tag:blogger.com,1999:blog-33584838792696198722024-02-18T20:16:27.247-08:00Sliding Into FirstA blog about all of the amazing things that go on in first grade! Posts about lesson ideas, meeting Common Core Standards, TpT products, and most importantly... celebrating everything these amazing kiddos can do!Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.comBlogger33125tag:blogger.com,1999:blog-3358483879269619872.post-27491437858298825832013-09-15T14:05:00.001-07:002013-09-15T14:05:29.455-07:00I'm baaaaack! New mantra: slow down to speed up!I can't believe I've been away for 8 months! I have to say that I admire all of the teachers who keep up a blog, TpT, Pinterest, and their classrooms, not to mention a personal life! I've been busy teaching, going to workshops, and of course, Cubs games. <br />
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I'm so excited about the new school year, as well as everything I learned over the summer at the Smekens and Whole Brain Teaching workshops that I went to, so I just had to come back!<br />
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This year I think I owe a successful launching of the school year to the workshops I attended. The number one thing I keep telling myself is what Kristina Smekens told us over and over: slow down to speed up. Take the time at the beginning of the year to introduce procedures, build stamina, as well as introduce the writing traits and comprehension skills you will be teaching all year long. I've done this, and I am super impressed with how well the kids are doing and how much calmer and less frazzled I feel!<br />
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I hope your school year is off to a fabulous start and I will try to be back more often!!Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-35117137762647522122013-02-12T17:39:00.001-08:002013-02-12T17:43:31.083-08:00Function Machines and Arithmetic RacksUsing the arithmetic racks 3 times in a week? *gasp* I was so excited, so you know the kids were amped! Today we used the racks as function machines. You put one number in the machine, the machine changes it by adding or subtracting, and a new number comes out. This is always one of the most difficult (and frustrating) concepts of the year! I have to admit, using the rack was a last minute brainstorm on my part, but I think it may have worked. I'll have to see tomorrow when we revisit the concept!<br />
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Personally, I think the written function machine is very overwhelming to students the first time they see it, so I just got out our enormous arithmetic rack and starting posing situations to them:<br />
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I put 1 bead in the function machine. 2 beads came out.<br />
I put 2 beads in the function machine. 3 beads came out.<br />
I put 3 beads in the function machine. 4 beads came out.<br />
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By now, the students are starting to notice that I'm ending with 2, 3, 4, and can predict that next 5 will come out, then 6, then 7... so we back up. I went over each situation again and asked how the machine changed the number. They discovered that the machine added 1.<br />
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We did this with a few other rules before moving on to the written version:<br />
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I apologize for part of the chart being covered up... I found the hooks for the rack after we'd already started charting and was excited not to have to hold it up any more! This picture is showing 18 beads coming out of the machine.</div>
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By writing the in and out numbers down, it also allowed me to extend the activity and connect it to missing addends. When doing function machines, the first several pairs of in and out numbers are given. The students have to find the rule, which in this case is a missing addend. We see that the out numbers are bigger than the in numbers, so the machine is adding beads. Each time I wrote the in and out numbers in blue and once we discovered how the machine altered the in number, we filled in the missing addend into the number sentence (in green). Missing addends are really tough, too, so maybe using the rack as a visual aid will help!</div>
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Next, we did some more problems at the rug, but the students had their own racks as well. After this, students went to their seats to try to work more independently. Instead of doing problems as a class, I let them try with partners. Then we went over them together. Here is an example from the document camera:</div>
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We are working on #1 "Your turn."</div>
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First, we got 10 beads ready to go into the machine.</div>
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Next, we slid the 10 beads into the machine (sliding them to the right- acting it out helped some).<br />
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The machine takes 3 beads away and the rest come out. We can see that 7 beads come out.<br />
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Note: There are stars next to 9 and 11 because I asked the students if there was any way to predict what the answer would be before we started using those two numbers. <br />
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Onto #2.<br />
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To find the rule, I presented the problem as a missing addend. We had 5 beads and when we put them in the machine, 10 beads came out. How many beads did the machine add? We started with 5 beads and started adding beads until we had 10 total. The color of the beads was helpful on this one! Students could easily see that 5 beads had been added.</div>
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We then double-checked the rule with the other two pairs of numbers before finding the out number for 16 and then coming up with our own.<br />
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This is the 4th year that I have taught function machines, and I have to say that it was not at all frustrating. Now, that is not to say that every students "got it," but every student participated and came away with some new level of understanding. I love when I can file something away that has been successful!<br />
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Some high points of the lesson:<br />
One student asked to make arithmetic racks again like we did earlier in the year (see my very first post)- I was so happy that it stuck out in their minds!<br />
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Another student was disappointed that there were only 2 rows on the arithmetic racks. Never fear! Soon we will be able to project our iPads and I have an arithmetic rack app that has more than 2 rows. Score!<br />
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Ta-da! It's the Number Rack app and it's FREE!!!</div>
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<br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-86889195875796705522013-02-12T17:11:00.002-08:002013-02-12T17:11:59.404-08:00Using Arithmetic Racks for Doubles and Near DoublesTwo summers ago I attended an Inquiry Math Workshop at Purdue University Calumet. I learned SO much about how kids' mathematical concepts develop and how inquiry math can foster this growth. Basically inquiry is all about discovering rules and concepts, rather than just having them be told. Kids come up with their own strategies and definitions and they are so much more meaningful.<br />
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Last week I used arithmetic racks to help kids visually see doubles facts. We talked about twins (we have 4 sets of twins in first grade and I have one sibling from each set), and that doubles are like identical twins. The arithmetic rack lends itself to this with its two rows. We used the arithmetic racks to help fill out our fact cards.<br />
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While doing mClass, I discovered that students were not using all the strategies we had learned to solve math facts. Instead, students were relying on counting all and counting on, which isn't very efficient when you are trying to solve 8+7! The students who were counting all didn't have enough fingers, and the students who were counting on were susceptible to mistakes with all that counting! They'd count the seven fingers, then go back and have to remember that they started with 8 and count on. Needless to say, my students didn't solve very many facts in 60 seconds! I had to reteach the strategies and try to get them to stick. <br />
