztw4ogjMjP8ERt9B4cPrsVGBzusWTEFi+eNwsnjjggMvCzbHz/qiHmzRsHl6gEUPgtHZUU8UlJ84bR3GRbO+h73bh9TekoD1AmSRQVhuHxxN0aP/AKzp30P3/vnUFrI6G0YHgddx9qV00Wqcu3iPhTkhaG8LAa5WY+wZ+tiOK6ZJdFi+iMJAswZvnndGQ6rZ+PW9UMSqScIUwzNMm0L5owGq6TTtUF5E90JZJ6rFk+G172TKClgHrkqVUZw4kuHLgvmqzNdM/SxKy6c3Y79e5Zi3Zop2OQ4BxvXz8SmDTMEIFk4QhQKhnnNlxiBctCEzn8kf1MQ/tUXv8Sd24fl962gH89woejfjHMCIn9jgiXvD/XSU4E+LtcvSS0PqyyPlvqd3I/3BEGQE1u/CuvnvcL7i3UB6Bse0j+b+9KsriiPlm1433ASRQKj1lXRUm+SVYgIigRMzgmYzLKpro5BZWWMgCrvwdzcQLx5XYmP6BdAYeZKs6kHLJ4rIGnvI8xRJEB9vVKswmwyKQH5mwq0np4u4vHeTH+Ym1/D9PY5TO9foq8yFa1nZ4lvsrcgkiUoDJAcDWvjGWCAVc/PD/omGczpZ4vWAeBtd54AYVj1ArzoSEBn3xu0975AR99PeNmZiLBqe4lyU2jOYFLMBxXdzmpvwvPeTiS1vBZxOf2N2FSyAAAgAElEQVSCGjhTWtrg9dMbXH/+EttFJ1mGGw2v4Pe6Eekd7eh+1SPBGgrJy+7XormsHTWPXiB5Uzbom2yt6kDHxRQRkLMVBGtVssp5V0Axuh4WoSe+Rkztlr4ecAwJzhzT6upGhIQWCEiyKnl0FNvKDorJlcksOdpGDxr6GMkg2dPmZ0zS8DlqkCSQfgJAJfORij81UaoKuc7j/ne1JpWJTdBUrFKZ2MykUWY3TW+a1wzkMF2RAvMQFBQEoJRAWhEuebMl7FtSpgS67DRH8S1vLi1Q1oJkmlO8QZW/8hHYpjTQ7zyOHVqPM6e24FHgdTGT+LDrRvF8aORB48NmmOr6QeOx6GdiAGbFogk4fGg9Av2vISszUMBRAySjlQRIPlQ8RoD/eezcvEA0d15ep3HkwDosmj8G61dPw+plkzBt/JeYN/MHXDq7C2mpfrh4fg9WLJoqQZbiIj6IkUhK8sSeHfaYPfkbuN08rOQ6UpBXaTVzMoNw5vRWjPn+T5g5bSR8PM6iIIc9aMIQE+WGtcunYebkb6UdbVYGTbpIZKYHiI905eKJeOB7Vh54AcnCMNx0ccbiuWNAUM1OZ4WdUMTH3oW93SisXDINj/wvDQa92C+apjJB0vPuCckfr5R6kGECbJmpvhLQoT+XE319kRG3EBR4BYEBF+Bz/yR8vE4hPNQFGWl+4u8jYGkAI8jSH0kwU/5GXk8QwkOuSWEIH88Tg0Co2SG35f564m+qTG8lNudvqi0GHpu/Lf8WZm4Ap96XvyWPx/JmUsDZeKkOBUkCJQGTIMpj8WXL4/I8Ar4ii+JLnC/scFRQ41rG+1hVKadZzvuYYEm/pPS6yX8ENgirrs6QnGfNyGp62tDPfjabgvF+nqeAAQXclNEMThSQJ7qh2XkEWi/Nh6XlJ/TZBtBrtqDXzEIPNnR6bpf1nT77MGBpl4ybvvIfYX19VLSQZnMvbB/uoK9qoqGTXA70f8Szt64IrJiGhIbNwipNfTaY+iww9TKa3Y3khu2yPr/xkshvNHMjKNLMZX+ZsPcNqOlplypCDOTcfvkKawqKsLGoVFgkmeTGwlKsKSiG64uXsPXaUOX3XLJt4temy5yAyUh39rFCmDosaD+dhA+LfcQvSUY5ONl5St1KWPtR090qLJJjyTzynJw6hIczql2OuNgqxMbQ9C7HLwQYGaQx6kfqiDbnmjkKULI5mFQI0tXKdd9tVSFIayX1nL5JViIniIoJTtNdqgkp/SSBkYJz1pZU/kfDT0lTmuCoTW8GeVjth2BITWQxM3HYfjZC3rx8+zICSVOGgMT6e9SXUUStHiZKQGheqWAMK2azpBVrMDo7rcK6VdOwYM73EhgJD7uJgjxm66iiufrBIIvQDIQPTnbmQ9n/1ImNmD7xS4z7/vfYssEOly/sQEz0bQFJzSQJNJxYOLU4PxSPgy6JGblk/hisXT0Nc6aPwOL5Y8TZf8/tIBxWz8KMCV/j0L41iIm6h0PO67BmufJfFuSHIjfnMaIj78BhzTTMmPgV7rgekui5iMaN/O7sjEAJxIwa8QXmzvwRbrePIjeTPchjER3lJiXW2B/n0oXdKMjjwxmN5ERPbN5gJwENX+8zEqCR3tqF4bjh4gRmjpw5uhGpT3zEDI8Mv4n5LMywZAoCH54fBDGC3rkzW7Fi8SR43zslIEmFAcFC18wkOFI7yuh3eooPUpK9kZ3hJ7nhUk+TMiuyPqn3qFmeCsbJS8soMkKzm0BIVkidbPrT+9J1UQMo1xFIuR3nPKYGSP62GgiFJRpAyWXcjvcOJwXEKhtLpUay8vkn0OXxyKB573EiONI8JzDyONo9wzkZJC0Q7fbhmHA5QZJtHuhjJziSRXIuPspSVi5nFk6IvGiLi+PQ19eNou5WeDZWIoVZKu29aLv4VNIP2S+GIDn0H/2Mpqp0dHhsRVfQEZHA0GSVfwMDYPmynkx/tF21R0/aAwxYO2F9vQum2hmwvT0v4myTmRpFK2wtPrDUzYetK138ly8/piD5xXaVXWP7VD2cfkZWASr/4CWi8uftkbAN2JDb8R5xLa8kh5v+x+c9HeiymCCM12wWYA9++x4na+pxtvY5zg1ODThV/RxcRz+s2WRGY84HPLtagbR9+Ujfl49C1wp0NLB07oBUNKeAvsUpRgoEs/CwTPuiRBJEkExpfQPPN5Uylt3dfUiIL0VEOM3scjBvm3MBSQ2OBEKpPC61H1VmjAZJ9rqR9QRSBnTqovGiPlaWkVFmZfogJ9tXGKUGSc4Jkg2sJFQThWr2sGFPGzJMRr+ZM270uhkKkizEW8E6k0Y7hxLqJSUoQ5ObpkiI9CdOS/cR4S19O/Lm50PF6GBhGDzcj8Np7wrcdNknDx99YRrcIsNuIzToBq5d2Y9jhzfA5coeqf6yatlk+HidFU0ipUIUgot/7xmj6qryDW96rkt5ch+nT2yE3bTvMHr4bzD+h99j/appuHB2K1h2i748MklhYkaEmgEfZs0wc+WQ02rMnTEcq1dOgcPqGTh+aC2eJnkjJckLW9bPxfJF43HrxkEkJXgJ01y2YDw83E+gpDhKBN8P/S5gw7pZWLdqhpi69Bvy+DRfec05mYFw2rcSo0f+EfNmjpKgTFEepTRheOB3HjMmfYVxP3wuY1D0LEquNy7WXWQ+c6Z9hysXdohJLBk+BaHwuHsCC2aPEtnR0ye+4muNDL+BeTOHS0Q8IsRFAIHjw+julYs7BMCPHVyHlEQP+X0Y9OL10dQmQBIcqeFMS/EWHyV/HwIXAU0DGOcarOiD1IDHz+lPvWU7LuO+tBToZ6SlwP0IfPqYwvyGlMDTx+d6giLvH37mcbmOv7dmr7weruPEa+FxuQ+PyTm35zr+rUGZy7mM46Gvg8fj3zyXVljwM+/NMqoyimklBQlQck42qU1vAib/ppn/rCAc7a2NeNdvhl9jNR6/rUN7bw8sPX0wdffC1NunIsZDUJJFHPosVph6u2D52Az+PfQf2Zulux3mjg9qO5ropmZY+ppgMbXCbLbQRSjCcTYis5lew8TakX19MJus6DV3oNfcJmmNPz+uDT3mVvTIMayqJqUU1WWNSzMsJjMsfQogKdvhP0a7e0wmdBlTt8kETl0msyzrMalybxSVm21mmHrN6P7Qg+7mXpj6lDSIkW9zV68ErBi0MnX2wDxkYiZSR28Pgt/VyRhyLN81tSE6ih0SP4EjTe2IiFL8oq6ezNAAQTI/8SWqntkvBsExWm3TECuMkyBHqQ/rTebn+ePwgdW4cn67FJogAyVAkqE21LEKdTiS4z3g6XECt28eRODDCygqeiRAORjBZi53OfO2GfB4jJycByjIe4iI0Ku4fnkXPO8eQVKSuwBkTo4f7nscw7EjG7B751JcubQHT1P9UEKdZHGEmI5nTm3GnOnDsXvXUiTEucmNWVoYioR4Nxw6sA7Oe1fi6OENuOd2TNjM1cu7YTd7BA7sX420lAeSOyw3sFTbUal/+obnm5+lsZjHzMIKS+aPwrTxfxazm6ls1BEyusnADQsaSNTTKD9G0GEtwTs3D+PkkY1wv3MUj/yZteIndR3Dgl0kYr1j80L4+Z5D8hNvHDm4DivsJ+LyhT2iT0xO9MKu7UskmstskciI22JuE3jI1AiWeVmPcOTQekwY/VfMmfYD7rkfU9lB+WEIDXHFrKnDMGXMn3HP/bhcH683KvI2Nm6ww4Y1M+Dm6izHIvgyOu/nex4bVs7CpTPbRRLEF0BC3D047V6Kk0fWISn+rowxAYGg4Xb7IGZP+VYKRQQGXlJMl4U9WB0pU7Wq4LUSKBUTVKCiQPCBMEO2XNVAxONyOx6by7gd51zOY3I5s6hoMahJARS34XpuT1DlMTTgDZ2r8yqhOsFMAxuPy300iGow5HE56WNwO72tPh/X8Z4Zet8QPLXOk8uFUbLOaWWUZNgQDDUgklWWlUeIVcSOi7SQGPDhC7ih/hnYmJWaQpqtdV3twg6Zoih51JolDkGsAWaaUGNINkix9pB/NMsJesIUWUbNZoNZmKOac73+Z7Xa0Nen8ry5jOssPKbZKoEV88AnHst1ZrZjMFtlO8qVpCSaEaHmeaRUmj44OyMyK4YyH72N8Vkv41zvwzm/r9lqlkl/d7kmq0VeBnwhfJq4TJVjq+9qH9RlcixLSn5CZHQpwiPJJkulfUN4RAk4/aLGALxaac2gAE4AsD5GQJAAyonLyiXfmkUvKPOJxMvnsUhNuS+R1v27l6OwIMCQ/4SJac6Ay+2bh7F98yIst5+AVUsnYufWhfDzOYXayihUM4dbem6HoLIiRPZ9kuiGIwfWiq9w366lWLVsCrY6zseVS7uRnfVQAi3nz27DwnmjMO7HzzFzyrdSuDQ7OwDlZdHC3o4eXo/Z076TnFvW9KM2j+AWH38La1dPxaoVk6XKdHjodVn+KOgyFs8fLdo+RlvZuIoPiuQM5ysmyZuey+SmL2Q02EdY0G3Xg1gybyyOOq+VHOB8ghRLhRVHiIyGACRpgIwW5wUjIuwmzp7aimuX9yEj/aGAlzxgGYG4eG4H6BM8enA9wsNdkZ7xQOoQLl0wHoed1yEq0g3nz2zHvFnfY+aUr3Hi6CZJfyOYSeojNZwUr+cG49zZ7Rj25a8wcfRfReaTn8XrCEVszF1scZyPbY4LRaDOQFNBfoikybled8I996OIi3ITfyFF8AyaxMfdxZ0bhxHBlEmyqcIwqYweGXETaU+9Ja1PAwhlPRGhN3Dm+BZ43z+D1BRv+f6U/xBwmAWlWSWPTeDgmHIMCFb0CetWv9yWvwHXEXx4Dh6DjI8Mj/txGddzzmPpsmsa+Lg992WwR347o8CH3of78Vjcl78vJ26vWkDQTFfVntSxFYPU18JteRy9L4+ll2lg5d88Lyfeg5z0dgwcscAHG4Cxo2J29kNkZvqimJrgMlbOolb2MfLY/5tFL3gcNncrioPF1IuCLiUFYpGIT9A0BHH+N35k4Qm/N69x9Xk9Hjc1ovdvetL8b7yU/+GpOFYcM5H+dDWjr8eMhPgyhIUVIjS8CKGhRdIxMSGhFnFxVfhFTbVihTV1kaiti0Q1AzE0qZ9H43l9DOqM4E1B7gN4uB1A6ONLqK2ihjJG+tUkxbthqf04HHFeB0p3yDJV9DtamiCtXT4DB/evlYfvsPMKrF81FU57lsnNzspCOtpdVU0tZTiCAi5i/Ng/Ydrkr+GwfjZWLp+MFcsmY+3q6bh8YRfuuB4Uge4hp2VYvWwClswfC+f9qyRLo6Y6XqLJ4iuc9JVkTaQke6Ha6HKX8uQeHDfMwqKFFE2vQepTL1RVRyPliSfWr54qJbPIeFlEgYyCN7q+wfWDwGXCAMTHFIUAv3NSfZq1CFkogUENgghvZr71KQFihJjpi4x0kyHu3LYEZ05tQ34u26sm4lleGG65HsaShWOxdNE43Li6F5lpD5GXF4J7HiewdsV0LJk3GutWKv/p/JkjsMVxHsJDbonch8CogYf+PuZlu7ufwMTRf8a0iV+LucyCF3zg0576icn9+NE1JCV6iWQnnyCbHYSMdEbnWUT2wSArJQDLsbMNbaNRK1OBj5LPEAj44HOsCnLIZAORkugpNR1l/IyamTTFeQ08Ht0Z9CVyXw0szLfnvjTLxTTP5DkD5V4h6DGfnrpHfiY4cT/+LgQt/ZnLCXoERW2iC/j+LNjz8x5GPAavk9+B2/K75WZ9Mvt5LxDcuB234Tk0m+R5uZ7L1H6KrXJ7ff9wzn055/b6nlIaXR5PsWHxqRcFS+BR990RNwIBkllnvEb+jjmP8eFdA9phk5Q6/6YaJZ35O/Bgrvkg3Q3ZspVdDvU/c10OzFVpMDMQVJ+nF6O/PRz9Pbnob4/AQG+RsXwAz9uj0dZXgxcdMeg0vRzcnh/e9PXhdF0NdlWVY19FGXZWliG0sUk1AGe7W5sNDT29eMfCFX/zr8nUA7Z1fWvM9er8jk6pBEQZUBnlP8Y/FrRoq+nE29xmdDYYywcGpA8POzp2x1fD2tSpN/+7c8qMOGZs/sUxfNnQLEUtwsNLRBcZFl4MTokJtUiIr8EvCIgsSEGzu7Y2AtWMQrPaONkjUwwZ3a6LQlrqfRw5uAbXLu9BZWkYXj6PE59jUrw7li0ah6OH1kqlnxfPo6VgL1u9njq+QRz7QQFXUFEZjdCQK9joMBs7ty1GUtxd1NfFoEraOYSgoorVTkIREnQRY0Z9ju+++ZX43QhmDutnYf3amSCzPH10E3w8ziD9qRduuezD+lUzsX/vKgQ/uiZZKrzRyDqnT/4KO7ctRUz4bVSUsZNfGFKfeGDDmumYPf07yXLJzXmIsvIw5Ob5Y+fWBVhmPw43rjlJ0Id+I97M+qbW86E3OpfdvL4XyxeOw84tCxAR6oryEpUdQZOULJLTM6MkGmU1QYGXsGLJBCxbPEEYXurTAPg/uAL6RO0XjMYBp9UIe3RN7VcQhuhod2zfvAALDT3m3OnD4LhmBq5d2oOcjEDxcxJYGPBITfYSBliUF4rISHfs37Max444IiXRSxgm2SZLiWWkEkD8RdeZneUvYvanKb7IyWbDKbK1T5XLxeSWEnEKJAlABBJOBAoCBMdJm59knwq0AyXARfAYPEZOkIAvt2HwTDFVBToEOoKggHyWamXBzyyeS/CR4xjtIjjuBCtO3E+v51yzTF7fUODicg2cBCz9EuSxhn4euo/+TtyG45aV6qd6DBnn5bk1GA4dE26v7xNeI8/HZZ/AUUmBeHx1naztyb5NDOR8anFBgJSAJVvwSvsL9pxXRVKqKtNg7bdJpggZUWZ709+EaxQ+WN9+lC6IbM3aeiwOPcmqr7W1sQYd7o5S5KLD3QGm6gzZgdIec8NqWN+egOXFWgz0FMrylx1JePJiNwqbXJD6yulnQBnb8gF7ykrhcykaT1b54sLjNByqrkK7yYpmixlXntfDuaYSJ+tqEP3+HaxD3AFtVhNiml8hp/2dzF/0ql7irPpzuroOfm8acba2fhAo3xe3Ivd0Car8G5B3vhQfX3bL9fUk1qLlSJyUhGOXR+s7dRw1Cp/+Z7iKY8UxY5aNxdaPzIxqRESWICa2ErGxVYiMLBWwjImpQHRMxSeQrDX61HBORllL4DRAkiCaEH8H27Yo6QoLArx6HicSn4jQayJhuXR+B2qqlX+TwRmmfjFzYd+uFcjM8kd9fZwEXLZtmY+1q6Yh5NFl1NfHolL3vGHh38pwhD6+iLE//h7Dv/pX7Ny+GBHhN3Dl8i4ByW2b5+P0MUc8SfREQ10SHgdehP2CMdiyaSEeBV0zZCthuOt2DEuMjBKyO76VWa8wK90Ha5ZNwrgf/wCyzWf5ASIjYtT81LENYsIe3L8aT5K8RUOnH8yhNzpveC7nw8Gb/tqlHVizdDKOOK9BfIy7lBxjfjbBkXUF6YMkm+TflNoQjHbtXAy7Gd9JX5PVyydjqf1YTJvwpVSD8fQ4JaDF7Qmq9HHedz8iOkJ+f+YUP/A+h/QnPoMsUrMvggoBiQGirIxAxMR4IOPpw0EgJUjq4AkBiv5SXiMraPM6aXbn5agycDzOIKOTOpfKB8fvTnDgnA++BgCCJ5fTRGZ5N16L9pHyb1WbMliYJgv+8ppZZYj7EywIYIolKibJffW1DmVo3F6dR/kFuQ/Xa9DksTjx+jgfCpz8m/vzt2OkWYMsj6f353ruy+/D7TW4JcXdQ3jwDWHBKp9b+Ux5LDJipk9qcOQyNTZk15/AkcfWL95P34Ol4DiWqhq7UmGQYas+PwKSRvEWgiZf9jx2Xm4Iujo+oNHaK761oLe1aLGYPqHBkE+2po9oPZWEjvt5aDkWLx0Oudr6phId97eiK9ZVANNUnyt79Xenw/xyA6zvLkjVn4G+Cln+qjMFqa+cUfz2NlJfOqHb0iTLQ5vfw/NUKBI2P4CLbwqSVvviaGwO3pktSG1rwe6KMhyLzoRzeh52V5cj8f0H2U//R6BMaP4JeR3vENv8Chooa7t6cKHuOfwbm3Cupl4JygF8KGpF3oVSVAc1IP9SKboae+RQjOyzAnr7/Ty0nkkS/ag+h55zjDhW9OVy7Fo/dEgLWaYgxsZVIS6mCppRMiWR0y8IgNrvyDmj0fQ51lUrPySXMYCTEH8ba1ZOw/ZNC+RtrUHS895RzJ45UqqhVNN0r4uW6LTX3SNiCjOwQtlOTU0EsrP9sHXzPNjPHwtf71MCxJVVkYPRbKYwPn50DmN++D1GfP1rXLm8B88Kg3HzxgHYzR6JpfYTcMvFSTIlGGWOjbltmOIzRSRNXRonlsZfsWwSNqyeIeZtVUUkKksVSNIv+sOIz0Qb+Yyd94rYvD4C7rcOYOakr7Bx3WzxG2ohurrZP/nOeJPzIeJDRRPWw+M4DuxbDh/vM8hl2qJhYhN0CHRklLIsl1pPRpKDBdD371mO6ZO/xORxX2De7OHYsWUB3G8flb4oBC8Kz6mrpNnOB52Sm4CAS6IppLnFIBDNVgIfWaQGFC7nxPNqk5/ZIQKKbEyWpaQt+RR0ZzwUkOR1clvWteRxuL8GKTlWvsq80XnUZD/8THDhw86x4DVqYCFIf7oe1TeH5+U1UF9Iv6WwSEn3VDnYZHqMzMs5eF2G35HH1aCoz0HGqa9P1hGg2CJD9leMVwMl9+H1DgUwghhdJhok+R309+Ay7quYofJV8jenXOm++wmEBl0XANPfnYyR4KX31/cLj0NzWuRphkuBx+FyHUTS52AJPprcrD1AwGXwicfUVdnVcpXkQDDlfvxN6+ryYO3vR3TLS6mgk9X+TmPBv5uTSbbfykTbjQx0eCgwHOi34qP/QXQn3UWn9y6R/8iO/Z0wv3SErfmegKStI0oW91pbkNywA3VtIUh8vhXve5Q5/jyuErHrfHCwuAS7X1bD1SMRDy7GoxcDiGprhsudeOQuvo+0FV44E5GBI9U16GKgx/hHdpfR1oSs9rciy8nveC9rzP0DcHn+AkGN73CprgEx7xS4Mu0w/1IZGmJeI/dMCcgu+Y8vA/YU74qqlPqZdDX87T+OkVdjlYwZxy6/oB6hYc8Ui4yrQoRmkexvE1PxCSQ1UDIa/bw2GnXVrAcZJW1gWcfxeW0UMtK9pDgoixdkPPWRHtpV5eG453YYdrN/lBp6tbXRqK+PQWFhIM6f2iT9PViVhYyRIFlQ4C9FFdatmY2Ah+cFJKuqmHkQDs55HSHB5zB29B/w43efw939MIqKQ6XKzNRJX2Hu7O/xwPus1IpkwYukRA+sXzsL61bPxAPfCygro3YyDLExd8CS++xjfNftqJjbfCNnZ/hi7YrJ+HHkZzh7erMhVA5HQ108Ah6ewfyZI7F1o53sr7R9SmSsHyJ9k8uDbkRNKelhVWmCogZEgiJZIMFOF6kQDR177uQ9Rl7OIwQEXISr6z5pLHXX/TD8/S8h9amvEW0OBM1gZllQSExfFHN9KV7WDzt9nwJ4Rj45mR+BgoxNAiJsu5ATJLnijLLzeniNWVl8IFWhYGoaySS5juXexBzP8BdzmSBHs5mVjAjGZIg8n5jbhnlPFkdA4TIyQT68CmAChUlye21qS7EKalel4Ic2yRXr4/4aAPVxCEKcNCPkcQkwGsS060ABjQpYsT85t9Pbcn/6Fvk3fzsCGn9LzgmUXMa/ySp1wWMej/VAuQ91kZwTUHkdlDqx2rg+Pn8L5qJrl4MAZD7z132REOMu0XvZxmCW/JyT+cnsJ9jzGvmduI5AqdvhEiAJlJwIttyG18Dx4SQBroIIfOxsxitLj2StBLw10vqGIMOAxSa9slvPJaPtZqZ0L+zvNmPA3Iuu8EvoDDiEzgf70R19DQNWMwZszbAwFbHxEKyvNsP2wQ0YsKLb8hbprw6jsMlVzO3n7VGiR+Spmu/l4ExIOvbXVuJgRQV2l5QiLuSZXEV1dRPi1vviaNYzXHmUipTV3jgRlY0mwz/J+o5kkMmtr5HW1ojM9rewDPSjx2bDvZevcevFK7g2vETQmyZYBgZg7rSg6FYlyjxrUXClHC/iG8H8cfohW08mCFtuPRqPnqfPB32iejjoi+QY+TZVy5i1tXYhMuoZIiPLBCTJGkNCChEXXy2skiAp5jYDMwQnmtjil2TwhvnYRoYMQZKynoy0+9i8aS62bV0oviOKxSnv8fE8Cft54+Dmdgz19fGoq6Ms6CGOH10rer+YqFt4/jxOgkG5uX44dHA1HNbOQWSIC2jaV1ZGCECq3tyR8PE8Js2RGJX19j4lIlqm2I0d/TmWLRmP0BAXsIJ0TWUUUlN8sGbVdCxbPBF+PmdRWRmNqooIpDzxELCznztaCiZUlbH6D8trBQjrW7NyKu7dOyxRw8pysuZYxETdxIUzW+F+5wBysikDYjXtT3o3/UDx5iTD48NVYPik+JAM1UTSvObEtz1BiCytjMVsacoZudUETUbkJYODRXrJDFmUwWCgLIhBDahkWwwBSz5MBGm2GmDdSs3QCGgi/mZLWwJxdpACKgOo9XF5TQRPAjhBktWy+TcbTdHvxig4WR6PJ5XJCxiVDkQec9IJpkZVI55Xzi26TAVyBB8+9AQ9AisZJR9ufke+QNS4KNOSJjfPw/FJfeqDDAZkyKgMkzhXetoodqpZJZuR8TfPNcBYAyZBi9clAGcwVRXwUS8ERtY5cfz17zh0Tr9nZMhNsJgGf1+2pRCfqQHM3JZjLqmq4ltULytG3glYfOlQQcH7ITnuHm5cd8ZWx3nY6jgH3l4nUShN6lTgpyBXfSfux3GSazcsExXA4TUr010Htnh+/SLhi0leHmSkaX6orMgQsXdS62thSE9aX0tmiwYGU1Ej2q+nozuuGu2u6SBA8l9fcTy6ws+jJ80P3bEuApBcbv3gBuv7a7C9vyoZNpCStQNg6bOqFn+wFNrztgh9eJl3pL7A+ZhcONVWwqmqHE7xWcgOyJd17cl1uOr3FNY9GY4AACAASURBVE51ldjXUI2bnkmI2R2CdpuSFb3s/Sgssrq7fRAguWNSc4ukIUa//4CAN02Dfsz6yJ9QG/oSdRGv0BD1kwJC9uH2yEVXWLmIyOmf/Nt/BGOODVkkx4q6zIKCBoSFFyIurkaAkWAZ/LgA8Qk1SEisHQTOX1RLWwb6Hxm4iRTGV1ND+YHR1ItMsiYKeZne2LJ5DvbuWyHg8aohXoDK0+MYltpPFC0eQfJ5Q7wwRurnliwcg+BHl4Ux1tdHIy3VE1s2zZPMjvjoW6itYdVlxSL5mbKiOzf24+u//CtmTRuJqMhbklVz8fwO/DDyt1i3Zjqys/1FGlFXEyv1CJcvnSjRat6MXFZfHS3gt2fHIkwa+xdcPr9NAFJ64jx7DK/7x3Hv7mGkp/uIrIJ1++izpMnzJPGuFEygk5xvb96cBCU+jAJwxs1caEQZVXMtxUwIhGSNAlA0+wzAI0vjOlaHEWkLQTbnkfTGIRskWHJihJlgxUmDCfclm+R6iWyKfIVRVDJN9u9mkYcAFBqARpCUQheFochmhJgmrsFoNWPksfmZ56EvkpMy78mcVAtcbb4Lg6QJzu0lKq3MZGUSK/8mM304NnQ9EFgIVIodKd8owYUgybHhy0V/H6YvsomWn/cZ3HM7gQD/y1Lgl6BBRkhrRQMDwTs12Qd+Phdw9eJeuLsdRVqKDypYvd2I2nNMeb1kwJw00Gt3AXWyBHH+pmVFytzmZ16vz/3jOOK0Bvt3LoO/3yXRhtKXyO/B66Eg/vatg4iOvCVgy3UEMH7f+/eOiv6XwB0b5S41P48ecsCa5VPF77xu7XRRbPBFSvbKFzWBjt+NE18AaryUmU2myYl1T1WvHpUznp7qLWY6r1cmvoyYTZQVjI/t79Hab0FAk/K11XS3D2LEQK8FAyYb+vus6DcNMXH7ugCbBQOc9w9ZbqPpasOAjcf4pKc02TqoYoTZ9ncixx0mpO96jIPJOXBqqMa1o4+QaoDk28LXOJ5XjH2V5XCuLMfu4hJk3EiFJJRTPE7tJPWORt9wfeFdVpsAIxkl1+t/li4W+R2ApUfpMmU5u9J2mqQ1bf/Hv++X5ZjQD8kx4li1tXxEbCyzayoRF1eLuPgaYZQhwc8EIJOePBfgZPDmF+JHrIkSk5pyIDI6skf6B/VEEzw/2w+7dy7Epo3zRAQd6HcBwYFXcfzoBsya+h12bV0E9zuHEBN5E7nZD3HulCOWLpkAH+9TErRpaIjDwwcXsGr5FFy/sA3lxY9QV8W6kzwXuzDGSuDm8oVt+OqP/wy7maMQE+0uIHnm9CaMGPY7LLEfL0n+UhigIhKPH1/CrBnDMHP6MOl3TLCrLqdZH4S9e5ZgzMjPcMR5FZ7lBUgPHJrcrBJEca60c2B/nDIWzQgBC2OwVFaJtDBVD5R+qOTNrWUffOgZtDDycAmiikERZBRD06yNc4IDWSbrAdIMJuDqQAb7yxRIUYiHAlYKFB8PCaSovG+WIFOgqwJB3I4gR3DjcgIYQaGILWVZni2fhSZUXjQ/C6BmPJRr4X5cR0bJuT4nr5XCcZrH9PdJlNkw5Qk+9GHmZarAjLBDZrowSERw54NL09YASAILUwoJoBwrgiQnAiQnaid5rxzYvwIrF4+H3bRhmDPlO6mRSXeKMNQs9cKg3zTA7zyOH9iAE4c3YovDPEnj3LZpAfy8zirfqNFKQwemhMGyBqj4F5mnT9lMEBLj78Pl2l64XnNCbJSbgGVywl14exzFLVcnnDi4Adsd5uG2ywFkilmrWFt05E0Jrm1cNwvxUe4CtMqvGijZSXTrXDq3A+dYLWnjPOzauQinTjrg4oUdcr87rJst35k+6U8vEZXhw7/lRUx9Zt4jsdJ4vxGIef28t/iSTDeYJ1/MXE+