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We took an extra day on Monday to work on doubles +1 and doubles +2 facts. In the past, I presented the strategies to the class. I just simply told them that a fact like 6+7 was a doubles plus 1 fact and showed them how the doubles fact could help them. I wanted to find a way to make it more meaningful to really help the students see the connection between the types of facts.<br />
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What I ended up doing was reviewing doubles facts and then studying the patterns. We did the doubles facts in order and the students noticed that the sums went up by 2. I asked students to talk about why this pattern occurred. I love seeing how excited they get when they discover and understand patterns! So now I had them right where I wanted them... I wrote 6+7 up on the chart paper and asked what they thought the sum would be and why. Could they use the doubles facts to help them? Lo and behold, I had volunteers for how to use 6+6 and how to use 7+7... AND how to use them both, which I didn't think they'd see! Since they saw the pattern with the sums going up by 2s with the doubles, one pair of smarties realized the sum of 6+7 would be between 12 and 14, the sums of the 6 and 7 doubles facts! YAY!<br />
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Now obviously not all students saw these patterns and relationships, so we busted out the arithmetic racks. We made doubles plus one facts on the racks and looked to see which doubles facts they were close to. We paid close attention to how we changed the near doubles to the doubles facts. I realized that I needed to stop calling them doubles +1 facts when some students were using the larger number to double and then subtracting 1!Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-40783849314642294862013-02-02T14:54:00.000-08:002013-02-02T14:56:22.033-08:00We did it! Yay Scholastic!!!Woohoo! I am on my way out the door for one of my bestie's birthdays, but I had to share this:<br />
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Wow, do I love Scholastic! By combining my January and February book orders, I managed to spend just enough to earn what seems like a million bonus points! My class and I made a wish list of some books we wanted to add to our library for the kids to bookshop from. I have the best problem this year- lots of high readers and a class full of kids who LOVE to read! If you read my previous post from last week on the subject, I'm looking to expand my library so that there are more higher level nonfiction and picture books, not just chapter books. We're working on writing about our reading and reading with our buddies, and chapter books make that a little difficult in first grade.</div>
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So between the amazing parents and a little shopping for my niece's birthday to push us over the edge, we did it... 5,030 bonus points earned on this order and 5,340 spent (had some in the bank amazingly)! I'm excited to put some of the kids' favorite picture books in their personal shopping library. They adore Piggie and Elephant books, but I didn't have many in the library- problem solved! I also added a Pigeon pack, which I can already see kids fighting over! It also excites me that I have kiddos ready to read Knuffle Bunny all on their own! It will also be easier for me to read what they write about their reading when they are checking out books I am familiar with and love.</div>
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Some other titles my class picked:</div>
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Magic School Bus Readers</div>
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National Geographic Kids Readers</div>
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Daisy Dawson</div>
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Roscoe Riley</div>
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Black Lagoon</div>
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Miss Nelson Pack</div>
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LEGO Readers</div>
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Flat Stanley</div>
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Horrible Harry</div>
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Pink-, Purple-, Silver-, and Goldilicious</div>
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Froggy</div>
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Kevin Henkes Pack</div>
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Fly Guy</div>
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I have to share this... it's my favorite part of my order because it looks like I got more free than I bought. Actually, that is probably true with Scholastic being as awesome as it is, but when you look at just this catalog, it really stands out because the purchases came on other catalogs, but I chose a lot of free books from this one:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHx1fV1VMWKmEAH4blC8XjmLEgvEROexGC2cH4J51V-gRv9mhAORZiBZarPD9oMVQ_5OWwgedFfEwumt5neH_P6n7HWtV-z8f6l1p0vk07nSP9xFgG6cE1PGfCxqL56OfjiFm3NQptqlLK/s1600/book+order+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="440" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHx1fV1VMWKmEAH4blC8XjmLEgvEROexGC2cH4J51V-gRv9mhAORZiBZarPD9oMVQ_5OWwgedFfEwumt5neH_P6n7HWtV-z8f6l1p0vk07nSP9xFgG6cE1PGfCxqL56OfjiFm3NQptqlLK/s640/book+order+2.jpg" width="640" /></a></div>
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I am home by myself and doing a happy dance and had to share! Only teachers would understand how excited I am to be getting so many books for my favorite first grade readers to devour. They are going to be so excited when I show them the order!!!!</div>
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Well, I'm off to shop for myself now. I honestly don't know if I could possibly have more fun than I just did. Ha! Enjoy your weekend everyone!!!!</div>
<br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-48795794609309910552013-02-01T15:29:00.002-08:002013-02-01T15:51:39.218-08:00100th Day Aging Booth AdjectivesBack in the day, I used to have the kids draw pictures of what they think they will look like at 100 years old. That was a really hard thing for kids to picture! Today at our grade level meeting, Jill (from <a href="http://cruzninfirst.blogspot.com/" target="_blank">Cruz'n in First</a>) told me about an aging app to put on my iPad. Oh my goodness, was it fun! It gives the kids wrinkles and gray hair... and the boys can either be bald or have a mustache. We were laughing SO hard!<br />
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After taking the pictures I printed them out so we could write about them. We've been working on parts of speech and have already talked a lot about nouns. Today we learned that adjectives are words that describe those nouns we've been finding. Of course this ties into word choice in our writing- love when that happens! We've already been talking about using interesting words in our writing- and we find them all the time in our reading, using context clues to define them! This is the time of the year that everything really seems like it's coming together. It makes things so much easier to teach when you can integrate. :)<br />
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I will share my picture with you- please note that this is an estimate of what I will look like in 2044 or something like that- not what I look like today (though one of my kids said I already have the creases on my forehead). We described parts of my face (nouns) using adjectives, then I verbally gave them an example of what I would've written (see below). I really have been trying to keep my minilessons short to give them more independent work time, otherwise I would've finished writing it. I will write it in before the 2nd part of the lesson on Monday.<br />
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Here's my lovely photo before:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTTQtjVWvUIUCGOPP7CvT3XTY_lON5FUqu2QVmsg54vdEKi9guShcTa2nlTJbIRz4FdWhJdFHSFxE5seUx7Efh9VNOIRICT81cc7Rb-xMDy5byt4pfHFLA1iN8EMesFJXd8kSApAvd0722/s1600/AgingBooth2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTTQtjVWvUIUCGOPP7CvT3XTY_lON5FUqu2QVmsg54vdEKi9guShcTa2nlTJbIRz4FdWhJdFHSFxE5seUx7Efh9VNOIRICT81cc7Rb-xMDy5byt4pfHFLA1iN8EMesFJXd8kSApAvd0722/s400/AgingBooth2.jpg" width="300" /></a></div>
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The app not only adds wrinkles, but it makes your nose a little bigger (more noticeable on the kids, not really on me), and it gives you jowls, which makes your chin look pretty weird, too!<br />