A5Xo2l6sqT4XNakFhd4vkIj9+V4e2/yCIo8HmP3ten9eAIwnZcKqqwO6MfNytVXIjU8lb+J4Ig1NlBQ7UVuLYwyeoCC/9zz79f/d4HAuOCav9cIxYdDcrqxbRMeWIjqlCVFQl4uPrEB9fK1HtxKQ6cCJAMgPHAMlI5YM0QEuDJHvMMOJcXxuD5CR3bFg3Ewvnj8bKJROxcskkCXKsXT4V43/8HPNmjZS/GVgpyPHH1QvbRfd3+jgrP4ciM8MPO7cvwuolUxAeeE58n9XVTFeMMNIVWYk5WG6ur//0L1gwZyzCwlzBKj9nTimQtJ8/BsnJ91FRwQZeYQgIOIOJ4/+EmVO/w/Wre0QuQZCkeePqsl8qQd+54TR4s6m3OStQ00cXJNozCnn5twAn23lK4V4FfH/LJMk2+XbncvqpOIn5yyiqYTqJmceABkudSeMvRjcZkVQRXuWTpElH3SR9lyGDgKYZHQGM4EXfJsGFwKZBTQMwl/EzJ2GGNNP5txFR19sRpLlvKutWpvqKAJ7Aw/01qxQQzVS9ahi80SzsGdkZg0jGOchc+YDyO6u0zWCEBF3DLVdnXGATr7vHRexP3xkZHk1q8R0awRN+XwakmNK4Y9M8zJryFShpYoVz+zk/4PuvfoW9O5ZIVg91pbzGp0/Z5mGnVDxio6+zp7eLpnTHZntsWjcH4cHXB69X+1QJHGTUNFtLC8MQE3ELVC0cclon3QyZV77NcR4eBVyWxIY7t5wkKBYW4opdm+3hsGoGCIzUJNIXzArv2zfNw+wp3+H6pX3iMqHbhN/P2+ME5s0YKVlM69dMxyZHO1y9sgtJiXfl2o8ddsDsaSNw/y6rNSng05F1+mH5QiHDpL+ZYEjQ5Pj97cR6ATkcR/0yYkm/wjDlM84JxuuXFcL7oprZQ7oKiS0/iW/vv4se/4krX1j74FxdAafyMjG5T1dW46PFht4eM3yuxmBvQREOFBbjroM3XtSowMx/4un/w0PRv8mx4JhwbMiNa2vfIjqmTMzq2LgaAcmYmGrExSsTe6hPUpikZM8wSPMzgGRZMXY1ZD/ucNTVRiIy8jqW2I/DzKnfSL6uIwMmK6fBbvowjBr+W8yZNgyHnFciOspFZD333Q/D3u4HzJv5HfbuWirFJBYtHIeLp7eiKP+BmNaVleFSzYeMlQy2pDQUJ46vxx9+/V8wdcK3UjeRFVXOn92Kr/7yS6kWnZbmg/JypXtk+f9NjvOwZ9cyxETeFt8iwZN5riyQGhnqIqYNwVFMQrYQkAii8k2VlavCp3KzsbxaBVsD8Eb+lEXBm5g3rJoTIFhiS5VdIzPgm56gwW34ZueDSbOS7JETQUb8eDmPUVEciUL6+IxoMtfzczpT9NL8BOw0uBG4NAgS5PiZcw2WQ5cRXLm9XqYDRwRagiT3ZXSWkwRkDBcA15FNyrkM0MyiTMiQCpFZiq/SAGO2vqUpLC+G/MdISfTG5XO7sWzhGMyY9BfJWnK95ixmrzAgXpdoHf2Vj4/ZLdkB0hNn6fzRoj5gRfbIyJtSB3LFoonYu3OpBLCYp8zvxWSAYwfXYs6Ub+G4bhbCw28jK+sRTp/YjDmTR+Dqhd3IIUvOC5ZzEeDJ1Pli4u9UWxWP4IDLmD7xK8lU2rtjKQ7uW4V1K6dj0wY7HDu6FpcubkVY6HX5DU4f3yj3d8DDC5IrnV+gWv66XNmL2dOGYf3q6VJxnecgi46Luo21y6dj+F9/I1lgBw+skGPxBcliF7dvHcbUcV+LxpjZSbwP5X4ckq3De4svD2Hahu6TLyMu5z3Fz/TZit+WcinRgz4U/7H4YinAzwpBV2cLWvqtEpxgs61nnf8+uvsfosn/5Ipumw1X6uuxr7wU+ytKsT2vCE3dfXhp6sOh2io4VZTDqbQU+9Kf4U3v3zeJ/ycv4e/uzjHgWDBgw7Fpa+lCfEI54uKrlOQnrgbR0WSTFepvI2hDzSQnkQBRp6jNagIiJ4Ijy5WxmER1BUEyCvHxt+G4fibWrJomJjb9enfdD2LntnmYNukbbHSYi+goV9mXMqL0px5w2rcck8f+CSO//TdMn/It9u9djrjYGxIY4nlZyKKiQpn2NVURko51+pQDPv/1P2DqxG8QGnxdzO3g4MvYsXU+brjsl2op5RURYMCFNxDzjwMeXhbzjsGcKqnsTJ+TanBPfSRNF4IYH25W+CEQUuJDJsgbVlhhheopwmgiHej0HZEB86HmzUsWpN/uNHl4bj3xxtfr5DODJUaEm8BFEOJEUCKAkcFxzr+5nC0SmMecLWxOAR7Bi+DG9QRQbk9A1aYyl/NvbqOA1k9AUm/H82pTWu/HbbleL+cxuB3X620kSGMEZYqMCDmBkyyNZjgfWLKeJ/EeuHF1n7SSYP1Hpz2LsHzRWDisnYWoCObLh0sgiMyaLWDJvjmGRUWhCAtxwdzpI3DskAOyCeCZD+Dudghrlk2RBlwZaf5SrITXya6Ce7YvxsRRX4BZTZmpD8SEP3dmO6ZP/AZOu5YhLvKOCtwYaZkEMPYYImPjFBNxQ2p+jh35B6lOdO3KHrD4xoxJX8Np3wp43j+ODGboZD2A++1DUlPz8sWdSKe4nWwv/7EkASy0+0EUG/ExbqipiJWXQVysG9avnilV0VevnA63OweRlfVASpzxu3p5nsT0iV9LHnuqUUVe16Hk/cN7MpeuCCMgyPuNrFHfWxzvrIwHSKPsiWxS+yRFyqVYP18QlJ9VV6aj32JBVR/7tlRJP+va7g4JbjDP+X/lRITKaWnFjvxirE/Px9WiGtj6B1DU2SFCc+eKcuyvLMfx4gr0WFT+9f/S6xkA+N0fNNXIWHBMrGYbsrOfIza2Wsxr+iITEuoRG1sjfsmEhDrExVWLTjI8rFjmApIEqqoKxeQYoGHbBg2SlNOwsjij3yxfxghwfOJdFDJ1qjZait/eueMsPsGdOxYiN9tHCmTUV0WgqiwUnvePYsnCUVgwezgOHliGxISbqK4MVqBMllqhUhGrxS/JcmLB8PQ6/v9Xd6bPWlZnuveP6A+n6nT1qerq0+mcpJOOMYnGdBxiRNCI84yIA4mYaBKIGhOiMTHigCJR2MCGzZ6nd797nud5YM/zZhQQQUVABCQRcp363Wvdm7dT6fMlQ/f5sOqZ17Oe9ax1rXu+dfcdV+jnzyxVe/v24Pw/WW0+rcgakUcSd49CYICg0EhoeopI6FWam642j6DpsfLgjkjg3ejxAHUT2OSQCwY2Z94UZKRkPkSVBRnYge0gSb5C2gVYIQdCBrD7F2PzRvkP18zUpdiUJwCTU3poiJn4AJVRmQMJdXfmhYg4zdtDAOAoa3Tg4nlAlfsBNKf8OEdd3Md5V8JwP9pizvFeAJbCeUCZeniO64Ckt416qQN2HQqS87wD1pzAxChzrETDc/LrYDMLlV9V9ZalPVj143vNjx+fbTS/zh6yEMG6stjQj8SJxJLgtVd/pLb2TBUXr9UTj91pKR8eWXaD0jY8Z+kgduxIWFDiRx+6UQuu/IKe//lySycBqLz04g+16NsX65GlC1WQ+3Jk/y/Ie9HMG/cwWKL2tkx9/7u36bIv/W/duPAy5eW+qIz05wy87r/n23rzt0+azI9EbcSyfOT+6/XTp5aqoXZTFC8EGS/fS26i0uJ19r/9f/xk5f36t8/+vVlaEIuTbwQI2SYK1+quW6/UysfvUmvDNhtvIZpPVHZFNpsFmbFo9rHRZIkxhewRsAYgTfSCjWRnjv0r/hFxAQBJKMrhgVLt3zcmwqD1nDhiMrjCd3fq4OmT0rlzFgyCIBB/jULgCcre4x9r+oMTOv07FCzndej0aT07PaWV42N6dMeQXh+d0x/O/3XbwrfyzXw7ckj6gj6ZnX1PTU271di4R01Ne9XcvM/2TXGD8qZuzuJJJop3WCxJIgBZgAvzeJmukEUhnyVGZLXlzAYg0QjjTw1bPDddYZrjnXM12rmzxlwKoeg2b1mt6xdeYmG/Otu3htiRMxXav69ek5Olqix/VdXlr6qvL0Oz0yGGpEf/MXnkVLkmJ5MaJ4bkRJl55ZSWvq7Gxk0WdNQjpHj4KI4BSOJIApgWYHeGBFIEzEBTDXUY2HGoyGBvBgsd2JwAjJiDBJbaKBwE/DGGH6w68SgJMkA6Alc6OAiyRdnimtqWxvR5kGRSOiXpbJBTjb7F6waggkpDQWHAE9ltB1QGP4VjJiJb2GTzYomUH0Dr1x3gADmAj2Ovy/cdmJ3Fpl6v2yc74JoKvuzz3o62LHV05KgDlq8zV2Vl623Sr35qmVpbMjU0XKqKig16+skHLPblG68/JZRN9BHikpkpAjUExQSLGtQTqSy6unJVmnhNP39qmRZfd6kuv4T0DZ+xCE5PrlyiZMkbZkS/4uHFuuHbl+g3z33fAmvwTS++8LhuXPQ1fe/h75jzAOy1sdlDwXjd+t+US3g7FerJVQ/oG1/7rG5Y8DWLBUoajZsWflU3LLjY4mUODoa2Zm9/QUvvvlZPr1yi+uo0E59g6sbCaCz+wku1fi3Bh/Ms0lNPb6FW/nCJgSSKxdycNRaUApDkG8sSb+iOm68wZ4G25gzrD0ASF0S4FqhyY7Px/Y6sNu9iHCF/JNK7czNGZRpABntaWHosJ3B7RQnIWEYee/jQTpO9NRw9aEFtE4d3613TZv91wQnwBaB0/pzOx4hEHPcc/kDPD0/p5eEZ7Tt+Uuf/ioDN+/hWvpmAvvQBcsj9+4+pvX2fOjreUWvrfrW0vG1bwBJK0pQ2leMqLhkwthszIKhJy7uNIfcs8kjTamNADkgysMnOBqWHsTe5f4n/WGEFsx1kmIDam799Sldf+UXzRe7s2GZG5ga45vNdY66LxKDcRQALixOZ1LRFEyI0GmHvSzQ+ntAEeW2mgs0k7QnRxwMQoqhx6hFgBCgppHCYPzbXw0rzcMDLAbb6QjrZ4DvrVCMyxyA0d99boquUmizTk4sRmsq1tgxiJryzQIAC8iYmPAMZ4ISl5LpFuUG+F81RkJFB7QE4AJQpdIbKTNnQ10kgBYLCBtYZIKNwPyDnFCD7rrkFBO04stmmHIqyRX+e61CLvJN9pwqpl+cpXOca70gFWQDcqU1EBpj7QPk52JLq9cVfP2apG8jr09i4XZkZvxFh2+6+7WrduvgK/fqX3zebR/rICpM32hpCUVKgxOvqNgtTrYVXX6yvX/KPWnj1F/TQ0gW6cdGXdc0Vn9OPHr/LwrQ9v/p7Wrzwa3r2Z8stJzm2kr/42XLdddtVenLl/RZIeHKs0vLooNn2vkcJgoYdSuvZ1Y/q3y/7nBZcdbEK819RZfkG3bn4m7ruW1/S8899TwP9edbGrZt/YSz1T1c9oKb6dFtwLRDFUFJvrv+prv3ml/TYI7dZ+L/pqVp19RRo1Y+X6PP//D/0wP2LTClF5B4TzwyWqLp8g+65/Vv6wYpb1NiQHoLxxqyI2OG6wgZ2260DfJxhPgVwslADkLDc7S0ZJsaYH0sxRQgACacEuA4PVerEsXeF5I/sgygtSo/s1uEzmP2Q6OuvQ03+Z/UCXIRoI2QZ+//ZfX/ueb6Nb+RbTVFD5kWM3d8/pY6OfWpt36+29oNqbTugdrat+9XaesCoSljt0uSQEokd5nVDhPLyshGVlY7oIvd2mQEAZwPwuHY7yCoJeoEWOpjrAKAAJHaVu+aqlZ/zgpbee50Fr4XyxFwIJQzRhHYi45wK0cdnJ0s1M5E0YOQ+wBGQnJkkwVdxBEl8akOZGE/OgyBgOAu16HJD8oEYoAawRAFDVjlWZqgU2DuoSRvcFmkGmZiHworU3kCxySanyDUyWWWUKQBpVORo0CozcI2CjBSiDUBY7cgiGTWJgB0WGdvFmJLA2R8LT4brXYoMksGNhts10Q5QUHHsA3TcA6BRODagi259yC2h/Bws2fKcn2PfQdbv8Xdw7FQj9dIujtkHSP1+B1bqwaMIYOQ+7mloSNczTz2gRddcIrTNaIqJNvSVf/0HXfLFf9CXv/i/9MxPl1mbAEhbXDDAHg0TmL4DMLEbbWjYohWPLLZnb73hUqWnrVZ9/WatfOJufWfBJcJyIn3z83pz/TNafN1Xtfyhm1RRmqYNbzyjO2++wu754Q/uNlMxlG9Qjywm/AunJAFNKExCzH3jq/+iGxZcprLS9ZbI7KaFl+nqyz+v37zwRAjYO1hi0apu/c7levThm1RfvdlYYMYUFPGWtOf09Yv/Sddf8xVL2NaHvLC7QOTV+ebl/0dLlyxUTdVGA0i04gSjKE++oZtvuFx33f5Ny9EN8NEvJpeMHlSAIqw5540TmVcCXog2hJwSwGTB9oXRFtyUPEqkHZnAcWG0QlMTDTp18gN9YkC5z0AjcWT334T1/lNg5+z4n7r2lzgH+MJi840BIPfZt5888Yn6B99VNQqZhl1q7Tiotq531dt3VH19H6qr64jJKIn6U1TUr9zcDmVmtqmkeIcqK8aUKBrQRebxMkUKBWSTBADFThKznKDQcY8YAyrcFWcJp1aluZ3V5knT1wPLtFbDOwrM75vAGKkg6yDpUcgBSme3jTqdKdf0JFQm7660+HpTYxjQFofkX7DPhDqzpEoVGh9NWhIvbCKhIi15Usy3jYIGapEVlUAAKGiIVm2Gv9HbItVIPLDiwf3L4vVhKzmCciUYPTOgAUmTpcWBa+eicTfnARKoLYDSNJIW4Yao5mHCMkmhzAA+CpMDKmNgIFCLgA/FWWXuYfA78AFYBlARNB0U/TpbBz8AjWNAz8/5/Wwp3EOd3EPhfVCVFAdX3sc9dn9HUAjB1nEP7cRP/bHv3WJa4IcfQEt8k7AFvPWWK7Ro4aVat+5pJUs3qLWF4MkJA0W+CeoRIKBeYlE2NG3Vtq2/1IqHFgvtcW9nrtLefEZ333qllccfvU2JotdVRySkR+/QzYu+Lii85Q/cYDLKe+/4lta/9pRweURRMzVWFWVzwZB9Xik3Vq31636qSy/+Jy246hLl5KxReflbuvmGr1t+7BdeeMJYZMYN6XTJTU7QEWx+ATqj0obLVBS15P/+1c/opZceNyoccEPm+fSqJVp2/yIVF71m/WrZMkfKjJK8/65r9Z2FX1Ve3hqRHGw+B060seW9aLIZW6kUIeMJgAbksfOEouQf8N/oTxPbxK05LJhnVzBaNwp6sEqnPjqq0zpvWQFJ2Vp0eJd2f3zMcl4DXH8JgPqvrINvIH8338S38Y3k0eGbTx7/RL29+9XVe0S1DXtU17hbnT3vq2/guLr7jqq4ZEjbtjbot2+UaOPGCm3ZUqeNGyu1dWu9srPblJffpZzcDl2EdpkCGDog4reNLBKqzkDTwLFKc3PVVgwk56q1a3etds5VGUWIKRFh16xEDTk5bEKk82CgbpTkRMiGaEAZXRLnoFIBSPLVWIpYQA6KEGoyZJUz2eSks9OkdK0yOSQG4M6eYJ4TVmLcuoIMct47IkV5w6AMLHkIWWVgihxyNNiqQf0wod1w19jp+LyDJkBnMiQGLyAZo2ADihTYbCga9h0gwxbtcqAcQh1BYw1AGZDg6hbljkwIBzT2ofwAQYAOsOIZqDuucQ7WmX3OOyiy5V7qZJ9rTDIHQeojFzjPUz/XOUc91M197NN2jnlHV1eB6uq3GJvb3pmnpqbtFp5uyT3Xask9C/TLX6zQy2t+rIytL9o9BPYN1DT1JM27BrtF5IK8j7iWDXVbtSXtWd118ze06Ftf1IP3LdDal54wKpb2pm95Vld947P68uf+p6687F9006JL9cSKO0zmNztZYyAJmLiNJ9Q8IInsb3SwTPm5a7Xg6i9ZSovNm59Vb1+B0HLfftM39ORP7g82lYBVb5EyNj+nda/+2OxKcVEEuKDO2lowR3pQNy78igj8jE0pbD7XG2o3Kz/nFQtQ4nJnvg3FC1Hslz8MgL46n22RxdIBka2N4YFiUyyy0DvXgg0vXkP0H/+Bwj5jBSDmXQ6YgC+FpGTUgW3uzGSrznx8TGck1R/db3I64iiOfPSeASQA818Jcn/Ou73tfAvfhAySb+RbPzr+ibq731ZHxwENDB5Xc9tBA8m+HcfU23tM2Vnten1dgd5an9CbbyQjMLZq27YGbd/epMzMZmVkNiorp9lBkkg8+FFXBdZ6NoSTJ1sbFKQpanbX2RagdJDcvavWNN/GjhurTmRz2HZkiSh7IkhOo0jBv5VIOCWB1SYi+TQBKVDCoCQqM2355FhI+jUZj+cs8EWtgaKFjSKvdky/CSWIgTcyRpPvDEL5EQ4rDLZgx8gAjFF75llxZ8cDWFIProgOssb+RMrRqMMUW0l3IwMULSiDa6+7ck0JwyRFlscEASQZ0AAMA5ktE94oU2OvEO5fYHP9XsDI72WfZ7kGYAF4FJ8sPnEAL0CQ+nmG8xzzDG2BLewhiG0/lEiZ7TsAWlvje9jnWeoJzwWqknPcz3uoi+ucI6/QjqGksrNf0g9/cI8eXLJIyx9arOUP3KjnVj+imupN9i3zE3usSoU5r1gM0qdXLdW6tU9p9c8e1vKl1+umhV/RjQu+rDsWX65nnlqquppN8wDAt/zmVyt043Vf1rVXfM7c/lAQdXXkmecM2mwK4Ei/W7APUriawXWltRtN/HeXXa/cHDTQ+D5nmxcYOcQBqlDK5rXF+HsbJRcDYbBANjWkWyqSqoqNdo330Q/eZwAXEfL5B/Qf8lHk1lCbUIqMLRZpA/DoJsk7KAAj1+aVOSm+47b4YxURg5iMuCcXCeZi8jEAk3ezpZiCCBAfa9CJ40dMgdF5/LDZDWYdmlXL0YM6fvYTkxP+/0RV0lbYa9rON/At2ELybShpPnj/pNo7dqupeY/auw8LYGxqPaCyyikNDJ1Qff0erX01X2lp5crIqDeALC7uVXGiT3l5HSos7FZmVpuyslqVn98JSAaADCAJ1RbYaQATud+ePfVWiAcJWDpIct9ONOFzQdkSKL5gZ2nsNpkRYx5uWG6oSLaAqJ2fImw98ki02ihzyux9ACEFkJycIPFWYMXHR7ApI5wU5hVRdmiUY5HJHlnpoRoZ6IDjwkfbTgAAHe9JREFUzpk6IW/k2AZeNOL1wYkpUFixoUSRPQZDce5nQFqAA1jtSCECligCKAAkE8ZAElkhcseoqLFoN1E7be6C0XyHyeNKEUAPSoKBDFUJ+AA6DjwOkkw8BzzugRqEygMwOJ8Kqlzj2Oth3yZpiqkQeb57zd0PihQW/4J7Yipg8izv5nnq87ocNC+APmkG8MnPNW3zsiXX657br9bS+67Tg/ctFFkXHTyoZ3y80jyNejry9OtfPqobF1ysBd/8vK674gu69srP67qr/lXXX/NvuuOmyy0RGu9ze1P6rLMzz0x01rzwqDLSn7fo7bhhYqRPtCJAEm08wAXrjY82/x7NN9F1Ojsz1dy01f4h/xgbSoJWIMvzMeJeNpPkSxouN1Y31FGq0cglWEqJSB1jjsS3Oevr/4w+4x8hdiFSvcshedbM0CbItU3gk2Cny7gEHK0tUSQDoPp45TmUfFbfIEGOE5ZDyccU2wCMVSGgynhVoCjRpI9VaXi4Wkfe3W1+0BOnj1lkboI9lB7Zoz3kyIls659D2f0tnoV6pK20mbbzDUQZ55vw8X573/tqapo1A3FsIJvbDqiz+301t72jlrZDGhj8WPkFA1q3rtCoxZycNtsWFnUbOAKQBYU9yslpF8CZTPYhkwwUJNsAdFHmOFej3TtrtXdvQ2Crd9YYBeksOVu00MaaG0scFTvR9xugBAxdJjk7VWaBMixfDkA8xUpHQvaywNJHeaiBpVGTASA5powNI6/BhSupyVEANAjGZ6dqNDdda8DIYKY4AOI6Z6A5TjxJ3AjjZIi5VRh4UKIAJNQn8koGpgMh+14ARl/tuQ5IUqAc8bwwFpt8MZhuRJBkQKPtBlSCjCoEwWBAA5IoMJhMXgAFZ40diJyKBBydZQbQUoEV0ITC43mfnJxzMKU9XAvHgUVHvkV6WkATCtPBzIDJtfBR3uUTny3XHYiN4tmRUM723+i7yxZr0TUXa+E1X9K9d35Lv/rlCgNh7qetfM8wRv1Qn8PlqqvfKqI7rfzBnZZE7YnHbhNBhZ958j5t2rha3d2FBqhQTvxHC9xhvu6BgiUY8TDs5ERgtZFJci8ACWBOjlQawAGG2MmaVj1SbCx4/FdfQH1htH+Kh4tdC26kAKXVa2MhBCTmG7w//T/wffSz9zn/mHODUe7LPmDFOJieIkFelS0ayCgZw2EswDWUGlDaQh1FPNhQ8j7GBh5btIdj3hcW3Ar772FcIbICGCtCP0zUWMR+ABSt9zsHpwxkDn961hKJYUeY8+6c2j98R0fPnjYK7TzBJf6byStpE9QjbaSttJm2kwyNbyHZ2OTkAVVVj6q2dlr1dfhi71Fz89tq6zikrp6j6u0/rp6+Y8rJ7dGmtArl5LQqK6vFQDI3t10FBQEoE4k+UYqKesT5i5xyNBZ6BvMf5I7YQtZq184a7dpVq7kZtMhQnHi64JGDssVdCjEPQtEDYAZ2exfBd9mPIGlby7kd2XHSy05VGLU4ZXLJYOdo1OwkIIcCBrYkYQA5M4n8Jmiox0eCVhrbNewgCWkGu+zRnQM1GTTZY0NQFJWaRmZlLoSwVEyyIpNVzUwQnTraSyJ7Il/3Dgx4c41a9IHKlgnElgnF/jwbHkOHBUAMmm8GrwEa1J0PZNIcAI7Y8RkIBSUOAxtgc5kiYMgx55kAABITkcnnlGRgeYO2mXelUpcOaJzjOZ+47PvEYmuA11OsznZkm0EkwL0U3uuTnPc7iLP1YyY/x9SVn71Gixd9RZ//57/TVZd/xkyELD+3yW1DBCAmKQBg7bOFoUT9/cXqaM8xOV5LS4ZamraZooewclCILDz8PxY+QA0qfXyEf15roAlwTo9XG1Cyheq0Eik+6+vBwEYDNAAlWwptAeRdo8y/ZRE0LoF3xWAfbClhwQ02mGadEMGf/+L9wrfRd1OTNcI8CGBM7TuOuW4AxsI9RfqSWhsXppSJxva0ibZ6m1AO+QJJLFLzoYd1N1M0FtwKq5e6KRwDlPQJbeFf2iJt90HcdOnMqeOWb7v/o/fMKwWKjIjdgyeO6MTZMwEs/xvIK7GpBBxpE22jjbQVTxraTvyiY0c/Uk1tv0qSgyovHzcf7Lr63Wpo3Kemxr1qad2vzt6j6ug5qs6eD4SxeFpahbZvbzT2GjAEFI3lhu0u7jU2G1YbSvMilyc6SO6artbcbDDSnp0FvPCeARQrNGXKkgCK2DRCBU4BmtOVASQtZzemP9hTBpmkU5JGWWIaZOkaAEKoQVwTqdcLWuzIbo9xDwE2MBIProSw2gAnebgDhVlhQBnCSpGk3iM6Q0ECtIH1ZsAgO8Msg4mFJhuTISYgE8MCUJD3mOhApO+0eoI8ygHSKUlYdKM43J/7j0CS8Gd4QRARCME+k528N0HAH0GSe0ymFGwtARqnFAEpBzqffAx87mFCOqXCPQ583MexT0qXT3KO55w6pW5/hv3eTtK75s8/59eoj+sE6/V9O05RHvAu6qdt3Z25evXlJ/TwQwv16ks/Mg8iKDAoLm8X9wGwFpcyamcdNGDZJyawbAiOAPZfouzN+m0I855ike7B3A0namyxMYpxNIAB7zMlWQRv/unsRK0BKP8MoIV6YyyMAEIRIAEkxoAXF6VYBKPonomM09l5wtFBzXnf0i98B9/GN7IY2PeMV9k99J/3ofcX76QdWGxMjFcHIEVxF60maJuDpEUwGgixI32RZAsQWsi+FKqf9wOIASRht6ttn7YFCrbWwHuQ9g9W6fC7u3T+/DnL4U3aBFwZoc5KDu/WjuNH9OHZMzof2fC/pczSWX/eTRtoC22ibbSRtpIr+9y58zpw4ITKK4eVvrVeRYlhMwxvatqrxsZ9akCjXTur1vYD6hk4YSDZ1XvUvGo2b65WVlazgWFJSb8osNpOQRYUdKmwsNPO/UeQJGXDbK1mZ2pMYRNYcQCsPLr9OStebaw5LDcUJYCJayFASEFpM43h+GTwsEmlKLGLxEaSgqcNXjmAbSjBk2ZiAt/xwGaj9YaSDCY9gbpk36lItkP9IToPHjKBbQ4ASbguVu3pSbR9yCZDOH3XWAYTITTiaLPRUAclEMfOZrscEmAMgBpY8nlqMgZUYIIymaA6JkcCqwPrB2s0PgQlTDKnsjCRo7CfQc3EAfgAMwcitg6GDHC/BxCjOFXhzzklwX1cd2qUZ7kX0KQ4CPoWrTyUF8AOoDto2bt7iHZUZoGBeZY28Rxb3kPdLAZQVSifurvz1dy4zWJYOotqoLUDVplFjoyCGNwH4KUOBw/eawoHKKBIbdN3PO+UHFuO6U+2gBaUElunGOfvHQyyUjgIwIH6AR7kfYg5oMygJJFHOqvt/xsw5ZzFzMQlNIZhmwdJMj/GOKD0Bf1A4Vt4D9/l/eP9zJZzUHWAKCDJ++FueJYgIsi+bUGO6TDYZ7zaGDFlXDARwuCc+KFwJf4+7qF4WwBKB2rOcZ9Tt5xn0Z4YrdJgP8n3unTq42Om8Nj1u49V8f5eU4KgKS4+vEvdx97VwTMn9cnviVpOnMlzgvX9S4ImdVGn18+7eCfvpg20BcUMbaONKGdOHD+tgf59amrZr5q6ndqe2a68/B6TRRL2rKFhr+rqdquudkat7QfVPXBcnd1H1dH9vqqqZ0yLDbtdnOi3JGClpTuUl9eugqJOFRR2CZDkGC23sdvzskhkhdHkhnMGgtMRJKOXDRQnckh7BoPuKJucdfbagTKCJLJIQHLemNyUNAEoA0gClAEkAUc8a9Cq48c9PY6xeYgqjiwSChIKFGDEBAgFD8CFAoVBzqCDgoSyZKCbUHyyWnMzUBQhws8Fo3IoSCZtyKsCQAbZ5AVjc4AQyoJC/Qxctpx38GQSMaEBFsDJJ04fOWSiobYPYgYr1wFE9jnP5GIS8byDH/ekFq+b+qEKYc05R+FZBxue94npFKSz8Vzz+7jmExug5BsspUO05aReAB9AIwCFAwBtos20necBSIzbvT6uAZAAii0OwxfYYTtH5Bw8YlypEakv6jIAwRYzBs91QMQ4HPCjjynsUzcU5Tz1GK/xHSYjTqGoAIwAFGHBBKBQljloAooU/6/8a8x28GHnu1CWAMKpIOkySe9vB3y+i2ccKOkv3g0wOnVHe1i4aQeUIOIYk1unjC8faw7gaMVZiGibycMRj5BHKC6s/I/UwvtYHHgX/4R3z87UGxVpixHU7mil/Yt+OKHBSu3dM6wzpz8KYHn2Y8tcmHNo1uwO2Va+t1f9xw7r7VMndPJ3n1hMRthgCgAH1QfY/b/A069zr8sYeZ74jtRJ3byDd6W+m2yKu84GcPz45CcaGX1bNXVTKq+aVmPrAbV3va+cnF5ty2hRWdlYdDMEKHersWG3WtoOqrv/mLp6PlRn9wdqbHpbWdmtBoTlFSOqqp5QMjmg3HxsI9uVndNibHZ2dqtyslsDuw0YQi0GDXeqtjooc8K1EEE8UIrhPD7dsM+7pqPGGhY7laLEID163KDdnhpLaHq8xChMpyadogQgYa8nx7FXJL0mgBjOAY4jg7gQhnPYOBIcF6qRPCQMHAAvZJILAnkohsDO4D5ZZay2yzUx9Zlnr2J6AWRC5vVg7PeFiOQOlJj+oDllIjKBMR53Dwizl8S3uuuChpkJw4Q1yidlpXeA4DyT3lK8dubOyxUBOS9QcACjAyKTgmtMToqfZx/w5NgnjoMpz/MME5bJ61smFawvz3LOjlO8bgAjNKj+TupmwjPpKHyHLQq9RVHOircIaRLKjMoZj7m2HdCY1Dxj3xbleFBk3h7ehyKNdhgoDQfjdd4B5URfOYAaWEYKm3OINtjSXgPUyA7TXgAilMBys9Dx72HBg4nYBXabf01cUKi6oNjC5RTTtSBPhRPALAgbWtwEL/RtCCjMt9h/j6IPB0v6C+BysKRd9AMh6ViMGE9ODdM+CgDpYEm7AEnGuS/KmAD5/6d+Xwx4J8d8Mxr+2ckgcpieCFQ193lsU/rVQvmZIgjTsXIN9DXrvUPv6Oy5wIZjVuMBazPemVbOu7NKHtmtpg8OaPD4e9pz6rjeO3PKQA4K8Pef/t6UPsgSnTJ0X22ucQ+AyDM8Sx3URZ3UzTtgq3kn74atpi0fHT+tsdH9qqkZV0lyVBXVs6qsmVNj836jEnNy+5W2qV4lJcMiNiQFgGxu2qv2tkNmQN7bf0JNLe8omRxVenqdMjObTHGD8XjGtgZt21qvbem1xoZjK5md2aTc7ObgcQM4YshNCdRjMCJ3CtNBNFzzewBWjFWT2kk8SDf3SQFJA8yp4LNtoDiWMFMg2HADx/GEhWSbmMAMiHzDeNrASgS5IyCJ7JEtAOkFcCSwLxHHQz4QWJOo2BkNlAEgidxnHiCjPDIodqIMKmo9TWiONwiCcORTUaiPXIgJATVhuUVipG4DSKg4kthHsGSwcx8ThUnAYIUSgy3C1IPJ7yBhypzISuK37TJDrlMfg596fBJwnmMHSAOaCKapIMY+7+X+VODkfuriPBOIQn2YKPkztJnr3Ms1r4dzFI5tgkXqhPqgUqFEYaND0I/wbsBkIsoIbZEAIAGQOCkBNBYcwntRr/WXUbNhghsYAcSANJR6CkgChN6XlqLClVAp/WbgHs2qAAsDKNqdoi2Gy0iVLwNKBkYxjiMabijOAPxQziGJG1RfCEJ8wTWU8UO/AZren3wXxQHM+87bzjcjggHgAUkvhJaDYkQxCIdEm5yCTgVTxCTUT31zsw0GitTJ8TgmUcjBR4OG3ylhxEBQ3xTOsUXmG9pWaf8hP2+dfrV6pXK3bdT02IjOnvlEp/UH7f/0jLpOHFHyyB5LgwALjPsfbDCG3LgDlh/Zq7oP9qvp6AG1HT2ojg/fscI+57jGPdzLMzxLHdRFagXq5h28i3d++vtzev/ISe0Y2KtkclD5+cgOx1RePqWqqlmVlU2qpna3+gY/UmHRkDZsrFFR8YBKy0ZUXj5hUccra+cMTOsa96q6bo9KSke1Jb1BmzZWKW1jmd56M2ma7q3pVdqcVqktaZXavrVW27bUWNn4VkkAScKMIVdkm+qO6OA4hYKGe+YpzgseOhiMu8zRlDR/TE3GIBbEp3SPm+kJvGkAwmJNjBWbraQFtBgLLHVQzmBP5iCJ8a0DJSusyw8LjJoMVCFACWsT2BlYGthvQJLJ4MJ7k0VFw2GeYxAaSCITiiwPwMikcHBAXodfNomqbABHWRXAaKDSVxwCUBj7e8GG0SYCqVod/GCHCS4RwZYJ4kAIMHE/9VGYbIAnE4/JwNbB1KlI33K/1+Oglno/dVOYDAAG70GzDJhwP9eghqmDLf1B4RiqwxUV3MuzTHyu8X7axjkmJ1sKC8MkaSRiv0D90FcUo/j6ii0EG+/158KErTIFmwE5crsYrIJnAAoHEiKmw4ZbXX8k2/T2UIdTb/bdgINnSYwLKMfzVgouQmExAaTiGADkGScALADpQYhp+4W+o68Chc/7OW99FxcU3m/f5KIKAJR7sLtlkYmLAO9ioQ2FHEL5stzkMUUvC0toj8tFQ39T/3wZRZlZY/JalE8Y00NRsqWPXWzAOQr/1/7ZWLWGhkpVXpqmJx9/UN9/6E6temyZXvn1z1RXWar9e/bo9OnTpk2Gups6c0KdJw5btO9iA71g0I1bINTgnypcC6A6K54hUjh1UBd1oqk+e5b8M6c0M31Ira2zamzcpcrKGeXnD6iwcEjJ5LiBY2nphBKJUVVVzamt8z3l5vcpfWuT8gv7VFwyaECJP3ZJ6YgpdErKJlTX8rbKKye1YWOVMrbVa8umSm14s1Tbt9UrM7PRzqVvqlTG1mrlZbcoK7NJr7+er4ump8o0OQ6rmjRWNwBmMPOZlxWOB7nhH1OSRmkayx0jBkXW2oEW32yXO0I5ApLGbvO+0WKNDxdqfBR3vKLwbqMag0ui2UPSJihMbCLxsiEXzRAyQdgg7BZhmwObBkDCbkM9Ao7YSiL4hqI0ypBBD3UQvR4Y9E45MFHYt3OAh1FHRITmXGD/LFw/UcdjJkFf3bkHY3IzHGfSIzdDiO/AMVCiHtwCO3ONVfLnGew+oZhUAB3ABnUG+DhYcg8TiWucp/g+E9EB1c8DrhTiVHa0hpBaBhKR3WNCWFrXCI6hTlh6qGIAEoAGqAss+g8TlvZ5Wx1smfQAnIOcAyT3Ab4sKu3N280LiT6h8O0AnU30weDqBzVl1gVReUQ/0X/0O31qqSaimMP6zBckgvlGRQl9QBtpE++nLbSLY/YNjFGgxeg7Zv4ToxIhf2Thc+qN/8w4MIWWsddBE+5yQery9/EO3kuxhdYSnSXU1rrdgvgaJ0OyMuurC6IKs36IlC/Am7p42H4cg0SWAtgAR4IyG9UZQc3/B1sTJ4wQfR9xVdD2m1hgIOR6h0DgmwBIL9RLf8IFmEnaIAtGkRpqt+nZp1doxQO36Xv336Ll992s5Utu1arHHtL6V9eorpJAM7M6dvSYzpw5qzOffmpU30lJR/7wO+37/WnNnT2piTPHNXb6mBX2Occ17uFeKMVPzn2qs2fP6cyp3+nggQ/V3T2lurpRlZTsUE5OjwFjRcW0KivnlJXVo+zsXhUU7DBwBCChKGtrd6uh+aBqaueUm9elgsI+JZKDKkkOBYqybEylpWOqqt+pnsEPVZQY0muvJZSV3WKKmYyMBm3bVmeeN2y3Z9QrN6dV+Xntystr09q1ubpogjBlROEZKw5a56lANc5gijMVXQUnSk1Rg7dNqkLH902bnSJ/nAdJtNxEIKekgCSyyXmQHEaLWhgC5UaQRDkDaw0oQmEiBgjnLlCRI+aKiPwxUJBor4n84yDJMddMk4hJRTT+dgE9oMjE4DhM4qA9NeokUi6cd+ol5HQJckYoI1Z/pwB4BmACzBwQYDcZvMT66+8KGfy4HzbHWR0mD4VJB/ABeg42YeKFCYnmGLAy6i2y+LQBg2rey3nXYPs9Xe256mnPt/rDJI1Ko0hVGpga9QP4hojXACXgSAEoOc/WJyTtTAUIzkPdcg4gNsCMYAilRyRz+oaJyYSkzWx9olofDQaK0QGQezDOh9qmT/h2gIP/APvo/e7v4918C23h230BAcwo3o9s58ExhiVDxtdDDmuj5oICj3M2LojzCOBjl+gBiaMowv51VMCF98BukwLYFXEF87aQGLxzD6w7/5Z20GYWJ/qIQkxR+ipV5s130ieMJ65znx0jFoj18M3se18AkhTM3KB+oZRdjIC8l/6j+P+gbupkPPI++rmtJVsv/2qVHl12ux5deruW3wdQ3qJH7r1J33/oPq3+ySq9/OvXtWlDroqLqtXaPKChgWnNTe/X23uP6L0jJ/Th0ZM6/uFJnTxxSh9/dFonjn1s5w4fOqaD+49q7+73Tb7Y17dXbW071dy8S4nEoDZsrFR2drcKCoaUn7/DKEdY6mRyQjk5uAz2qbAIlnvE5IoVFTOqqp5TY8s7amk9qNy8buXldimRGFACarJ8xBJ7VVSMqbp+Tr2DR1VQvEOvvFJgWutgB4kxeaMB5fbtDcrJaZEpbMzQvEkvvLBVF03O+1Jj4B3YbRQy2D7it422GcAkziSG5Wyd7XbKch4kJz3aeIggxHmKpWmYQFuNcXfCSipIQlFOodhBUQPlaAblgb3GbdFkpchNJ5DtxXiErPbR1g2KMVCSmD7g9B8itwRFDdRncDVkwDBwzOTHvGyQc0bbyRjh2UGOwcPEtEEYBysTmIHEgOI+tsjamATIzoyCjMBqcrXRKquDAW6TP0VAb89HQOkhOjkUVMqAZ+KSSoFn0SDblgg/UaECIEOxQQkg12QiWzsAze4Cu59JxyRPbauxeXFyBi1ufohjGIHDKErYTfMpz7cYhpwL31hohsyAkVNqBvRRGeBUIt/KxIaa5N30Je2AGuIY0x2+g/uZoFz3ycuxySLxe2chwFsHI/JI+dB++gmAAGz4bgdCAx6AvDvfqEzqglI18B4kXikmOBUGgvxHFh4WS0DF/iX/F8BnLKBU6g1R39taM20xABx5B9Q+oe3oE95tssuoPAEoeUegIhFtYKvKQoO8GZFGEGsgduH7yDtEX9EHHPOtNu7iIkyftTZus38Ndcv7/HsdJH2x5Tu5h+/BrdLESSnRnhCDuOgJoKRP6SO2vJdvxl319TVPasUDt+u7S26dB8nv3nuLfvDgfVq9aqXWPP+K1q/L0Ja0QmVlVCkvs175OU0qKuhUdfWYSpM7lJvbqoL8dhUXdamsfEglyX4lSvqUJGZjctBArKQkUIPV1XMqKhrSxrRa5eT2qqho2AAS9hoZJAUqEg02bDca7GTpiBIlwyorn1RLyyH19By1c5nbW1VU0GcG48nksMWILC4aUHnVhFo7D5q3zStrcrVlc5WyM5uVm9WsnMwmpafXKCsLRU6jNm8sV1papdauzYuUpNssEtsRpcs0boJBkw2laFrnqXLz28Z3GxMgB0mXU3q+GhQymPpAScJq+3kHSeSSFJNDjuKHjedL0QUq1tpCrEjYfWQrpHsNEcsxOAc8MQ8aGys1g3APkDsOFYnnzTjmQ8H1EEB0kISCMHMgfIfxizXXQ7TiGI4HTSIrLYPTJzpbBo4PRCY5g5jiE9wAKyW7IPcz2P08cj/ywzARLD9MBFnuoX4DBACF3DHRy4YtE9GpCsCQSc8xQOmgx32AJJOd81zne2gf9/j9NumYgEwuADbKV2kPVBPFfNC784yqIp+KaVJJONVNWtpwzPOAMc8xKd2TA/tHW4QiG8230ybvJ7bWj7FN3ne0g36wiZ9CNXEeAEH256Dkz1AP9wMGDlDsG8UegZPz1IFWd26qzmwCHURYQBkLcAXI+mCtfeE02WS0efV/yHewIBAlySlUp5ytP+c9kIL22f5JlGWO4L01UqL+gQL19F6gyBlPTokC8nAAsN+8k3Z7X/nWxw3HtlClRGkyUEwxJvdjxBcGfGbqFFJ2QG0agMfgGv7PvG/Nz30smEdtXL9aK5b9EUguuVkrlt2pZ378Q73w7Ita+0qaNmzI1tb0YmVvq1FuZoMZZpcmR1RU2Ke3NgA0NcrKbFNhYb+xwSUlQyotHTVqEHlhReWkKiomVV4+qcLCQW3aXKfcXDxfhlRUNKiCgoF51jovb8CAEuAsLRsNlCIKmopx1dftVUs7WusRrXs9ae8EGJMlQ0oUD1h7qmqn1dzxtrJzO7VmTbbS06sDxZgZQDIrq8EoyvQtVfrt+iK9+WZCGzeVKiOrRv8XQBgF2F+OjeoAAAAASUVORK5CYII=" style="cursor: move;" width="505" /></a></div><div><br /></div><div>Last but not least, I also like to use task cards as an exit pass. Once we are done with a lesson I hand out a task card and post-it note to each student. They write their name and answer on the post-it note, attach the post-it to the task card and turn it into me as they walk out the door to lunch. I'm then able to quickly sort the sticky notes based on who gets it and/or who needs extra reinforcement. </div><div><br /></div><div><br /></div><div><br /></div><div><h3>ORGANIZATION</h3></div></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;">I used the mini Sterilite plastic drawers and just added labels. It makes it easy to find the task cards that I want. I can fit a couple of sets in each drawer. </p><p style="margin: 0px;"><br /></p><p style="margin: 0px;">I purchased these Sterilite organizers years ago. There are 5 drawers in each organizer. Since it was so long ago, I couldn't find them on Amazon but I was able to find similar ones <a href="http://i%20used%20the%20mini%20sterilite%20plastic%20drawers%20and%20just%20added%20labels.