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Here are some descriptions of the picture that we came up with:<br />
<span style="color: red;">old </span>face<br />
<span style="color: red;">old-grandma</span> face<br />
<span style="color: red;">nice old</span> lady<br />
<span style="color: red;">wrinkly</span> face<br />
<span style="color: red;">mad</span> wrinkles (despite looking nice, some kids thought the forehead wrinkles made me look mad)<br />
<span style="color: red;">saggy</span> skin (one kid said it looked like it was peeling off my skull)<br />
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Here is what I will write about my picture:<br />
When I am 100, I will probably have a wrinkly old-grandma face. I will still look like a nice old lady, even if I have mad wrinkles. My skin might be saggy, but at least I won't have a bald head or a hairy mustache! <br />
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I tried to vary how I started my sentences because we've also worked a little on sentence structure and making our writing flow better and be more appealing by not being so repetitive.<br />
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Here are other descriptions for their pictures:<br />
<span style="color: red;">gray</span> hair<br />
<span style="color: red;">white</span> hair<br />
<span style="color: red;">silver</span> hair<br />
<span style="color: red;">bald</span> head<br />
<span style="color: red;">hairy</span> mustache <br />
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To have a little fun and show you what the Aging Booth App can do, I made one of myself bald:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlhHLSh2EMDuLqBgTvPaiv4OjDilAq5M1QG6Ic3iVRvcYhYdmNq8AYpHgSXdG-4N1R1pWPrmDlJfrsaWq3qMN0znIVR5dx1lAzsGmN8j-GBeu-LS-8fzLSHEes66-SMwbo32BcWu5qt-Tx/s1600/AgingBooth3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlhHLSh2EMDuLqBgTvPaiv4OjDilAq5M1QG6Ic3iVRvcYhYdmNq8AYpHgSXdG-4N1R1pWPrmDlJfrsaWq3qMN0znIVR5dx1lAzsGmN8j-GBeu-LS-8fzLSHEes66-SMwbo32BcWu5qt-Tx/s400/AgingBooth3.jpg" width="300" /></a></div>
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My brother says I look like Hulk Hogan!!!</div>
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And my personal favorite... the mustache:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWu7TXaPEkf3qNtR0kHXgcJ4FaD2qpkY7N99pULDIOsnhZ1iPhJ1wffcGHqnDy-UsxlWCznX6XPfTtAZELUohEVX7T8XuX-IKljUsXExqTGhlYkxCtwdY5OD-YcBn6cV2ZLap_Ae1r10DE/s1600/AgingBooth4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWu7TXaPEkf3qNtR0kHXgcJ4FaD2qpkY7N99pULDIOsnhZ1iPhJ1wffcGHqnDy-UsxlWCznX6XPfTtAZELUohEVX7T8XuX-IKljUsXExqTGhlYkxCtwdY5OD-YcBn6cV2ZLap_Ae1r10DE/s400/AgingBooth4.jpg" width="300" /></a></div>
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I told my dad that it makes me look just like him!</div>
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So, as you can see, you can have a lot of fun with this app and get kids super excited about word choice and parts of speech!</div>
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Thanks again to Jill at <a href="http://cruzninfirst.blogspot.com/" target="_blank">Cruz'n In First</a> for the app share- we haven't had this much fun writing in a LOOOOONG time!</div>
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<br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com1tag:blogger.com,1999:blog-3358483879269619872.post-39671609838573051322013-02-01T14:35:00.002-08:002013-02-02T14:55:00.070-08:00Whole Brain Teaching- Loving the behavior!One of my fellow teachers had a small workshop on Whole Brain Teaching- I was sold! For those of you who do not know about this, there are 5 simple rules:<br />
1. Follow directions quickly.<br />
2. Raise your hand for permission to speak.<br />
3. Raise your hand for permission to leave your seat.<br />
4. Make smart choices.<br />
5. Keep your dear teacher happy.<br />
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I'm sure you have seen this all over Pinterest and TpT. I wasn't sure if I could start this in the middle of the year, but we were almost at break when I went to the presentation. After break I told the kids about it and they seemed pretty pumped. They love rule #5! (And so do I!) Our favorite part:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIW8rFMGeL8_ptTQQXFTMnAiq_O_bMiTLf4pWSYiSNCtcKAXgoo7IRk13ZBD0vEn9sohKW5eN7ywsDf-xCD1vOxpV_gFehWff0G7lEbHs4Nym_Y36XmCUWWyb-GtXn20EN5QaE1gPj541n/s1600/color+chart.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIW8rFMGeL8_ptTQQXFTMnAiq_O_bMiTLf4pWSYiSNCtcKAXgoo7IRk13ZBD0vEn9sohKW5eN7ywsDf-xCD1vOxpV_gFehWff0G7lEbHs4Nym_Y36XmCUWWyb-GtXn20EN5QaE1gPj541n/s400/color+chart.JPG" width="300" /></a></div>
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The color chart for our behavior! This is just a test run, so it isn't very pretty yet. I had to see if it would work- it does!Since taking this picture, I added a Cubs mini-basketball hoop at the top. Kids that end up on purple or pink get to take a few shots. Weird incentive, but it's free and it works!<br />
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Amazing. Love it. I used to have the jerseys with the kids' numbers on them (which I still have) and a strike board with three baseballs labeled 1, 2, and 3. Three strikes and you're out! The problem is, once a kiddo gets a strike, what incentive is there to make smart choices for the rest of the day? And what incentive is there for the kids who are behaving? On the color chart, everyone starts on green and the goal is to stay on green or move up for making smart choices. When a not-so-smart choice is made, they move down. However, there is the opportunity for the rest of the day to move back up. I have seen so much improvement in behavior, and I already had a pretty fantastic class! They are working harder to work as a team and help each other, and they even tell me when they think other kids deserve to move up for helping them or for making a smart choice. Having the 7 level spectrum also gives me some leeway to be a little more picky about the type of behavior I want to see. Before I wouldn't give strikes unless it was something pretty big, but now I can sort of fine tune behavior, and I love what I am seeing from my kids! Kids love to get caught "being good" and are so proud when after moving down, they get to move back up. Our days are just so much more positive now!<br />
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I just wanted to share a small success for those who maybe haven't heard of this plan. Loving it! <br />
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<br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-88235015001012095732013-01-26T14:27:00.000-08:002013-02-02T14:55:38.617-08:00Report cards and the Book Wizard. Mostly I mean Scholastic, but I'm a book wizard, too!<div class="separator" style="clear: both; text-align: center;">
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I have been such a bad blogger, but it has been a whirlwind since getting back from break! First we had mClass assessments, which I loved, but took me 3 days, then finishing assessments and grading for report cards, then the actual report card process!! I have missed my little blog!<br />
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So as if report cards weren't enough this week, I have undertaken the project of adding to my book shopping library. My kiddos are really so impressive this year when it comes to their reading skills- and they really LOVE to read! The problem is (and it's a good problem to have), that about half of my kids are wanting to check out 6 chapter books a week. That's quite the undertaking to read 6 chapter books in 7 days as a first grader!!! When I first started teaching, I never thought I would have that problem- I'm so proud of them!<br />
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Anyway, this isn't very conducive to partner reading or writing about their reading in Daily 5, so I've been working with my AMAZING parent volunteers to remedy this. I've been trying to supplement with some picture books from levels J-P so that the kiddos are still challenged, but can continue to work on skills with their partners. It's so hard to teach beginning readers how to summarize with a chapter book when they haven't yet mastered the skill in smaller books! Of course that isn't to say that I don't want them reading chapter books- I really do! How do you feel about this? What are your kids reading?<br />