%20all%20my%20cards%20are%20nicely%20tucked%20away%20and%20easy%20to%20access%20year%20after%20year./">here</a>. There are only 3 drawers but you could easily stack them. </p><p style="margin: 0px;"><br /></p><p style="margin: 0px;">I have the editable labels available for these drawers in my TPT store <a href="https://www.teacherspayteachers.com/Product/Sterilite-Drawer-Labels-Editable-1899581">here</a>. </p><p class="separator" style="clear: both; margin: 0px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7vbsZ2kuC3rJDVdYsCRlSmt83Nu2moR6VxFbaDmeDIkcqGZHh7FUt0h4XOs8cku-RULV4RZ5LLC0gJlm4cbs9pMIIHBrlmANsKjVCFkHGsVS0XGEfbm5AIBVDvn3ANwxTSQDCe6M2ea4/s1600/Slide1+2.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="720" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7vbsZ2kuC3rJDVdYsCRlSmt83Nu2moR6VxFbaDmeDIkcqGZHh7FUt0h4XOs8cku-RULV4RZ5LLC0gJlm4cbs9pMIIHBrlmANsKjVCFkHGsVS0XGEfbm5AIBVDvn3ANwxTSQDCe6M2ea4/s640/Slide1+2.JPG" style="cursor: move;" width="640" /></a></p><p style="margin: 0px;">I have a TON of math task cards that are perfect for your third-grade classroom. Check them out <a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Category/Task-Cards-172748">here</a>. Many of my task cards also have a <a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise" target="_blank">digital version </a>available to help make your life easier with distance learning planning. </p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px;"><br /></p></div><div data-blogger-escaped-style="text-align: center;"><p class="separator" style="clear: both; margin: 0px;"><a href="https://www.teacherspayteachers.com/Store/Teaching-In-Paradise/Category/Task-Cards-172748"><img border="0" data-original-height="1342" data-original-width="1600" height="536" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho5x73r4LbB-UIxwE7xgDRA_IrRrxj39PJ27KAsZEhS8ogXR4NjFP8JRfnx7t182bQKXhOMxLNCZ-owydo3GqfOxGv3OxNSuZksaAyx44ZkSr62DVmA5Y1z26WR9ueY4O7JNylxktMkQE/s640/Untitled+Design.PNG" style="cursor: move;" width="640" /></a></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px;"><span face="questrial, sans-serif" style="background-color: white; font-size: 18px;"><br /></span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px;"><span face="questrial, sans-serif" style="background-color: white; font-size: 18px;">What other ways do YOU use task cards in your classroom?</span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px;"><span face="questrial, sans-serif" style="background-color: white;"><br /><span style="font-size: medium; text-indent: 48px;">I'd love to connect with you! Head on over to my </span><a href="https://bit.ly/32YPb96" style="font-size: medium; text-indent: 48px;">Instagram</a> to say hello!. </span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px;"><span face="questrial, sans-serif" style="background-color: white; font-size: 18px;"><br /></span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px;"><span face="questrial, sans-serif" style="background-color: white; font-size: 18px;"><br /></span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px;"><span face="questrial, sans-serif" style="background-color: white; font-size: 18px;">{Affiliate Links were used in this blog post}</span></p><p class="separator" data-blogger-escaped-style="clear: both; text-align: center;" style="clear: both; margin: 0px;"><br /></p></div><div data-blogger-escaped-style="text-align: center;"><p style="margin: 0px;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV16icJ5QMhD3AxAz9VxrdgWytIOvQfiMDdlpgi3cr_PmW36h2YSWZkizG9WQaNzieD3lMwSSlqVv3GF1yaHozPFNX3O1rhU6xDY4nsHrifCmOKVF6yBhruO2gGb7k-OTnuiQPgfFfQfY/s1600/signature.png" style="cursor: move;" width="200" /></p><p style="margin: 0px;"><br /></p><div class="post-body entry-content" id="post-body-763553635117848021" style="background-color: white; font-family: lato, sans-serif; font-size: 17.6px; line-height: 1.4; position: relative; text-align: start; width: 687px;"><div style="font-size: 17.6px; text-align: center;">Editor's Note: This post was originally published on October 20, 2014, and has been updated with additional information and resources. </div><div><br /></div></div></div></div></center>
Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0tag:blogger.com,1999:blog-3024343836570567150.post-7635536351178480212020-05-19T01:51:00.001-10:002021-06-30T20:38:41.695-10:005 Tips for New Teachers! <!--StartFragment-->
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This past school year I was asked to be a part of our school's mentoring team. It was the first year they had actual teachers mentoring our first-year teachers! Crazy, right?! I think they've made a move in the right direction ;) </div>
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I was asked to speak at a Summer Symposium for all of the new hires in our school's complex. I was asked to share some tips with them in opening up the school year and to answer any questions the teachers had. </div>
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So today I would like to share with you the 5 tips I have for any new/beginning teachers. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirbWg-bHceUmvjdVylfAqGl8yv5hNXXmWHopBpIT3tsz_iFQgQ4f-hPqyUOcX-A9vux1Dy0b1Aj0vPPzI9DJ-gsBPtAJ7IiML-pFs_xeIWK-riOj5HEO0H0QiL04BqY2FUGQCdRnTdh1E/s1600/blog+headers.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="360" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirbWg-bHceUmvjdVylfAqGl8yv5hNXXmWHopBpIT3tsz_iFQgQ4f-hPqyUOcX-A9vux1Dy0b1Aj0vPPzI9DJ-gsBPtAJ7IiML-pFs_xeIWK-riOj5HEO0H0QiL04BqY2FUGQCdRnTdh1E/s400/blog+headers.001.jpeg" width="400" /></a></div>
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<span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-align: left;">In order to have a successful school year, it is so important to establish routines and procedures for EVERYTHING. Know exactly what and how you want things done. </span></div>
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<span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-align: left;">Be sure to clearly communicate these expectations to your students so they know exactly what you expect! </span></div>
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<span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-align: left;">Creating posters with your students and modeling these expectations are extremely helpful. Examples of what it should and should NOT look like help your students to know exactly what you mean.</span></div>
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<span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-align: left;">For me, I like to type out all of the things that might happen on a daily basis and make sure there are clear expectations for how things happen. I also include this in my substitute binder, so that subs know what is expected at all times. </span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh0hF4NpLfNwEN9Cerz62vrnI447jps2VTQhs_nP-Jab9yfLOW5GQcDUXHri58j3MvSx1fnPhSxakITRCYvNYQF4ZHPA4WNNeYr_yVGMi11U7t6g53f7vlViGxbVBGEdKIfMpfaJ0UL60/s1600/Screen+Shot+2020-05-19+at+11.00.04+AM.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1106" data-original-width="1326" height="531" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh0hF4NpLfNwEN9Cerz62vrnI447jps2VTQhs_nP-Jab9yfLOW5GQcDUXHri58j3MvSx1fnPhSxakITRCYvNYQF4ZHPA4WNNeYr_yVGMi11U7t6g53f7vlViGxbVBGEdKIfMpfaJ0UL60/s640/Screen+Shot+2020-05-19+at+11.00.04+AM.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">This is an example of some of my expectations.<br />
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<span style="font-family: "kg miss kindergarten"; font-size: 18.6667px; text-align: left;">You can access a copy of the template I use and see the things that I create procedures/routines for <a href="https://bit.ly/2Tl19os">here</a>.</span></td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis45cAjSgkW3mC46HrvvM5SFIkmQme9pzJ7fcsHMnFHPd-c4xJ9mGQrE_vBfc-BhlEInh1BJrXelmTZ8Edazw27PApieBPcegeg7TNDkMkTqjb_PLI5Vh5xzBxWbuxOqNVBA1P0tRa3I8/s1600/blog+headers.002.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="360" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis45cAjSgkW3mC46HrvvM5SFIkmQme9pzJ7fcsHMnFHPd-c4xJ9mGQrE_vBfc-BhlEInh1BJrXelmTZ8Edazw27PApieBPcegeg7TNDkMkTqjb_PLI5Vh5xzBxWbuxOqNVBA1P0tRa3I8/s400/blog+headers.002.jpeg" width="400" /></a></div>
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<span style="font-family: "kg miss kindergarten"; font-size: 14pt;">It is important to remain consistent throughout the year! Be consistent in your expectations of behavior, routines, procedures, and consequences. Consistency is key when it comes to classroom management! </span></div>
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<span style="font-family: "kg miss kindergarten";"><span style="font-size: 19px;">If you don't follow through with what you say you'll do, your students will not follow through on what they are expected to do. </span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikbuhVHxKezxlA21kgqAqQ_5M1-bYPP_3P4_XU1azCBPURidKYr39-KQPIZnt7gemH0yT1iufOfDUt_FFa4XEsG6-CwXMBn583gRoxseK_yQblfJDkrQ9fe5pAEvlyfCDsAHq9IFyJhUc/s1600/blog+headers.003.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikbuhVHxKezxlA21kgqAqQ_5M1-bYPP_3P4_XU1azCBPURidKYr39-KQPIZnt7gemH0yT1iufOfDUt_FFa4XEsG6-CwXMBn583gRoxseK_yQblfJDkrQ9fe5pAEvlyfCDsAHq9IFyJhUc/s1600/blog+headers.003.jpeg" /></a></div>
<span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-align: center;">Always have a plan for how your day will go! Know what you need to teach and have the </span><span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-align: center;">materials prepared for your day's lesson.</span><br />
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<span style="font-family: "kg miss kindergarten"; font-size: 14pt;">unprepared, and they will take full advantage of it! </span></div>
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<span style="font-family: "kg miss kindergarten"; font-size: 14pt;">W</span><span style="font-family: "kg miss kindergarten"; font-size: 14pt;">ith this, also learn to be flexible! Things will</span></div>
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<span style="font-family: "kg miss kindergarten"; font-size: 14pt;">always come up throughout the day or a lesson</span><span style="font-family: "kg miss kindergarten"; font-size: 14pt;"> </span><span style="font-family: "kg miss kindergarten"; font-size: 14pt;">may not go as plannedâŠ.and itâs okay!!</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi15ff9nHvhkkBXN7-t4XWFgtfjU506_tfuvYyRlFKn1dL5PSvqBFS4BrdBc0Iuu4E3kyJrk3IfKdJkFCZ4aDaayqhlj3kKeVyCXC-JAbp2cqFTx1gojU0D7KR4cGY-zU07xWhQS5H0j10/s1600/blog+headers.004.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi15ff9nHvhkkBXN7-t4XWFgtfjU506_tfuvYyRlFKn1dL5PSvqBFS4BrdBc0Iuu4E3kyJrk3IfKdJkFCZ4aDaayqhlj3kKeVyCXC-JAbp2cqFTx1gojU0D7KR4cGY-zU07xWhQS5H0j10/s1600/blog+headers.004.jpeg" /></a></div>
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<span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-align: center;">Reflection is an important key in order to help</span></div>
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<span style="color: black; font-family: "kg miss kindergarten"; font-size: 14pt;">yourself to become a better teacher! Some</span></div>
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<span style="color: black; font-family: "kg miss kindergarten"; font-size: 14pt;">great questions to ask yourself are:</span></div>
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<li style="text-align: left;"><span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-indent: -0.31in;">What went well during my lesson?</span></li>
<li style="text-align: left;"><span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-indent: -0.31in;">What could I have done to make it better?</span></li>
<li style="text-align: left;"><span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-indent: -0.31in;">What did the students have a difficult time with?</span></li>
<li style="text-align: left;"><span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-indent: -0.31in;">How could I improve? </span></li>
<li style="text-align: left;"><span style="font-family: "kg miss kindergarten"; font-size: 14pt; text-indent: -0.31in;">What will I do </span><span style="font-family: "kg miss kindergarten"; font-size: 14pt;">differently the next time?</span></li>
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<span style="font-family: "kg miss kindergarten";"><span style="font-size: 19px;">Reflection at the ending of the school year is also important. </span></span></div>
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<span style="font-family: "kg miss kindergarten";"><span style="font-size: 19px;">Think about your year and choose one area that you feel you would like to really work on and improve in the upcoming school year. Find some professional development books, do some research online, and read blogs about that topic! </span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-FTZi_auEkMF-JBFLCb8-ah57fVpjquMHcAhRQ3BUxMcqJVL5vV-OixbDFmVJUY5U6OW1JfWPEP_LIKo3jqqGUphdGqBvFEfi2GPSaWtYzBJHJPYFecK0l0y-0D56ZyHZPlqop-FsZv8/s1600/blog+headers.001.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="360" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-FTZi_auEkMF-JBFLCb8-ah57fVpjquMHcAhRQ3BUxMcqJVL5vV-OixbDFmVJUY5U6OW1JfWPEP_LIKo3jqqGUphdGqBvFEfi2GPSaWtYzBJHJPYFecK0l0y-0D56ZyHZPlqop-FsZv8/s400/blog+headers.001.jpeg" width="400" /></a></div>