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Back in the day, I used a lot of my bonus points from Scholastic to buy Magic Tree House, Geronimo Stilton, A-Z Mysteries, Ready Freddy, etc., because they really inspired my kiddos to read. They couldn't wait to get into the chapter books and once they found a series they liked, I couldn't get them to put their books down! Now I'm going back and looking for popular characters in picture book series. So far, I've got Piggie and Elephant, Skippyjon Jones, Pete the Cat, Pigeon, Froggy, Arthur, Franklin, and Berenstain Bears. Oh, and Magic Schoolbus! The boys are really excited for those to come in! As one said, "It's fiction because there are characters, but nonfiction because it has facts." You had to hear the enthusiasm in his voice when he said it!<br />
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After my report cards were printed, I went to work on a stack of books that were sitting in my basement, begging to be leveled. 24 hours later, I had leveled 160 books! Some of these were books from garage sales, some from book orders, and some donated from wonderful families... tons of great books that I know the kids will love! I will admit that I let them browse through the books on Friday before I was done leveling them so that they are all pumped about book shopping on Monday.<br />
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Here's my handiwork:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNhVnPPOnzwgFB8Tqd43xXRBSKc7ErZw_elEzkVaWGZ7_bY1p_bSplKwPH4hl5xdUX7ZWQvVV_hwDrHZTq5f1Q2WKpW-b24vgZo-EAd383HCiF1I8CjR10z1u0Xm6y8tVJ5_jA2dmESecj/s1600/leveled+books.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNhVnPPOnzwgFB8Tqd43xXRBSKc7ErZw_elEzkVaWGZ7_bY1p_bSplKwPH4hl5xdUX7ZWQvVV_hwDrHZTq5f1Q2WKpW-b24vgZo-EAd383HCiF1I8CjR10z1u0Xm6y8tVJ5_jA2dmESecj/s320/leveled+books.JPG" width="240" /></a></div>
Sorry if you have to turn your head, but the picture is facing the right way on my computer till I upload it! Anyway, that's 160 books, even if it doesn't look like it! I was so proud after working till 7 on a Friday night, that I had to take a picture of it!<br />
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I have to say that I love Scholastic. Not only do they provide some great deals on all of my favorite books, but the Book Wizard is awesome! They've really expanded their leveled book database and I used books they had leveled to help me with some of mine that weren't listed. If you haven't tried it before, you really should!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiELmDxU560iBv0n287ludLCaYqEswjH3J_XvLA2lFyb9RgBbgLKFnFEaTEPPeh14Rmr1Tv8EQEjz99Gm2O2PN0XfrW556ggQc6YnwP5_WgAHwA9BPAscbA1_q2iFk1qFgT1qyrfzIm3t4v/s1600/book+wizard.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiELmDxU560iBv0n287ludLCaYqEswjH3J_XvLA2lFyb9RgBbgLKFnFEaTEPPeh14Rmr1Tv8EQEjz99Gm2O2PN0XfrW556ggQc6YnwP5_WgAHwA9BPAscbA1_q2iFk1qFgT1qyrfzIm3t4v/s400/book+wizard.jpg" width="400" /></a></div>
You can search by title (which is how I leveled), or you can search for books similar to a book your kids like. What really helped me when looking for picture books at particular levels was searching by just that- reading level! They make it so easy! <br />
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Now I'm going back through book orders and searching for books to add to our collection. If I can drum up $250 in sales, I can get 2500 additional bonus points!!!! I noticed this before I sent in January's order, so now I'm sending it in along with February's- wish me luck! Is it bad that I'm sending home December's book order again? It had such a great selection and I want the kids to help me pick the books they want me to order! Plus, December's book orders had the reading levels underneath to help parents and the February book order does not.<br />
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Is anyone else as crazy as I am when it comes to ordering books and using up every last bonus point? How do you get books for your classroom?<br />
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I hope I didn't ramble too much! It's good to be back!Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com2tag:blogger.com,1999:blog-3358483879269619872.post-20715446352431540532013-01-06T14:11:00.000-08:002013-01-06T14:32:25.617-08:00Dice Domes... Greatest Invention Ever?! (Freebie included, too!)I'm gearing up for my return to school after 17 days off that just flew by! I'm excited to see the kids, but it's always hard to get back into the swing of things. Though the break just didn't feel long enough, I know that when I get back it will feel like I have been gone for years, and I won't be able to find a thing!! Anyway, I know it will be hard for the kids to be back, too, and I'm trying to find fun ways to get back into meeting those Common Core Standards. We have report cards in two short weeks and I can guarantee those weeks will fly by even faster than the break!<br />
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On to what I have been dying to share...<br />
Dice Domes!<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.learningresources.com/product/dice+domes%2C+set+of+4.do?from=Search" style="margin-left: auto; margin-right: auto;" target="_blank"><img alt="" border="0" height="400" id="largeImage" src="http://images.learningresources.com/images//products/en_us/detail/prod7656_dt.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Click on the picture to go see this product from Learning Resources!</td></tr>
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The Dice Dome has three dice in it, two 1-6 numeral dice, and 1 die with three plus signs and 3 minus signs. The best part... they are contained and QUIET! The dice are made of sturdy foam and you barely hear them when they shake. I don't know about you, but I cringe any time we are going to play a game with dice... not any more! You can open these up and switch out the dice, too. Oh, the possiblities...<br />
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Obviously, these are quite possibly the greatest classroom invention ever! I've been wanting them since I first laid eyes on them, but talked myself out of buying them (how, I still do not know). Guess what, though? I got this for Christmas from one of my amazing first grade families...<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA6UUeBWH7u87LXmRqI_-d24XTNw-L_f7QRgv70HPBHlLNehXg4P250jMX8usPdSBrDT7H6RU_Ewq4JW5sxRA3r1MSBLgImb7pvvEUXSp0Z2CHI1sl9j8MMyykjs15U9pFpIftZSqUYYy0/s1600/dice+domes.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA6UUeBWH7u87LXmRqI_-d24XTNw-L_f7QRgv70HPBHlLNehXg4P250jMX8usPdSBrDT7H6RU_Ewq4JW5sxRA3r1MSBLgImb7pvvEUXSp0Z2CHI1sl9j8MMyykjs15U9pFpIftZSqUYYy0/s400/dice+domes.JPG" width="400" /></a></div>
An ENTIRE CLASS SET of Dice Domes! So now I have to make sure I have enough activities to get lots and lots of use out of these bad boys! I'm going to think out loud in the post, and if you come up with any ideas, please add a comment!<br />
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1. Each student gets a Dice Dome and shakes. Student must write a story problem to go with resulting roll. (math + writing)<br />
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2. Students pair up, each with their own Dice Dome. They roll at the same time and solve their equation. The person with the highest result gets a point. (Like War/Top-It). To be more fair, you could ask students to ignore the sign and always add or always subtract, or just have it be the luck of the draw!<br />
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3. Students use Dice Dome at word work, rolling and solving the equation, then writing the word wall word to represent the equation. For example, if the student is working on the word "can" and rolls 3+4, the student writes the word 3 times in one color, then 4 times in another color and counts how many times he/she wrote the word total. If the student rolls 4-3, the student writes the word 4 times and crosses out 3 of them. (math + word work)<br />
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4. Student rolls Dice Dome and then draws a domino/dot pattern to represent his/her roll. We have been working on dot patterns and domino flashes, so this is a way for students to reverse the activity and help them start picturing these patterns in their heads, building number relationships.<br />
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5. Put 3 numeral cubes in the dome and have students roll and add three numbers together.<br />
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6. Put three numeral cubes in and have students work on place value and number sense. Using all three numbers, make the largest number possible, smallest number possible, etc.<br />
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7. For higher ability students, put 3 or 4 numerals in the dome and 1 sign die. Have them roll and add/subtract a 2-digit number with a 1-digit number or add/subtract two 2-digit numbers. <br />