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<span style="font-family: "kg miss kindergarten"; font-size: 18.6667px;">Last, but above all, develop positive relationships with your students! </span></div>
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<span style="font-family: "kg miss kindergarten"; font-size: 18.6667px;">I will leave you with this video about the importance of relationships. </span></div>
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<span style="font-family: "kg miss kindergarten"; font-size: 18.6667px;">Like Ms. Rita Pierson said in the video, "Kids don't learn from people they don't like". This could not be any more true!</span><br />
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<span style="font-family: "kg miss kindergarten"; font-size: 18.6667px;">I hope this post was able to help you prepare for your first year. </span><br />
<span style="font-family: "kg miss kindergarten"; font-size: 18.6667px;">Go out there and be a Champion for YOUR students. </span><br />
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<span style="font-family: "kg miss kindergarten"; font-size: 18.6667px;">Give yourself grace. Don't feel that you need to do <i>All the things</i> you see on social media. Focus on these 5 tips and you WILL have a great year.</span><br />
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<span style="font-family: "kg miss kindergarten";"><span style="font-size: 18.6667px;">I'd love to connect with you via <a href="https://www.instagram.com/teachinginparadise/">Instagram</a> or <a href="https://www.facebook.com/TeachinginParadise/?ref=bookmarks">Facebook</a>. Be sure to stop by and say hello!</span></span><br />
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<span style="font-family: "kg miss kindergarten"; font-size: 18.6667px;">Good Luck, Keep Your Head Up and HAVE FUN! </span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; unicode-bidi: embed; word-break: normal;"><span style="font-family: "kg miss kindergarten"; font-size: 18.6667px;"><br /></span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; unicode-bidi: embed; word-break: normal;"><span style="font-family: "kg miss kindergarten"; font-size: 18.6667px;">*You may also be interested in this post: </span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; unicode-bidi: embed; word-break: normal;"><span style="font-family: "kg miss kindergarten"; font-size: 18.6667px;"><a href="https://www.teachinginparadise.com/2021/06/what-new-teachers-can-do-to-prepare-for.html">What New Teachers Can Do to Prepare for the New School Year!</a></span></div><div style="direction: ltr; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; unicode-bidi: embed; word-break: normal;"><span style="font-family: "kg miss kindergarten"; font-size: 18.6667px;"><br /></span></div>
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Aloha,</div>
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Editor's Note: This post was originally published on July 19, 2015, and has been updated with additional information and resources. </div>
Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com2tag:blogger.com,1999:blog-3024343836570567150.post-21482761999164917002020-05-13T10:51:00.001-10:002020-05-13T10:51:35.553-10:00Say Goodbye to Complicated Class Lists <center>
Are you and your teammates tired of spending hours putting together your class lists? Are you looking for a quick, easy, and efficient way to sort your students and make next year's lists as equitable as possible? </center>
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I remember dreading class list time. We used to get index cards for each of our students and had to color code and make little notes on each card based on academic rankings, 504/IEP plans, EL services, etc. We would physically sort them out into different groups and move them around a thousand times. We would have to separate the students who had the same first name, students who didn't get along, etc. It took FOREVER and we often overlooked things. Then, we would have to alphabetize all the cards, and then type up class lists to submit to administration. </center>
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Thank goodness for technology, more specifically, <a href="https://classcomposer.com/">Class Composer.</a> Class Composer is an online program that will automatically sort your students based off of all the data YOU input for each kid. Once the initial lists are created, you can drag and drop students with similar "ratings" to balance out lists even more based on specific identifiers. </center>
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What's even better is that if your entire school uses the program, the information you input on each kid will stay in the system from year to year. Those kids who can't be together in the same class will no longer get overlooked! Also, when your new lists get assigned to you, you can view it through Class Composer along with all the data and notes from the previous year's teacher. </center>
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Here is a video to learn a little more about this amazing program. </center>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/B6SUbl8_8Lo/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/B6SUbl8_8Lo?feature=player_embedded" width="320"></iframe></div>
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For more information, head <a href="https://classcomposer.com/faq/">here</a> to check out their Frequently Asked Questions. </center>
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Our school has been using this online program for the past 4 years. It has been SO EASY to use and the company offers fantastic customer service. When I called, I actually got to speak to one of the founders himself, so all of my questions were answered with ease. </center>
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This post is not sponsored by Class Composer, but I am a HUGE fan. You can try out a free trial for your grade level by heading <a href="https://bit.ly/2WpNA99">here</a>. </center>
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I'd love to know your thoughts if you and your team decide to try it out. </center>
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Aloha,</center>
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Courtneyhttp://www.blogger.com/profile/03285291117011767619noreply@blogger.com0