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And for the grand finale of my post...<br />
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<tr><td style="text-align: center;"><a href="http://www.learningresources.com/search.do?query=foam+dice" style="margin-left: auto; margin-right: auto;" target="_blank"><img border="0" height="287" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg8PWPSoCWNd-rPSrlrZQSru3A60no8Pz0u7PN61rH_hkg3pczHvQZxEV_GTaSshdAQAk9z2TQu0HYGP6bt_yeofoxgumG3MFCQtIsBX28_JRtpqLWOlbHookIiyyXUWOvksBsayDmI0Ot/s400/foam+dice.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Click on this picture to go to the foam dice page on Learning Resources. These would be good even without the domes!</td></tr>
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Look at all of the options for filling the domes... I am in heaven right now! I love the polyhedral dice for adding bigger numbers, dot dice for working on subitizing while adding two numbers together... ok I love them all! There are also word family dice, too:<br />
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<a href="http://www.learningresources.com/search.do?query=foam+dice" target="_blank"><img alt="" height="184" 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zYDsWrAoQWbXmIzgE0LNj3Y9GDVgF0Ldi3j0DMZWpKuZtJ1k3+c/YevFTChPzNZCjP8IUYOCTISL4N4JSQpGJu2c64gL3Qdc3Wds7VdcvUdM/RgVDFGtRATAZNWYtKAUQYJAUyiUvBkgFkFcf3mF2+wFC2BmL5gVjMmBUlRg0XLWDSQpgKjEpIUJF4uRGQgViqJUZBEOUlQgFnFpGrArCIpSjDJIaF/1sGVPFKKbKuo4JEipdzdLVt5nuc46nJzlFKhKyy2VR9vLSHKt/Vubc3guD9Rlod35aCIPIc8j4g85V0UeQ55FpFHztO0jkMU+sxQjudZZD0t63iWQ0SeF5rzIgqf8bzwnznKsuhCRORYpByH2CyUueeakG9BRBe6XdTNU+QQOV7wWfE8daILmxCRsk4UetOwTTxSdCPlXU6eUnS7hDftRnSztAWRRzeHPFLkXchzQk8bYejfGA+vkfxiPAbDI++kvBPRjcgKFkXRTdGF6G5tJsBSdCGHlEOeOik2cdgk/OHznPuBvf8HhygvHi0eTFktnvov/hexSL0cWrC1Oi2sOs8Lux6sGmLVSOwa4tCAQwt2NWPVMxlayNAxVj3YtMSuA4uaWHST1+c8P14GX/UlE/s/HqP0jpVBtA8kqSHWF5KUjFndMVPbcbauS5a+c66uc666U5YaUtTErCHJGjAGQIIfSfCD+P5PW4L7zPnUtKewS5oOjCrGpGOi+ybtWpBycCkk+oBRxZjVkKoBixqsGrDpGaseUjUkRc2Y1SRFzaRqmFQNWNTEqvGy6Ui6GtI0xKglJjXE9zftXeipEY707paqiHz5ucrcXSs/WhwT4Pikp+3j3taPfTLGhuRPnrA6bW3xjgvXGn4uIdomTfi7urjer7t2n0a618PxvHDVeEo5jnNTSjnK8xSd6GaR5ZDnKMsjJ0SsBPXmcnNuynOILp7jWlvgNiPnRpegPjiOo8gisi7kEZHjOI7jeJ73tNNDbOGQZ1s73PHCWsSzSF2IiE6K6OJuottFEdHpQh6pi3fxiMgiNlNsbkH+jtANmEMOkbbdd+QRkeU59je5s/nhNZJfCofIInKeUnmeg6fY+mfJ8zxP22Qr32pbLuHHkGPRxaO79RHikUKUF48WD2ZS4Kl8yXhik4FDB1YdOHRg04JFzaRIISUA0mXEqmFS/cARCPZASaoMLGpiDwSrHFLlYNMTuw7semLVgFUftXXeixNU8K9+T09VLtu0ck9ZUa/ssR0TpaPWxEuSVJCs9HJovbM1nXMMnbIDO2UGMakaxqhmjGqSrHzJEaZcODl4ebRhyeS4nfku7s6cw6s7JqkgWQHJGojpO337bMuhlZDkz5g1jFkN6VrGpmXSdUy6TtAWbfICzCrGrCYmNZOqIWlasKghTcWkaIlJwcT2mb59tsfZQD3bU09erp61e4121jedZ8rJxO5kcg+Y2g+m9obpPjCtD/nXWzD5PZjW74V4Q+DsiclbCzccL3K6XTz+/MRzP7u9P7wrB0+diG6Xq+XnYiOCx6IZkRVKyfOeR09BGrStB7RtcWCRuoV/OeQp70Lq5pBHF1IWW8Uij5Tl3Kyb9zy6Io88y/Gc5ymW59zIcsghy7upE12s293c0tiMTU72Do8tnDAgj24qDIQ8z7IsRXSy6BYkDsdzzhYU9M29ujr3lIfXSH4pLN7h0MmhmyJPKeV5nnI8UuT4u9SGUEaPIs+ji3XS1iZErUqEb5ONjxSivHi0eFAdU5VLJkC6DBw6ic3A2LRgVT6TETRifcKk7Vlvz/vopdzBA9dGedu1YFUqln7zZv5oSFf0mv+pftU0xqYGq0aIpBCrJuPAmq4R4WTsB11jB+/dsjl704ID50retw+cf+iHZ8wGSFRI0rQdMvWe7akpKjCpiUnBGFWQpNh7rpTneYq45OjmvOLvr9y6+YRZDwlyMKtIshJi+kdun+048j1J9AeziknRMlY9pKuYVmHxbweTqoEUDZOqAaNS0ByC7IA4ny83WhCR53mO8kj570p3PhUhg6k9mal9INKXRPjDTBlEyGFq//esw36o3DfpB1un6X4wrQ/M9IVp/WByD5jWp79j1MHqMsF1IbRyvW8K42FeOdwU3YJ64HikHI+UR55nsZlDN+X4n+MjiDxyHLJO3sUi7+I5z5LPI3LI02ZEZzO6BFHSRHlKOSooAaTIupHnUYicUET0hEWE0Mylm/zGiqv2bedi1pz+alHNVwU132QfG5lX/ll+2SdzD42Yc3DCgmNTFpYmrqrK33dlR+3t+tscy3Mc8i6XC3kqBGeQInUJznbh898cD7OR/EL4VpHa5r7gW8MllEeOQ+pG6kTqRJ5FQTtSyvPIc8hxHEU3RdYtyov2EOXFQ88DSe1EitrF3xKLHOxCyoX2catuw6n9TlfTjTvXj16qnrklg1LaPX/MYxbVzdvXEvbPJYk9t53ad/pmXYd0GWPTCkkYkC6bXbE11DKejHn37ajwtWuXPhHhH79ltml7vvGnvOdSgyBZSZJV4NBJMgxMuo5J1YBJC0YVxPsGLp2y7sTugOzRVY3nFpdvyi9Zu+n0QYjzhyQFY1SDUcVE9c/Yvzyj5Acm0R9MSjCpwayCNFVbKIRJ1UCKGlLUnoIZZo3E7BEWjEkBRqUnSzTOZ9T3JqTIujhEfmtV0bMxKpjen8QEQLSMRPuSGCkTLYdIX4jwg6n9FbPGFZ+vLDpd9tfEQJjUHSJ8IdIfIgJgat/HZ0hzdq7yXMrWJib36a7dR+5l7gXHcxxFwZUtxC+oG1kny7KCRBMqnVEeXW5sauLO1+OxmuYDJ25uPXJlS/HVHeU3tpddP3EZr91Blxtb0OPx5tCJ6GxhOSEnRqiWJkSxqOsO8s1I2QvNdEXx1Unzj4VlHOttKX7feviD9IPvOA6/mnawT2rF+1lH380se996uHvKwffsx95J3d89eV9Pe3HvjOLw2eXTVh39ruwch4J6dDtbblHPyBR/zuD5bfHwGskvxuWJmfHUxfFOSlvFaatHjCJSZHnqEnJ3XNjkFvyOHgnC/WZdUL82orx4tHhQk4Ju+WRICxB6n5IUud+SLxAxemvGUyafxL1547ek8jyOXZvQLf8jirj82KYn0qXX79xcfuInkupPLDpi14FdDWnSJSeKYpdnwqh3np+qWbl26Uvxhm4Zo3ZU7jX/NOv5tAGQKGeMamLVgMMgsWrBqCIpajBqmBifWQdXjvguESa/bt2/ZHXFlrySddtriyA2gElSkAQFSVBBtP+GE7syiteSRH+SrGTMakjTkBSlICzaPBZtIRIwKSHZz7PrxKySCLteTQpI9Bmxxog8UkoP1B1/wa5jIvqSGDmJkpF4OYkKgJgAmOnDTH6fTOgatiji8IVy644lBUc2HrxQ8dV3qV4z/WByL4j0J1EyMqMfmdLbsWup52qKuRftQVtzFyjnWZNZnuNQcGXg1SbcdrTeur7q20XHhs46OiCjwsd2oJ/j8BtJu962HHw5cdc/04reSt//rnW/MrNk1LyKqfOOZK+pLK12uZ3IU08AXhhACKyjuwV5vsWNSw60hOUeeDH6xz8b97+Zdbx3zuEJK6vz1tdZt1bHr7sybcWp/N3XQ/NKpq6qm7Xxkm/qkZRNl2JXnQ9I2d3NfqSf7Vjf9OLexh2f5R3fd/oOi4jUybHoElwj1IX8b1FfPLxG8kvhqZMiK+QIt6VSCUlVPEt5l5N1XW1pPnnrVumdW0ddTbV4q0GwD55z8niHIsvzD2V5vf//iPLi0eLBNGSnGL58GpMmk9h1YNeDTfXqrMG1N863uJq+P/HTsO9nPpYmP3PjYk7Jys83mW7eurq9uihoyWREHLMuEcz+wkYSxqonKfIlJ4t2VOyFsV3h6z6zfygIsI+FSD/57HHGnXNetIZBohzMKkjVSOw6SZoSjBrGrAaTukOSfHP1fvWSyTCze9bhVasqduQd+WHbqf0QGwBJCpKsgjjZ44ma89cuzi5ZD4k+jFFFUpSQqhbcFYKquEtbKIlJ0dGk6po7qoNRwxhVYFaDSQsmNWNUQXz/IasTKcefuV7/et5HYJdK4uSSGBnEyZhYqSRGSqZ275E1JmPv8glrzcOWRJ29dsm2eyF8/c7rSUGbKg/sOVM+aMkMr2gZRPqRCDlE+nrN6LWgbENbAY37dNfuI/dwOE5oV0s5pCxSjuXQhXiLw23l15PXntDnHHohYVfHhAPPWsv/YCp6zbj3eeO+Z5P2PB23+5XUw+9YyvraSoPmVGmtR95I2f10+pHnTUefT9zjl1vy9eKa7M0nr9dTFhEpy1PXHUQWKfLNTg7t62peMx2EiG0Qc+DJuLK/xuz3sewy/3R665FLaw6dWba/KWJpyfclV6asOLJkb8Pxc+6Bs3bvPN6wpxrDLAd7pJb3Sj72hrHsZXv5H2P2qVP3bCm7gjzLsS6n8Cvxbu43ueng4TWSX4rgpXBx6PFZsQ3crZKWhi3OczFNp6KuVU68UjHiUoX+0jFFw3Hd1WOhNy7J62s/u1GXefvq0ju3d7vZRp6iG3+LN/HXRpQXjxYPZmMq4kdrY4SG7IIfooNFGVD4RVLRgqNXalo4p3bJ11mHV164fqnsXPmCYxtXH9+yvmZHk+vOm3lDIF0BVo3He2FWLTi+t7m56eUpWhjXdcycmY4f53aM6P9cojxia+Yr9kFMgoKYFIxZDVYNMWsYk46Y1MSk6JQkO3SuXLdoYpd4/7oblxaUrV9cvmnvuWImVkoSFEyCAqL7+c7+DJGfW7YejH5CWIRpKxyeoiYmFSTLIDEAjHKJWQ6x/UevNTp5V+CiaRDXR2JWEpOamFRgUpPYfsNWxKObBq+YTlL9nsoJ8kpWQ7wU4qUkRvpiesjsQ6ur6s9E/ZiduW/ZjtriuQe/W35s55zDaz5dHr2qeNMtZ9Pcw+teM4VDhC+JCiAxUojo/1SS9vD5CsojFXMv/ldYRB7dyDuRupF1c4i3WFy64fAf0g53ivrpBWPxn82lfzcVv5960Ce9aNjik7atjaZ1F8zrz08pOLSxFlceqi9YX1p21lmw9WpP+8E+tgpp9oG+GftfSSntFL31o+zi8w0sulyI7hZEjrqQbzrfhN2+/b7D+I2S6J1M/O7OM396OmYfROx4KuHwa7GlTyUe6DDjgPf0Q95x295ILDLYTwydU/qWpbyvpSgg/dALMZsgblvHqN2dEoo6Jv30SvR2GLsxflkFunmkbrfgg6Ese6+uzj3l4TWSXwpPXZ6IGtvYcnX75eqI88fUl068fbaib90x/wvHZBdP+DbU9Llxuv/VE/7njyhmpn4eGT3kx+UDGytl1473bKiY0HxpO++88KDe/wPkdyUvWrDJE7/kkOVaOHS7KVLe49KiiC3IC3E0lvPsBBN2r3OILRy2/iyHbqQcL+xXdlFsRupCt2ej2UPOg5IXE7c5IDVAYleBXQ8WRcDCcaevngtcNvHtnIEVF49P2p6hWTZBeDoPXD5lTvkPSHFr7V7vdBXY9JChInYdY9NCimJp1T6KOGFhCvN518enBczbvGRz+a7t1Xvjts16I2MIk6RgjFpIU5E0HZOiJSYVY1YzZg3E+6buWVB2pWZb7aFbLTcXlWyYsiFj2rZZJCYAElWQqGCifJcc2UgpXVy5A4x+kKKGNA2kaiFNBRY1GOWdUjV98j/XrZj5Ru4oJtH/T6n6OYe+p5Qm7J7/jFEvSZaDWcUYVWDUMFG+Q5bEmn5aAKb+YNd65wzwtqhJvBziZBDn1ylWPmR57IqjWyavc/hljemVPcqye5Ft75K4TXMTdiww7lnQI3sUTO0N0T5MrBTipEysjMTLIb5/j/xx15w3fvZf0LYPv9Zdu2/cw+FcyCKLtIU6EXn+Droxb9e1p2L3/DFx75uW0lfMRa+Yi143Hvq7+cC75j2fLrqw92TLjhO3d1W7UpYUrT58I2/H+ZRVx+bsvDx5yRVV6oFeloO9Mivet5S/kVL8UuoRmLY+dtlZ5Hjkr6FQ9zpa3vwAACAASURBVIJikxPfHfcdDFnk/fla7282MpM2dZr509Px+x9PKJJE7/Ka+ZP3zJ8ej9zzbNyB5xMOPR27v0PETjJtG0zfDhHbIXIHzNzOTN7c4cv13sNXMCGFEFj4tXkr0hYnInKenM7f5mPvw2sk/xk331oGhVLKsUg9n7qR55G9c/X0rNMl3a8e7ddQLqs/5nv5uLqp9oMbx3xvlit37BgxNnL42GkDuymG+A4e9E5QsNdLr0Ubv7x9yvfyiYBzFX71VZ/Sm8WI7maKHKKTb3YhutCFHLrRiULpEx5Z5Fh0O/E2hyylzSwi5V0csuhGFpGlLZ68D74ZeTeHbjdSZBHd2CJsUeF4RCeim6XC1ln6YPfD/q7kBbLIuri2HWkUWY53ImU9e8+Q5YWt5W5EnmfRzQrbzYV0cI7nhH1lHHWiGykix7vRKdxa5O7Tg+OvzYOZFCimHi4kZj9i0ZEMLbFqOlk0tgOL3WxzU/Pt8kuVz2WGdkhT7a8rLb1c6Z0WMHxt0o2W6/oVUyDFD2wGYS8rY9GASb6mZj9F3FSxF77sCRN9Hp8hLTywuuDQdzM3Z72dMxISZMSkIilKkq6GVC2YtJ5aFEZVZ6PGvn/pqJVRhaXrtlcfgJg+khgpJMqZBD2Z2evDRTEUWaS48uh2j/ciVQNmFaSrGFPAMzbDljMl1+/cPtFwutF5K2zZ1KEroi7fbkDkz964ol4wGWJ8IV4JsSoSJYOpUu+4IDCpIU3BpOvApiUZgZJkJRMtKAwpRPjCzD6y/C/WHN+9vnLX88n6J+KUzxm1ENGLmdIdonwgJkASI4N4JcTJSIICkpSQqgSz7+KKzfjvksJjk/dWZzy8K4cLXcIfezNyiE7ajN/O3gdjV7wWU/R64sHXUg79zVL8atKBv1lKXjHv/SBxV8/0op7W/f0ySt5PO/Be2sH30ku6WsrfTi15LfPQG6kHuqeW/MN46Kn43d4xPz02cRMMnO836YfGxhbEZp4iIks5vHXL3e3LNRA2H4YtgTErYdx3zFc/en2zifl2EzNxM0zbAtO2MtO2eU3dJpmyFSZtgsmbYOpmZvp2yZSt8PUG+Ox7GLkMBi+A0AIIngf6+WPjNiDvdqFHXlD6G80KfHiN5D9ChS07yFGeort15zJ1IVJKG88tr6vwuVCquHTc/8opv3NnelUWh2XlfZJd+ElXQ/jT72mHjh/eM3woAy9/HvlRfbV0Zsw4ePH18HGjb1VpL1dpz5/44HTl2Dv1xehGHps4HllEnjajmwp135AiS2/zPI88ohvR2bpdxeWmyGMLIovo5jne2YRIOeQQXRSRopPeaEHqKe3FtfUgEKpyuJE+SHX6+5IXwrZz1s1RF4csy7UgZdHlROq6duX64UPVi78vSp2zPsK0dHxEwbBvckZ+k/1l9PwZllVZ8zft2n3i8oUbbhdlERGbW8v1tSDv9pjY70FdPLC6F/MrfgCbH9h04FBL7ELdC3nv/LEDln3zWu5Akq5mLJqncoL/lBUKVmUHh+7V3GGMRQMOHdh0jE3LWPVg0TJJiu9qDiHipdtXnp2sgok+ZJoPRPiSaf2/2WD1mfUpJMiEIIVXmp4xa1orfyvBJH/RGv66dfCfUvWNTY3RO/Igug9JlDOJaiZa+kyS+uSlU8Ib/vHYbjD5g1nBpKogVcOkqiDZN3TJTB5p3LY5zMwPpmxyLC7fAjO6R+1agIjj1qX/JdU3cK7q26X6pDW6zNWGWd+pLatUsWtUn6/Q+uWpn83UQ5qGmNQQLycxAUy0lMT6MbEKiOgliZH55XzyfLIBIvwgyg9ipUKKBrTWBiXxMkhSMqkqiVUNaf0//CH27vKdrVXHPdtW7/1du1/cy9wLKuztxBbWjZS9cxs/Tt0MHy6BkUs7f7P+ydgdzycV/Tn24N/Sj72WVvqW6fBLpp2vpO19MXnnPx1H/mLa92ra4b9Zil9M2vt4chFEboXpW8ikzcwX6+DDxRBeCOELuoTMOXz8Jusp8ulGyt+80dxt3ArJ0GVk+Ar4eCWMXgWjVsKI5TBiGYxeCaOWw8fLYeRyGL4Mhi+DkcvhkzVeX66DsWtg1Cr4eCUMXwaDF0HofAgrJAMXEkNB2JQ11M2yiEiRo/xvVV08xEbyn6A8YmvlNGGHs+DgRoq363efKTfUHe/fcPqtG8eku38cMPSLwfKhg+Hlf3p3170ePgBeeTXWMuLyxW6TE4bCq69/PXNYfY3/zOSRkrd10Vkjbh+V1lfozx3vffn4N3i9CjknpchzThSqbVE3sm7Kuyi6WXS3CF9332Bv1zY37mFvbKyvX32r8YfGhtU3G76/cXsz23gUnTXobkIOKe/xsbh4jkcX3zYTUDdSDpHlsenXvm7/C78reeFCjwzkkGVpC3LYcJU6Fu8YPnVOr8+sTw1K7hSa2CU4uqNhundwLIQkdRww3StoeqdBCRAS23FQ8muj0gInZpvnbm5uat0SxiHr9GQBI/fbjIH+Mh5IaieHuPt8GcmQMxmeIpieyt8WJaTJwaImGULtLCXYVMShAZuGWDVg0zA2rVAvnNgNkKwhMQEbqkuECkjmDXnky+4kQs5EB0Cs/wc5o16yhEOSnCQrGaMKrEomVQNGFWNUMWYNJPQPWTzlVsvNG66msivVL6QFQpwMElWQpPaK9C84uI5DdLs55OmG43vAJIUUtSRFA2kqSFOBUf5+7scNLbdvNt9YVrplzJqEJ9OCIKqvcUuqu3Hj/v1Djx8IaC7VOI+qXUflzUdlzmMqelyBpzRcjc51Kuhsmbpgo146V9fBqIZEBcTJSbyciZUysVKIkcPMfhDlz0QHSKIDmGipJEYBsVJJnAzipZCkJilqSZoaLGqwqSBV/ZTdcOJqXVuO56+X6/kQrxyUE/5QKaXIcpfq2c+yi2DoUggphNHL4avV5JsNkvGbJJO2waRNkqmbHoso6jxzn/fUXZJJOzpO2dVx4k/wr03kq83en62HT76HUStg+DIYtowJXwgh88jAAhKSt2bbObdnKWIR+Ru3uXc/XQ4DlzAjVsPo1TByBRm50uvj1ZKRq2DEig4DF3uFLZSEFDJBBSRwHhlQQILnMyGFTEghhBXC4EUwfBkzcoVk2DKvQYu9wxYyAwr9v1ziavYUZaKUUsr9Nh9sHmIj+Q9wiELCrrDnmKMu4e+r+dqB62VD6ku7XSrT3jjme6a2x7SYcQCvZ2V+dvRQX3VIGLzS/R29yvvt7iGjPzxfrIm1TnhTrfx0woe5WV/OXzpmR1HI1UqfxhNB16rkZw++e6VqHHfrIlKkPIs8hxRZlkd08tjCcYgUm68V1Z+JaagZ0XhsyLmq3tXlXS+f9Lla4XvpuPTCib51x2SnTgVcPKm/U/3V1dO2a3eOU+SR3nKhULq+1XnPCyVgH3Ct0N+VvOAo76Y819osIGve5j6jzZ2DorsEWpjgJBgQ0yEw1ivYBENSOww1PRsWL/kwDYKTINwEg00QngRhJhJk7Bxi0X5lW7rhIPLIs5RDdHKsk29hUZQX/81wlFKkeKvldv8l4yFDQTL0EpuBODRg0xKHhth1HrVh14M9EGx6j6/CrmdsWrCrhb2skKKGGDmZ0a+weJtQEc/pblE6xpFve3siCHEBEC8nyUqSrASTGuxqSNWAWc0YtUyKHpLkf7KF7asrW1qx7S+WMBLrRxIUJFEOkf0/W23iKVIOOafL7XRtP77fO1kBZpUkTSukdpIUJZPo61MwLqt49anGOoq46MjygvXSC8XSywd7Nh7xvVEmry9TXC1TXqtQNFWqb1VqLhwJTYmVh4X2GDW8z4G1enpad7tcs32XfnChFoSKn6kakqyEBJlXrJzEeLqjkRgpxEmZRCVJVkK6ilhVkKYiFh2k68CmYtJ1kNwnYedcRN5TgJre5cC413ftnp7vPg7HU46yrHBF3Nzpy65vFlbA0KUwYjl8vgom/uA1aSP5bB2MXQejv4Phy+CjxTCkUDJiGQwqJEMKISwfQvOYgQUkfFHHD1d0GraSGbIUBi+CIfMhdA7osyAod87iCt6zArEszzXexnc/XwUDlzAfryFj1sDHK8nIld4jV0uGLYfBCyF0HoTkQ3AeBOdDaAGEz4ewAgidJxkwj4TMg7ACGFQIwxZLhi0jgxdDWCETUth1zMI7txGxVV4g+9ssJ/0QG8l/gBOiFTyHPPK8JzTCNV+8fXzm6cPd6/b9o/6EX+VRn5uV/nVlso8nj/6nPkz9xaAPNEHP9ZP3HTgmZMQ3b2mDJid9ap/12YZVn5WVDL5Z6XfjZL/bNbLaE+FXKuWXy3qf3de1tvSf1y7N41weE3JTZBHvcMghyzXXXKsx3a4Mb6h4/drJv1+o9m86I2s8ob5yvH/jSf+m49Kmqp6NlQFXK1WNJX63arpdqn7j2lm/+vNTXU0n0NVWJqW15IZQAObXvmr/K78reeGZcpGnTozJWPdY0HQIN8IgCxOWwAyI6Tom81+xq2xzNhV8V7R0Q8XadadWfl8yJmbZ07rYjkGpj4ekPxNm6jIwjoRHkNDkPwROj85ezSEiugWPiFuUF//VcEKDJor8rrrSJzODvLL0kKkHhw7saqHbCDiENmYqYtFJ7DpwGCRWNWNTg621xKdNzyQoYIY/jO+RtnNVW73nYxeqn4tRSSL8SaKcJMpJshKSlSRZQyx6YjcQi44xqyUmjdBSBJKUjEkGCf0hXgrJSkmiEhLlZFKvqHU5iOh2O5ubm1paWooqjnRKbi3+bVIxqRpIkn64Jnbv2fKXbQOZqP5RG1O46i+bjva/UuJ/tdT/zknZjRPqa0eVp4t0pVuUdpNixLB+b3Xv2l/ea0GeKiio1x9ffm/JLKnzpPJOha75qGr2Os3TFg2x6MChYWxasGiZVAWkKolJJRGKi9u1kKEjGYKDRwFWJZOilaRpIU3FJPu9kTumycUhtvoufk7wFIMjHjjKc4L84um5a3TK0hOPjf4Ohi6XTPixy/Qtz03Z+vjErZJxP8LHK2HYYgiZC6F5MGA2hOZB8FwYMIsJmSMJnUvC5kNIAYTOlwxdSoYshPB5EDxbEjoHDDZ7bjGlFClHkWeRNt7G7v9aDYMWwfDl8PFK+HglM3IF8+FSGDgfwuZBWB6E58PAeZ6PwhGeDyFzIWQeBOdDcD6EzIPBC2DoYhi6CILz/zpi4dVrPAo913ieE+af3x4PtZH8X+EQKbYI8oLlhHrtTTfqVlaXdTt78L26kvdOFb91sdT3WmXwxSqf+lPvbdgw5IvIUd3CBw0ZNzTBPD6rYPi+bUMvHTNcr+lz6US/azWB1dV+F2pk5ytkTSf8z5d2O334jQsHu5098uqZYx/TO9cQea61nAalTa6rBy5Whl4+1q/mWEDugpET0j7buOGjdUs+rD0c0lSj/mHdkMlxn2bP+6yuLPzScf+rtQFrvh8QYx23+odBDVVdrx7TXL+4CF3XkUcWkfOkG7KIzQ+2Yc3vSl6wLIs8ulrw28SFTwROh0EmGGx+LNzUOSxmdPL8cxeuohOXrd71xYzZEZaVK7cUl5+8sH1PxfyVu6bP2vzyR0YSngSDTJJBRvjIAQNTHg+aFj1rNUWkbpbn71/VgV+VBzEp8EK+QPG5Ex3ipCRZ6WVUgUUruDHAoZNYtcRuALse7Hri0IBdI/QwYxyBYNUxZjXEySBSysz0g697TlmfhxSRugUtqXSMg2n9SYKGSVJAokLIVCAWPdjVYNNLUg2QpiRmHWNUM0aV0B+VJKvAqGRiFSRKBhN7jVwYi4gu1n3ndtOtGzcPVZQ9nRYEZpkkRSP0ZIdkxRuZw7bUHDp9o35h6Zqd2w31JX3riwMaynxPFUlzzP4fDe+u0nYd84lfT58ef/rbO6sW6FMS/F5/5/0Zk/o1HAvcuEweGuJjT1dfKlVfLZc5j6qL94b45wUSh4bJ0kCGSih2zti04NCBQ+OVpWayNGDTQqoWzCpvi/6VLE2P2Zrec9XSfL3vXNWRmvVO9iJSN/VoC77Ni3FP79r94x6X1aIUkWV5J6X0dAM7bfmJZ774noxe/fiM7c/P2PbS1K1/jtjV5V/rJYMXSkLyvcPzOw8pBEM2EzKHCZ3LhM4lIXOY0LkQng9hBRCSDwMXwuCFMGQhhMwDwywIshrTDyCPPOcWrvydO7zfhGXMwMXw4TIYsRyGLyNDF0FYAQTPgdA8JjiPCc2XhM1jQvNJSJ5wMMF5EJoHocLreSRkHoQWwKBCGLIIQvKfHFxw+mwzCoWlKbKivLhfw/EUEZ3IczxSN3LII96sOF/xaV35uxeO9DpT6ldV8d6F8q71h3pcPCRtPNP/ZLli/twxK1Z/fHBvcOPZPs2VvreqetbW9KurlF88oa07EXS2tt+Fqn4NJwdcON7r9IGXaw784/T+V0/t/kfVbt+bZ1cjd8eTIIyI13ZdLu3bcKL/vqLgbv7qTv/s1f3DoY/59nus08up9rHK0UHQ018xJuxdlf6vSsP6lf/qO1j/eA+5cuyIfyhDuwWFbt018nLVm031hei+TSm60dnaP6DpwT4T/67kBWIz8vhtYmEX/SQYmOwVnvpkaHKXAREQnDgyeknNicabN5qLyqr3HDy3ecvJrNkbIy1bly7eiix7x03lX9u8Qs0QbvUaaCYDkyXDbBBkfC4kxr5kO1IWebfzQf9u94QHknshlKPZdHwXifaFWAXESZkoJcQrSYoarDpiNxC7jjiERE492AwSu46xaJhUlSRODpFyEiOXxMggWkYm9Rq3Lttzaoocoi5nPEztSWLkJF4OSUrGpAOrVmLRE4uOWPQkTcukaIlZA2atxKQGowqMKiZRSeJlEKUgkQqY1mvA3InI8S6X61bT7WvXbpSUVrxrH8KkSMGsIGYNMakhRcMkySAx4KNVMbdPRt86FHCp2P9yScCdGuWkb3w6PPd3R6rPkIE9XnjlrSEfyd/s9kEfn643TwRuXKb8xxt9J09SrSjQTJqiTohSXDikaCiXXy4JcB1VbtxqgHQtk6UiGVriUBGrBmw6sGlJplqSowOrBswq/zxd+jrd5l3ausPa+mLN1XLdtTJdY7nmyhHVlTJD4/FPbtdlN98s46nLs0ny3t61+8g9HM7t6U/mpshSxJrLzfE/1P5p0ibv4Suf/GbDPyJ3d43a8+ykjTByIYTPhQG5ZEABBOYzIYVM+EIIngchBRC2AMIKOwTne4UXQNg8CF8AoQuY8EUgZEsYrDPjd1NeCEjxFF1cs1vz9QISXOg1ZAn5aBkMXgBhBYKG8AovEOSFoC0geK7wEYLmSILzyIC5EDwXQvOEcAmEFniFLYTwfK+wueUnGnleSO5EJ7aI8uL+DMcJ6bocS5Fl0c252ZZLP9Ye6VN/qNeVMsO5I/51xX3OlvWoLe1edzTgzDGfK9W+N053u17R9UaNz9mqD65U+V8sVdefVF+s8mk8JW+s9rle6Xv1hPTUge7H975Su+eFyt1/Prn7r2d2vlW9/Z/VBz4V0jyQ510Ur56ceuvoqxdr/Qd+Gg4dX1u9cjRehKjUYV7wt6DPh4HkH1Om6rHuuapi6aSUwab0T0Dy3Is9NR9+O9o/fAA88d606I+vn377bFUYf/skpchiM6Kn1R59oE/Fv468cCGyXGsaBNvaqJj39CxkOUSWIovU5UT09IBxIYtCS2IeeVbwQ1BhEy/Hu9BJ0cmxLU7kkRMaCSDbWgCY5Z2IPLoocjjD8d1zmqmd1FOeCU/oONDEhKd0DE+CD5O6hCa+OjC9++hZyrFW25xNC1cdNOftSsnZkDZn4+T0FT7jHZ0HGWGQBYZaYWDCkwNNncPjn9PHPqaOfG1w9PfbjiKPyDrpXfeK4zj8uQH0Q8ODqXtBKSIuP7IBIvuTZBWkaYhVA2YFiZcJKZbEpJakqCBVKUnRMmY1SVaRBAUkyolJJUnRMGYNJCkhXgnT+oxenynIciHiops7ASL6Q5JCkqiARAUkqiBRRZKVnp5kKVomRUtS1ELTVEhUMPEqJkEOSWqSrCHJKhLlL8/9gmVZp9N5+/bta40NtTWns1cW/CHFAGlSYlK3HiqIl8evCLp5MOB8kd+VUvnlEtnNE/IVcxSvvPHWwlkBO1dr//L6m8/95bWwof7qIJ+pkxWzM7VRM4OTEzVrC+Wn96vvVOvry6T1papLZdKLRX2vFsk1eWpi1Xjn6kmGFuxqsCshUw1ZWkmatleOfu5G3c1ytfOY4laZ8nqp/GqJoqFU1VgmbyxXNJQqrpRKLx/uf7mk15VSeWPVqKbLKznuVlvVYU9fDMT/etPBQ7xy8JSjnpZgyLIXrt1x/HgyYOZ2ydBl8PlqmLrxiQnrOw5eAEGzIDxfEpIPYXMgfC6E5UPoPBD0ROgsGDQXwgohbL4QyyDB8zuGLidBCyAsH/S5Y2ZsRZ5FocoA5ZFvGTRjPYTlew2eB0OXQHAuEzoXAhd3CMuDsDxJ6AIIyYYheRA2m9E7vAxzYMA8CJkLwQtBn+sdngW6zA5h+UzIHBK6lITmkvA8GLxo876rHgPneP5+NZr5pTzERvKf4NGFzcLWThYRWWyonHmqpNvlkp5nS96vK/GtPfrWheIeF0vfv1Did7asx5Ua+dVa3ZUa/0vVPperZZdr+taf7nv1VOC1M7ortaHXqweeP+l3eu/rJ/e9cXr3i9V7Xq468PLxHa+d3vqnqv1/P735vVsXf2IROd7JIl4t/qqh9J3LpxQZswd6/e3trvqwD6eMfEOvBvjT19M/f9Vf/VffgBjHsPFxn76oUaVbPnspwABv9x06+aOB44c91dvPmD+u8XTfyxU97tSvpYgUmyiHQhO+36O8YD3dBTmhNzHPUY6niOjyZLS0IM8hiy5EdN9kK6+Vb2v8sbBumb0xJ7nOFnvGNPOUdXqdY8rZXHPdwoz6bRsb605y1CWIPcrx6PKkszmRCh2MXIiI7Ootxa+FTOisn/iMfsqTgVM6DDPBYDMJS4GwRBiUDKGJEGwkQXHPj0z/wzDzXwalPT0om4SmwYBkyQCTV0gKCU9lBqZ1Dk17ekDU08Ezn1RPeUEX8aRi/JAp9ls3EVvFhCAs0NMWT5QX7QzXdpUWH15Pon0Zs5pYdB0y9R1zgzrk6CWZmo4Zesahl1i1xK4Dm1aIFEhsBmLXeQ6LjqSoIV4OM3oP+y69VVogIh9cOBni/CFNBXa1JMPAWDQdzCrvRBnEKki8nElQQJIUEuUQr4QktSRFQ6waYtUwVj2x6CFVA3H+ATmfsm6n2+lqampqbLx+6dzFqvKq3IUFr5rCSao/SVYSkwqS5LJZQbcOhV3Y16d2d89zRX2vlEovl/jfrJTuXa/8ZGwfXVB3pcFn7JeGAQP10VGa/BzNgc2KK+Xq21XKm5Wa+gr5pVL5lXL1pVL5+YN9Tu3tdq3IZ+f2oMdStUyWyitL652hIRmBkKF5OlNnXKurL1ZjterGMfX1ClXTSdWtSs3VCumtSsXNSs2Vcm1zjeZWpaq+RHq7Stl4QnHtmF/zSZ/rlUPvNG5tjZF4Mg/+64nlIV45KP4sLyjf0MTm/1QXYtwPAxfCx8th7AoYVAgD8iB8HoQVkMA877BCrwELJEGLvQYsIUHzvcIWdhq0BPTzOocUeIfPgdBcCCuUDFoGIfkQMpcJngf63I8mbxCecz1BKeocEbsZ9PMgbI53yHwImwPBczoOWAyh2R3DsiF8LgQuZbRLICgLBhZIgpdIDDkQlksGzIUBc0CdKxk0z3tAHoQUwuC5ELqchMyBgQvWbj9PeRap5+FTlBf3aTgeXegUrjaLiM03LlZ8dupI93Ml8rNH3rtY2vX0ob71pT3OHO5ae9j3YrlfXYVPfeWA66cDr57xv1ztd+mk/5Ua/8bT2oYz2hunPrleGVh14KXa3X85uffl6r1/q9z/XOWmd2p3vnn00Ntni549tuOdhrJkdHoqjl8o0188+E794d7XzvVetCZ40Khh8mFB01NGTZj4yfadgUUHAod8Efzu4EFvG5Tjx48+XeG/uyR86PhhXXX69/WDAocPP3Bw0M2KvhfKu966shQpUmxGHtEjL353uRdCpZBmzi1sr2qd7hBdrLDlBxGR5Rt3bTqfFlsaNmLnP7sf+uMHu/7c4/AL3Y681G3Xi+/u/mO3vS/02/eHrntf/GfRn98rfq9v9efjGlasdF2qYtGNFN2cC6nbTXnkEVlsQuTQ/VXUnCf6Dnte/cUrss9eln/ypP7rzqFxz4aYnwqL6RgaSwYlwEcmGGyGgakQavQenNRpgBnCk5mBic+HJfwxOPqJkJlPhES8aIh+Rv3Nc+pvn9ZM+LPm22dV3zyv/mLesl1s66Ngm6Rghd3pD1Yf/kLu/6TAU0/vysKD35FYH5KiBpu2Y5buudlBz+QGds4xeGdohC0kxFP8WyvUDid2HcnQe5IcLWomUQlRfUNWJv28I5PikOWRYPQhGdqOWbqncrUvzDY8MytIkqkjaVqvdB1J00rStGDVQ7oObAZi1XRw6LwyAxmHHuxaSNOQRGnPrI+bm5tcLlfTnZbrjdcuXbhYc+ZsRcmx5Su+G5DyTWeTAoxySFau3zrozgH52b296op61e3vUXeoz+Uj0ktl0uaqgEObdDNn6CzJquUFARU/qRrK5U1V8mvHpfVlistlistliqtlysvlsvpSv/OHe9bt6VW764Mze3re3q8eXhgIaSpJjq5Dlhocmhdn67fs1HAVAbdPqJbMlao1/dSGXl9+0W9AWJ/i7cptqzVBwX38ZD2GfdRv4wrVrRNau1Fq0PcODvWJm+Fz+oC04Wiv2xcLkKdCXMCjxf/bu3bvTOD+DkeRo7ywFQh5rqHJtXDv+eGWQxBWAOHzvcILISgPBuRB6HwIzus4cCGE5MDAeRBWSAYWQvg8CM6BsDkkfB4Y8jqEL4DghV6D50HYHAifRYJyJWHzwDArZPz36BYK/FKKNcc4TwAAIABJREFUiNT9hXkXBC6E4NlehjkQOlsSUghhBRCcB+GzGH02M3iuV1ieJNDeITgf1IWSgQu8dNmgtnUcPEtimEeC5jBBdgjJg7DZMGABCZkD4YXL1ldTnqXUk35xjzNr7hEPsZH8J/jWXToUeaSu6xVnirVnDnU/XtL3aoX/rZKXzlb0PXm4V+PRN2uP+pwp6Xe2tP/5Mk1jtaHhVMDlar+GWuWVWmXDGX3j6TFXq4NqDvyzdt+bp/a9fHZ/1+qf3ji9+8Uzu1+7sP+Fc7ufrih6tWLvuxf2j+KR43lkXY11pUMril+urXjjfPmbDae7Nda83XCy+61T716p6X21qidb1f/2iXcu1Ha9UqtsOvl+w7Hud6r63q58o/5o38YqeWPl+9crfBqP9Tlb+rfG8zmUUiqU0+CpUH70V79u/5lfRV5wyHNt9X84TzNaTmhs23IbKXtp7+6KT8buffmDfX/sWfp81+JnfI4/6bv/T777nutR9Hy3vS92K36h1+Hneu18scfhl94/8Kde+158d/8f39r9x/cPhwbeXFeIrKsF3UhZdHFCzc1mpNVVJz+QffTXXqEv9xn0Sp/QN3yHvNR38MvKL/6imfiaIeIPhrinQ81PhCQ+NSDhaUPSMwMSnwye9nhQwv9h763Do7rW9uE1kwRKiybEhQgQ4j4zmdjERuMJDgVarEBxlxqUYnECQUICQVso0FLc4zIWmbiMZ+Ius2V9f8yE03POr/3O256+bX/f91z74oIhZJO11l7r3s9z3/fzfvwXUxI+mxF16IPIL/Xij7wX+9lUxk5j+vaZzK1GEVuNQtYZMnd8ELaFs/qr4SEMjoMJXCNI/xvWR/6M7IUWXlwuuUv4wg+coOuejvjgXOT7Z5kEbYczJjGZDVLYOklskMIGqUxNDkOTxtDagSfRid+Egy/9ON9+AaH23MRxfNkPh8E3ATqnWTPORRpdYE/OYIBkBkhmgJRwkMLUSeIQkzmEU0xiIouYwgQpTJDIIiaz9VLZhFQW4RSTcCTEOX3pwFA/gmDDw8P9/b0dqk6pWFFf3ygQVLx6/OqrsylzvljIPhvdV0ZvKw6Sl/vLS/3kJVRpsa+kiCIvo3VUBtUXBzYXhfbWhgzWhXRXhaoEISoBTSWgtfNpqsoghZDWXhWiEPi3Fno1vHKrf+rU8tSl/rF720vK83sReieY4AxDL51BSGcm/ciClUEDtaFXM0L09O0O7gl4eDPc1csFfGC5f1+olb3zZ3upr38KXrGSFB1POZsSYWTtePSLiK8Psy0dPUM53u38kI6KYGywBv5DU/IbD6a/8cmBQ0wjyMMhxGHXMHK/XLXlvBBEnSdEZOlFZutEXdYyLeKugOhsQtxlEH8ZxGSBmEu6cVeJMVdA9CVCfDZYeJUYdR5E3wZxl0BMFnHR5QkJ2SD2Mog4H7r+e3REsxVobjS2I6UYcC4CdgaIvwyis3U4WYSYNEL8DRCfO2vJTcDOBFHZIP4MiEl7LyoXRJ4nRmQQYrJA5HldehrgZIG4CyAmZ0JcDojKJMZcAPG51++K3lXN/3948b93O2xcHIhBDMMGVc+bSl1lZR5tAlfhk8i0i/Hy6nlSgbeC79VQObe53FbGo4p53u01Ae11war64PbmQGUTTdUU2S9eUS90rSt0bMm3rCs1rn89p71krrxgdmuloei5TcnTgLY8i4ZXlsqyGIj1w1EIx6CiPLauzEBR5Sgtn6sUefSIvPtqSZI6T0VDsLyWqqjx7qz17aj27mmgKmuoHaIAmchFWe8la3RranCXtPjL6l1kQmcJ31IlOYbjqEbMjOMQh8j/hfACwxAMVUMc4qjGOAQiEFfjGIqPoVAtvnIuz9Gt1MS91NSHb+xWbk4WGLkUm3kUuAYIwpkVcSz+fDo/mPaGFMAzohTPdCkx8Smf5VVu6iowJRcaOeabeDafOQvxgTEMhSgcG9MKfg/sPWzkHmzhw7IJiJ8VsNCCmmATtNAyYIGp/yID1i69Zalg1QWwIGniomSwMBEsPAUWfENYkAwSEsH8JL2F6XrzUybEHpsSeWAGc9vMkB1TmNuNmJ+asz41ZO6YGrbdKGDJ5ew7cDxjAX+WtHhXK/lbxJ9SHEFRFEIst+w+4XAAOMUgpEfopbNAChOksDRGF4RUlub3OikcYjJba+upMcNIYROT2cREFuEEHXzpF3ZtL6axA8AhhHD5g290jtKIpznvnY7USWUQEzXkUDZIZYJUrX+G9pN38CWZpZPMBClMYiKLcDRsTurCzm7V2Mjo0NDQ0NBIR0+3qqNdKpY1NLZWVNaUF/G+//5p+ZPlnSW+spJAWbGvvMRXVkySFfnJSrzlBf5yHq2nJrizhqaqprVVBbVVUjsq/dpFwR2i8M4aenstvauBIymnNr/wrHvq3PDUpemJS8Mjp7qfXBqfuygf+bEy2OBUqE4GW+8M49XLoB4Bta824GxyGJg867P9fg9uBLv7uOpOttmyOcTQem7acf/eBtqFdNqSxX4njtBNrJ2++Yp26wpzwWJ/kh+5hRvaXuHdLz+rRcBQkzv8LYvz73ty4FqWK6apLHQNI88qO766LtKNzQaRWSAyWyfhGtDQOefngoQsQvRlEHcBLM4C8y8SYrInxF8DsTkg7hyIzdSdfwZE3ZwUdXFi7LfjHM+rhKiLlI++HRnU8C7VEIcYPnbgdCkISwZxmSAhF0Rm2350JeNewwexZ0N2v73xrFWXdXYC8xLgJIP5OYBzHnDOEdjXQXT2RE7Oe5EXQEyWLjuNyLqsG3MBxF/WiTgHYi9fvVP1Tm+l7Rzx14u/7yL5xcDgP4peKNYjvdtQYqModxsttwtbvXAisP3oy0UDFS6KPHsF30sqcBJznVvK7ZUij/Z6/7Z6X1UjRdVI62qO7qoOqiqxbcqb11Y8p7nYrLHUqr7M5OlPQedvRRhT/d9zn5d3l1RXbCQUBoyODIxBNcR65Dx2q8BcWj67q8JFVe/bWummaKKoGvwVNf7touDOGn+piCpppIsbghR1Psrq8PamUHk1pb8+rLsuRFLrK68jq4ReUoGFSvyZtlighRfqP3fp/EHKEUyjHsZRqPFVRVE1xBEc9tRs2Vxg6CyYSS6w8HhsNq/Ympxv5l3y0dLue7ldNy83HDlQtXZx86crVKeO9JQ8731wq2rLjmJzX54R9bUlNW8WJd+KVGrk9tTKWXXnzjhXFMGgWi5RuZLppg4hpt4MYxJnFnmxuc8iy+Clpn4Jdv5LLP1WTI88OGHZWfDhBbAkHSQkExecISRkgkUnwJJ0sPyC3uKMyVFfzQzfahL6qUn4FkPG3imcnfr0zTPDNxvTdxqxdk4P/TBhyfZ/r4b8vbAF/FOKI1DLvbjJewS+DiQkaTMWIIVNSGUBjSbzFI2QGKaTwnmXtNDCi+RxuJDCJJxigq/8qVmbR5Bx4wcIV/xwlHDMX4skUlgghQNOMXSSmSCJTkwKB2lMQhKLmMgipHJAMoOQzNB+Q40laDIbHAsxORXdqmwdGxkdGR4cHhzq6e3v6unuULXLZLKWFnG1qKGiLE9WxFAUUCVFFGkJRVJIlhX7Soso8kKytIQiKyB1CsO6alltdSHtVSGK6gBlDVVVG9JVy+puiO2rX6AqpzW+cGt86dz80q3xpXP9E+f6B27Nj1ybX7p0vHI8cYUGTjAIp+kfpDMKnvl0lpDbeL7dVaFnk4KDQjxCGB5bNvqz2a75P4XcvxlKDnDzIHs5urqtXeOrFDJOHPaj+LkHMynOXk57dgZ1V4e1cb27mg7AcXEmiv9/rjiCa0pCOAoxHEXR7uGxgvqe0/cbQOQFEHUexGSB+FxC9GUQc5GYcAlEZ06MzNWNzQWxWSD6wsS43PeicgEnizg/Fyy6BRKydWO/S7nfuPTQcxB7CcTe0Iu/RIi66L7y24E+FEIMh2ocg2o49vnpEh1mOog/D2Iug7iLu5OLu4eQnakl6w7+9Kyma+2J/MOZ/LlLLxPopzd88Tz7O/n6w49Nok7vOFc8d+ktMP/iiZvlpOXf6kUkgehzgJEBIi9p4AU+rk39a8bfd5H8YuAQgVqbVBzFusR3Gous2sodBfnU9z2pXx+Ldwhn5VyOH6wzUlRZyKospEJ7Mc9BzHeRV7kq6pza6kjtDWGdzTRJgY2YZyHOd2zmmylKDL+/7vvRGrZPDAtMNnMNZgKi9elTSzuKbRt4wXBwWA0RONwh5jNEonn1IrKixlNWFdxdG61qDOxqZqiayV1SkqLOU9VAldWS2hqp7Y2BSglb1RTZ0xzX2zi/s5GlavKVVLvJRC5KoZ2ydTfUFES0e+T/pfACRzGNngqBOIqqITYKRwbqD216ZU7i61Orrag8Y69ac98yUzdBWPToyBDSL+bFzi/Qn8M19ODP9Co1cxVG0buFZSNIZ/WWjWUGLgIzD66F82tzv0rzAKGRfWHUIjjUNwwRHGIohOkp52bO9rCYF2LjGWbpGmLnGT+btMSSEm9FjbOjLrPxi5sVsMIs6tCUjzLBsnQwP2ni4nSwMAMsSgHLzoClme9FHZ/B2G3C2m7E3jeNfnBG2A4D9jaDyB0G9F0mwbsMmFun0Vc70z+pqamB/1wf+XtVRuCfkr2AEMMwHId3BE/B0UCiNifBfAcjdFJZpNwNdheWg6RQDeAAKUyi5kpmE5K0n4BkFjji53l+3dCYGkItvFj/03HCMX9iCh2khhOSw7UII4k+KZU19XQkSGRpEiGEJJZOMnNSKgsksgjJ7wooTHAqzDAxplbaNDQwODjQNzw4MjQ0NNDT3dPT09HRoZS3tUg66qp/kBdSpIX+0iKytIjSVkpqLSLJC8mSIoqs2FdW7CsvCe6sZnSKwttqghUiv47q0PZaZkcdq6dhQVdFdNMrl+aXLk2vXJpeuDY882x84tT82K3lmVvjcxfZc4efvvfXPc4EyazJ6YySx97KQhd5qUc7nzpUG9hVGdhTHTbUGNJbQ++oDBisCZCVBnOfBjcVBfbXBXVVB/XVBojeBL+4R6vNC+2rpamEfvJSj86azT/npvy2F9+/78mB4ZqkglozAgMILpQMXn0uAVEXwMKrYOFVwMkixuYQF10GkenT2ad1IzIJcbkgJhfEXibEniHEpBPnXwbx1wmx1ydHpjotuzwK4fGzzydGZuhF3wSx50HkBYcVt3p6NGo4NcShGqq/TCsEYWmE+CydmBwQfX7PV29V+Miu44Urd91WdcJL9+tUnfD0tYZV+5++KFbsPv7gFbf9i/SygvquRdvvUjd91zsCKSuuEBnHdCMvAkYG4Fy8fleEYQg+/hP9NePvu0h+MTAtZwHiEOJoZ8sPTUVzFWW2hc8pU0LDm6uCt+1KWLn9o6SUFXGxCyqLgsV8N1mFe0u5eyvfUS6aoxS5tlX7tlY4ifPsFKU2eQ9Jn+5YKCs13L19oZV/2DS/QP+lLFWh9WQPx2+O0eXl9o2lbAgHEBxCpEfOi2qqcJRUkboafNuamcqGeKV4oaSeqqrxVVY4Saud5TWu7ZVOXUK3rhqHpnovWVVoZ11QV310Z1NMR3NYe1OMpJbSJnRSNO/4ObzA4Mifu37+KO4FrhFuQajGMYgjcGSg/O53L41cBGbuxZbuBZbkQktqqQW5yNBJEM4cGRjERuVVzNgyE5c3ZpRS4yDuDM+XVo51e3YisKv+5GfFJv5FplS+iWOJeWCpqVPhLPsb06yqv72KwxGI4BgOVy3fON1inqETzXSOxxwXiqVbqLkXx9KLae0fO9N/gTl1gQ1tuUnIhplxiXpLzoPlaWDRSbA4lTj/Alic8UHCNxbMPWbB62cwPpnC2TqDscuAvs04bOOEsE9MmQfNgnZPZW6extgwM2jDjRs3EATRQIp3G/dfM3X5S/EnKUcghPBRzVvCiRAtvEhmEVPoIIUNkkLMMhYMj/U/bSoAJ0O0CYZ3CCCZpb00lZSjAe4X1gyNqXEUwxAUQmzb4yRwLBAkM4jJHKIGOqSGgVPhd0XPrlQ+BImhIIkOktmEkzS/q5ueN+ZPS4sAp8LBuwRJEt0oMb6qpaGvq7uru7e/v79noH9wcLC/v7+vt7urq0vZPiCtuSbL9xAX+CgKKG0lfuLC0LZSkrjIW1pEkRR6S0tI8iIfZXlQZw29s4rWVu3XXkXrrA3tbojtq17Y9Mat8aVj03O3llfujc9d6p+4Nr1wlec7yfNcG5+7tDx3Fj7wNk8KJR5nTE5hlD1xkxe6t5a4ysq9FTySik9tFwS1CagdQppKQFEJAzoqA7pEfu3VgR1Cf5UgqF3g11VF7asN6K3wVwn95FyyuMS+XbTmH8vxt2oa/74nBw4hhAiOaVRmsF+NCVp7cx/VE+KzQfRFEJejF5mtl3AZRGdMnn9+Y1pL2qXiHUdfr/0s/9DZirSb/DtvxRceyqlLL60++LZU0PawsK0fwt1nSnSjU/Qis0HCbcA5N2f5za5OtbYNNg4RiH2Zmq/LyCRGnSNEXQTsbK+Pr7X2IfPW3Y7a8qBQJvsg6uJXV0sLqgauvmgsEbQeTSu8+0Z+5mrlx0fu5txv+uZKTda9BgIrHUQlA/Z9XdZZwLl4834tiqr/AS/+khDj77tIfjEwOAbHcG3bEbSr5XFToZO8zKo539c3ZkHBo4Af70TSlyw2DqCB981ZK5cInjm38lxbuR4Svo9C5KComdtW49bMndNaaqUoN0xMTQBO/nKh7fZDccah9FmBwXs+jxngzp5ECTmcxG4vtlLxlqI4BlE4CEdaBNHNPOtuEa2zmqFqiuxtCGsXeCirbOWVPuIax2aRi7zWW1EzW1rj1Fzr3y4ktYkclXU28mpKZ0ucvJmhaAhtr6W2C93kTVshjr2rHWNw5M99//1jshcac5ux4UGoRnA4CtWwtewVNej1TOcyM2+eJbnE3LvQzLPE0odr7lM2071wxUr1w++g4Hn18QO8iKhKr4DiwMDmvRv6K192Zp8r8GPnGboLLalF5j5FluRSC/IzE5db+nZPFzAQODIGIURgfPzyKdb25rNdzGf7GDn5WzoGmDrQLEkRR05eupJ70zF45UzaUuvAlab0TycvOk5YcBYsztRdmAiWXZyYcMKAsceUvnUaY8Nk9oFpoQeNwza+H75lWviOuREHZjI/nU5fb8nYZhq2xYS6/rPP01EI1XAMg2pN3wEMgxAf+62D/yfEnwEvUI14+E1zKSE5XGPyDZIZIJWpyTRYnVmAYwhfWTPxJA2cCgWnQgknacQTIcQUOjFJ09uMqaMhgR4Pdj23amBsDKIYgiA4ju9+kQ6O+YNklk4KRzcxHKSxwCmGXhJb1tnyuLUYHPUG3/iB4/7gREDcvQMD6gGT8wkgMRik0gnjtRL9pOjSSoFMrmxTKDs7u3t7e3t7+wcGhvr7+/v6Bnr6EUXVackrF0keuYPnc+64n6O7e8mPvh08H0khWVpElhR6y4opkmKfjorg9mr/tmq/tmq/ztrwnrpoSRGl/tW81ufuDS89W1+4KPOdW1+4SfPcL6d6LFvkVP2jq/iZY/0TV8/0MMJRxrQkRvkrr7ZCN0mRu7TcXc4ltwmoKqGfskJ7KQT+bQJ/lTCgXeCn4geq+P4qAU3FD1RWUZUVfkq+r4JHkZY5qSoXv8MU/xcLU3Fcw4zXBoRQU4pFx3kXiKaGjsNqcde3eZ1g0XUQfU4v5jKYn0mMuAZirp1MfSNtH8y8V4Gp4f2nNbUN7Xfvi5cde9I3jB5O5T3nyT458ixy50+dQ71fpJeByHMg/iKIzyVyMu2WfNs+OIRjYwhUIxDCMezEuXxC0AmQcFOXna0bleG//lbbEBa07tr87Q95jSMg6ubJLK6wou/cE8l3T8VRa25+c/rNRweeWc8/l6+AUtXQmkMvJtHS9DgpIDoXsFMAK+P6w/oxiI1BiMBRqHl68DFtn241hCjU6Px/xZARHxe24BDDIYJDBIdqHI6hUPPKp0nzaL4M/dXv9N+ctd8Tv367fywDDf9GY+WHQahpfK6GEKoxzRi+w9y4GqJjEFNre/ig42sGw3CoxlGo7hFWlzi0Flv1VpjFb15x6MhHvNcBhv6h09yDz19YbObnGbIsvrPCVFIxRy5wEFe4KGrdFBVzmsrsZEU2Sq7RkVPLp/mE9PJmrj+8xJ4WZhMQvPNQXKdg5jRK4MlTbCXXSlz/OcQhHMXVeK+cFyattFDU0ztrFiqqQuSVDq21Li11dqpad6VgnrSGXF8zr6/auamS1FrjLqnzllU4yms9mmsdOys9BqoCO5pDGhvCZTUO7Q27IQI19AsEQogjmOaQ0tooaD2ocBzFcRTXNOuEP98pNJ3gxwdwfGz/oFn7l/hP4QUOIYpBCBEUGYYohOph7o7tT0zsnxs5F1h6l1iTubMoAitKmYlPkal3ySxfnpHnK2tvfszCuq2fVm/+pHr9x5Url1d/uETgG1Fq61em71FpQi419i4y96m0DuAZeL4xdf92qt0llzkD8nrNYMawE6ZazDG3dbSY5Wo4x9PZM5BMizZyoNz/8TXEYfii3UZBSy0DVxmFrHs/9tDEhWlgYQZISAQLUz+I/cqYsWdm8EYD1qcz2fsMArb4JGwjx246lXWnoq7DLWHbjPCdBgFbDMM3Tg/4cOeu4wgOEYhqtH+4Vpr2d+pF8qdkLzQSuwpF/YQ0Fkiij3dMZeok08GpwA1PjmM47Bkdul33nJS9+mRRbkbZracNxW8lZfoZsYTEMJDC0XY+Swx2PbuiZ2AQVSPqUQTicO/zDMLxAGIKk5DEIiSxiEnhIDVMLzG8pq22SCHa+zz9Cv/7za+TTU5zOLd3K/pUFmcX6J6kE5PZumlMkB4O0kNnpnFelBQ01jQ1NollErlKpezu7uzp6RvsH+gfHhkYRtpEp6QvnKUFXsoScjiT7EV2+HAZSV5IaRd4dfNJsmKSrIAkLvKUlVCVwgCFkKKsonZUB7cJ/JtfOjW8cZe9dVHku1T96Hr3jOfNM+7BoS5uPk7GVvO+O+fTlucifunudSYMfBOun0QXvCQpiz1lZV5KLkUpDGirCGyvonVUB7dX0VRVAW2V/h2VAR2VAUpRoKo6pKMmrKOB2V7L7BSFtVUFKSr82gRUWblrmyABQzUGs7/9teUvdXL8emgKlD+rUWo6BKkxOAJxNYTqRnnnnXzF+0tyQcw5EJ0D4pPf59x6L/5MiUix/dArw7Azb0sU15+Ii0V9qw8WEtmXXvLFadfrHpf3vRebATjZze3DX6WX6Ebl6rJzCDEXCLHXbRff7ugYgAiEOFQjEOJw/9k3UwOPAc7591hZgJnivvJ2sQSjfnI3cP2Du/li3fiMLUef3vyxNXjN2TPfiVLuNn/3si1i5/2Zfscu3uX2o9A14YJuRA6IPAEis3XCMicwLz14JIEIhGMQx8YgimnaauLjin4IEQwf/n/ZdhDknSMAjkEM1XbUgMgIxNQQR7Sf4hjEsb87//efUOY/HY1qHEPGIDIAR4c1eiIM4tjYGD6q1qiXcYhr8BdUI9oFo/1XEINQPdzIX97w2r6zzOJ2Lt2BExCwfIlhCMOayWgpo+w6uDR4aZyKb9TCny3jOUqFbjKRm5Rv21BiU1lm1SU0Op22UN/DabDU4JP9S+xC/GeF0Hcfiu0sNJ1BDktKoivL7TpVD8Y0Uzo23MmNaeY7NtYFtglJXVVuCtGstgoPef08RYVXT6WjvNKrp8G5Wegkr5vTJfCW1ZL6ubQ2Eam9mSoV2kuq53aJ/Nprqb8EL342UKjm0j4v2Pil8bt898d/NuP6+dj+F2ft3+N/AC80pEs4MgLVEA71F1IZr/TnlBp58M1JFVa+QkuKwMJXYOFbbk4utSALrCglJp7FZl4lpu6lRm4VJu41Rh51xp5FluQ8Q3euBYVn7Vdg7lNkSS6zpHBNSa9nOj7Qd8w0MGr96RqKQRzHF0QkGJjPNbeea2Y219rB/czpcwJ+9dL1my+cz4HYaPyqg9N951uHrDcLXz+ZvWVK/DdgfgpYlD5t4fEP6FuNQ7cbhWwxYGwyoG0IW/lNsUgqEolwBP50v3wu89OpIRtMQzcaMtdNC1l18LNENaZ9IYBQ26Ed13So+5vEn6ccgZIuuf7pKMK7huxpLN0UFjgVPu/Sqr7RvrYepWfOxzPSOSKVCEL4rLFo0d2D72k0I0ksbQP3UzTH9KWd7V2jo6MDg8NwGNnzJINwzO8f2pAUDkhiTkhkijpqcTiS8vbajdf5d56WBh88YvHRpqBNiVYLthku3GK0aKvB8rVTP/lo0qEFM5Pi7z38oaSgkMfjVVXXNDW3yuTKjs7unp6ugb7+ETVUilJbX9qL33o1vab4+Hu/+C7gow/dslN9L5zy3bfNXVFKlZd6SQpJrQUUaZFPW4WbXEBWCf2a81ybX7sq8l2+PedxJ9Pl+7Nu8zyct2700jezL7nnsXWD87njnh15rjXPPeamhxGOs2amhle+9mkrJSn5fioBTVUR1l0T2VEdpqzwkwt8FHxvzSXjeijLvRTlvgohRSUI6q5jdtWyukRMVWVIe0WgvNxDwY9Gx3oh/F1mTH+dk+OX4p8hhfaFTLtTYhBiOKY1A4bNir4bLxQz5t/Ui7qgG3sLzD8DODmEBeeelssu5AoTtt8cbh/9/kGVsLZj4+FXgJNeVKf8MqMoL091/pZgf2bpGISHzwhBaOqEuBwQfR6wMx2XXevuG0YRiEJNqV69/9xDotdeAjsZRF4ACed0OVl2K1IBI2Ni7MUpS3JAzGUQkzM58jKIuALizlmvuD4x9qIe88yaQy9KyvpS7tVNYKeDyExCRCJgZAJWOiEq7cHbJqjRFkIIMYhgKALVKMQQiKIQwaEaxUY1L9y/GDiEEKI4hmDjRCVUsyNDBNciDajRFf3Wbkp/nUXyb/BCG6PvbJ01jT3UEGJqqLWcghDDIKbWXppDVQ1xjQhYi8yUZy7WAAAgAElEQVRQieiLhjyTpnybdt7snV9ydEzt9x5e6rM06vrV2AfPEiLWLu+usmzhz5aUO7TyXCWVrhKubVPpHEmBXYdw7qG0SH2K3wB3+o7Pl5oHsMwD/LceXNDNtzClhiadDOwWRkN8YAgfG4QQIv1twsimMjuZxE0qMmkTOTeJXKQiaqfQUVUZIq1zkFe5KaqcJdUeciFV3uDUVOvdW+3cUuciLGSKiphNjSRJJUVZTZbVOHQ07vl3ePEv4ODnmQkIoYakPI4vtH/1fxzP/+6s/Xv8x/ACQyAORyACUWQYRUe65UXuwU9M7F8ZOBUZudfaBDTNDq21CRLZ0apsgnjmvkIzUrkVucjKp8TSh29OqjD3LbOkvDL34ln68q2oQmv/Ciu/ervg2tnBZZaUEhtqnrHLM2P33GnmhYc2QRyOQWzb+o2TpptZWDuYmtp5+waU5+V/d+P6jy9ecct4yGjfgg93TfaKsQnZOCv8kxn0NfqR+3QSToLFZ6Zz9kwL3WjK3G3M2GPA2KLvv3b5p0kQQoijiRef2dP2Tg/aaMRYZx22Xj9k7bSAFdev39OkEzUKJlwL9P5O4pE/QTmCYQiCQBxVDXZbnU0AiaGa/hpaTJDMmpYW1T7U1dgr00ujE44HlCiqhIoa4rEgwjeBIJUJUsJBClurOE0Mtjm9WKpUDAwMdHX3on0jO56cBsdoxCQGSGWCZDYhORykhb2fRn/Izfss6z7gfKQTtnlS4NYpITunMfbrBe+aHr5nBn2vPuOAAXO/If0zffaBaQm7QtYePXQ0486du6XFJaKqmobGVplMpupo7+3tHRnFOhtvNj2dJ3np2VZAjo31eXDZ7+wp6sLFwXOd3MAHc/bvpLYU+sgLvCWFZEkJRcn3aBP6SIs9Wl65Nr3x6Cxxi+LM+/Qjxx8vuLl4uW1ZRwr0t+8r9dizxeNiomdXvmPRA4+pJ0IISWzD06EVb7zaSr0VgsD2amaXiN1REaLgUaTl7gq+h5LnJS/3VnB92vhkOZcsF5DlZaR2rreER1ZVhHWJ2B0iRlsFTcnzlnFZYyNtv3/W/iuz/0ffbnzLw3AcxaAag2oEjmAQRyCKaLzFICbuHs59ISHG5oCYiyDiEliQDRIug+jLCzfcLW8cfsAdvvdAuC8l/8S1qpjNDydHZ32ZVR6zI99v3b2rPzZ/mVG0Pf016ZPHIOEiiDkLonLej7jiNj9nsB9DEa1xGVTD42dfTvDcB4K+AhHnQGwmSLgNWGkg4RqIzwYRl0BsFojNBlFZgHN2woJsYkQ6YGWCuGsbjuWfuMCftegCYJ8G7DQi+wyRcx6EnZvCSuWJuhA4gkMEwxCIaNL22jqH+h+5ffgr7zXjuj0EgWoEqhGIopoeC5ozFR3DsTFNS1b0t7pq/DUXCf6zGIIoxEchMqL1jMYgpobDcBQfF59iEEUhhkBsFKLDEIGoGoEjw3BAY6mAorBT+m19wfT6EruG/LldhS5vX7O6eeY7v1zgH8NYtWYza+WCTr5pK2+upNxJzPeQVbiLy+0aiu2ay4zbuVNOpcQDB7frVxjOgWx7GsMmIHjfqfnCApuNB6N/uu/cXvUlVGMQx1AIEXWbtDpGwZvdwpsrr3GWV3rJa1xVFY5dAm9ZvZ2kwUlZ6a0QkuQij+FKl8bq2TKRm6rGqbvK0j0ulr02ZrBuentjQGelh1Q0r7Npr0Zc+8/wQpO0+BkpC4e4xt8Wx7DxLLy2WIb/Ljzx22ZNE/8x9wJXQxQiGAohMgrhgLjm0RzPh2b2Dy3dHpk4F88iiexoTbNDWx2YDY6MKsdwuV14s01wnS2tdk5IhU2g0Dqgbm5Y/ZywVitaow2tbk5I3dzQGjtajXWgwJJaZOqdb+7+1MDl+xm237P94NDgMER/un/PzMp+puVcA0Mb/zDGnRs3Anwp4TFxFZU1/QPdS1bsmO4TYxG42jLoI+PwFYasrZPivgYJyQbM7UaMLUb03dNCd+kzdpgFbdy47wzE1I+eVZmErJ9K2zYteK1x6FrDwA3TaetdGOtrapvw8Xzsz/Ujv3Xw/4T4ExqyoyiCqSGODqNqjyuriaeCtcoRrUiEYXA6tq1fJelXTjodA04EFMgq7jW9JhzzA6kMQhILpNK1plspHHCKZpu2qEUq6enq7uzsHOke2PVTGjgWQtS0OE/hENJC9RI5M9Z/ZMTZNTF4hwFj3xT6DiJt23u0bdOYuyzjDlrEfWbI2TedtXsyZ+e0iH367H0zWQcm0/d+wN7tu2x/+tmcouLSysrqxiaJTCZr7+zoH0J7FW9bn7g0v3bt5npu/9Tr5Ffk77Kolk4kkr/nT5cD7V1cshJ9erkerfme0iKylOelFHjLilxbXrk3v3JvK3WNiHTZudHxh4tubj4+WzdQ/ALsu4rddm9yy07xGixxyfnBn3CcAdJYRmcZFW+8lKUeKgFNVUFvFwTJeZ5KnreSR1LySAqul5LnreCR5FyynOsj55JlfJKSS5HyyBrM0VnNUFUGK/lkWTl9bFj++2ftvzL7f9ztsPHQPH4axK9pYYq/416gEEehsgfNedgyjZGqwzyjG3VuYnw2YGcTEnImslNB3LkJCZcAO5mwKBvEX9SNvQPmfzsx+iyIPA8ib+nEZ+pGXpzESgeciyD+km7kRZ2YK4CV4bXy8ggKUYip1SgGUYjCE5kv3pu7ZZLXgUnMTJ3ITMC6SojMJXByQPR5QvQVndirIDILxF8GsZcA6yyIytaJzARRGe+Hnp4UnqQTkaLDPENgZQH6aWJQik5wklno1x3S0WG8B4NjEIcYAgehRtyvIRNAFNHwA8agpnPV/3mA4DueATJ+jUKIIBjU5DJwBNdoX38rc/QvuEh+thtrfv5RiEIUxTWdRCCKIUPK4bHmkV7RcE/lcE/FcE/laF8LNtyrfXsfgSiEw3AIwlFN4QsbktQX0EWFJs1vraVlNpIiE0W5zcs7we7BTEA0Clsa28E3EvPtJeVOLeXu8koPcaltU5GduHhua6VBWloEmGCpQzAl2rv7LuSs3B198FBsymcRt3MCa0tJaI8CYhBiahQZwca6JOVxiirnNhGpQzi7r8VOLjIdqbFVNTk01M1tqveS1M0drrVVNJr1i8y7W6zraynddVayOg9DX8Y8OrNJ6KESevRU2UhF87qa90FUy0z6WXFkvOYBNWqydwP1jwrauwUD/+Xr//hZexf/eXFErXkSMHwMhdhYFe+Vncczo7l5k+flGbqW2fpWzA5qmRuucOS0zmO3uES2uHJkHtGtTuxmJ5bEI6rZhV0zO6TaOqjSNlAwO7DEhlpq61c2y5dn6VttGyS08iuw8Hpt4Paj/uwLtmZdVdwRiPf2dLi4ehlYzDE2nevuG3j+zFkXF7fplnYpKZk9PV2LV2wxIEdb+a+0DFxuRl9lEr5pasxXutFHDejbDOmbZ4TtmMnca0DfZkhevf2LLAiRDdvPTA9YYhK6ZlbwatPgNTOZW/RpH3HY24eHh/8FVbzDGX+X+BPghRpBxovGrG93EY4HgFS2VheaygRJ9MlpHHG3rHeo2ywjDnzjly/mPm4qA8cDQSqdmMgiJrNBEn28OBJqk7qwoaW5Q9WuVCr7Vd17H6SBYzSQEk5IYhFO098/Ems4f5tx2KFpzF0GrL1TGHtmxX3+4cGc1Bsvc38quf2k/Fl+9bM8Ueyuc+/5b9YL3qHP3mcQtXdGxN4ZnH0TGXvs5++7fOVqYWFhRWVNc3OzQqnq7Rse6GtsfeHX/NKtLd/zyTWfZct9Vn7oY+/uy4qiDteR9+0gJx/x7ON5Sws8Wgt9pGVkJc9LXOjR8sq5+bVze5lndJT77nXOP15wcyO5bV/r7+s3t7PIY+9mj0unSKPlbluvBYBkFjjNNs5kVr/2UpX5tvNpSi5FXkZS8L3lXB8510fBI70rjsi5PkqedxufLOf6KHjUNgFVKfCRc32UXEpbBa1NQJVzGWPD8t+5Iv+CJ8e/xM8fOg2FE9XWCtT/SP1jECJo7yCWfb96Iv04MTqDwMkBnIvEqKsg8vyUhZkg6ntCRLZO/LdE9hkQd4UYcZkQm/lBfNbEqJQJUVdAVCaIuwCi0z6IuwKiL4O4KyDm/PuMY66LszJvFJ+59vbi1ZJrP/He5ok/P3yTaLlygtN2Pco3kzgZE2KvAnY2iMjRicnUiT2ny84hRJ8H0Vm60Vd0OFnEyBxdzknATiOwzwFOFmCdmchI1Qk7DULPTAw6pUfb75FwAg5AHCJQPQLVqIaWCOEwRAcgNgxxja5BYy33i/QLrV2jlt6IQ2wMwkEcdr17SdWMIYaqNQyV/+n4w7/SIsH/6ciE74plKDaK4hCHo2N9pQNNuT3V6zqqQ1tLWGJesEQYIBaSWgU+Yn6QXLioq2bnQNOJke4ibEQFRyFEIIqMDeMDEB3tabza8MqyOd+hqcCspnR2j9Cc/WHcl8eXLN+xjLkyrktoJBHMFZc4NJW6yircxWXWzSW2rW/myQWWjx46utNi7KnBG7+K2LU9ds9nCa9uewtK7BSlDm2VuxHYrTGHQiEcQ7o7KiNbalylNQ69dcZ5+SFHEqOSUiMKngeM1VvLRD6qevtb96NCF0Z4LZm/Zt1ickykuGrOij3hAJgBYBr2CbuzwVxaS9PCC+xf4cV43RBCCDEMagE5RFA4jMARFKpRbcNRVA3HEDj2cxbGu1H9bafcH9NzBI6O//cwNVQPc4uKbTyfmDs8sXB5NG1uqYlnnS2tYW54swOzdR5b6RQldo5sdGQ3unEa3Ti19mEVswIEllShtT/PnFI5y19oRqkw9620DhDM8uNbUXmWvjxrP64p6ZmR/bkZM+ruZuMQosjIgtiFU/SNzMxmWzu4Jp5MCg9jTzAw375tX19X58LlG2d4M60DltvQVpgxVhuHfaofsX9qxAGDsC0mzM2GYZtnhm+dGbze3G/1wRM3EEy99JOj+gHLzQM+nhO02jRgxbTgj/T9Fu7ceAJq0pX/nIL7W6GLP2FTUKvVarUaQggxfPNPieAYFSRrLLo5GkeKSenM1l4FhHDOuUXEo35vxXyBWEg45g+S6TpJbJ1kJjGFSUxiEJPZIDHYMmV+RUO9StkmlSk6Fe077yeDY4HERBZID3/v60jD2F0z6AdnsPfos/dNou8ir0uWt/VACCtE4tVfXd1w7Hb2vfy3JXUvi0TPS2uSrz23ij80lb5reuTBaREHpkUenErfRVtx8NvrN7hcbk1drUTS2tnZOTw8LC1aVv/YpvmVV1e516frfIg6Nvv2BoVySG2llNvZQZmJ3p3lzpJC79ZCD0URRcn3aH3r3PrGqfmte0epW2S04/5NLs+zPDy8XLes96f62/eWk7Z/6pR70qv9lY9nZhjhNJ2QwTE5x6p566Uq9VNyqXKum5JHknM1lAsvBd9bwSO9u9q4FCnPR8WnKngkVQWpt5bULiTLuWSFwF/J91XwmOpBmSbH9pvpF3+dk+MXY/xHQ1BcU6pEIVRjEIVqBIVqHI5p38mRIQizH1VO8jsCQk9MYF0lRF4GC3NAdDZgpRHjLujFXyDG5E6IOg/isggxF8DiMyDqAlh4CUTnTuJc0VmYA+afI0bkgqhcEJsJ2Gkg9DjwS57BPD6BfngaI1WXdcSc+eU012XALALMWTvJex8IPEyMyQTRl0DsVRBzjhidBSJzJsVfAlHnQeQVHXoWiL6ow0oFrIs6ESmAeRqEZurQT+mFnST4n3gv4PB0n4NWIUmJ6fy0m8K7L1uK67ubFchgz9AQhCMQolCNoSMQRSAOMY1M5hdiGGKIpqaOj0EcgRCOQDgCoXIQFXcMdQ5CBIcoqinvYjjyy1mQ/+6s/Y74j+EFpiETIOgIxNX9fXkq8U4Z16NL5CqtcVHVevbxPFsFPvIKirKKqqzwlfFJYp53K9erhe9dUe4urv5kTPYIDirGu49AZFjaVBbd9Na8+a11c759O89w84kl7sGsDz9dwlwZ087Tb+XNlpQ6tnI9FFWeraWzmoptJEUm4oLZVcWzkxLnr9kafujzRQWPSQquiazErLnUsubl7GFlBQIhxNSjCEQgHMPbFMIwsci5s8ElP589y58CPrAHkwwnkfwefh+hbNF/dCcCzHEB5k46Dp56BAtgObe2IvDrrxYDU49Jrt5fJK5qb3JtqQqUiuZ1t+z/F3iBQ4hhyDuIoOnPAOEogvWPZyxQiI/h2JjWqgqDKDaKQ/U4SsPHufn/5Vn79/jPfS9GcUSTzUOHINLFz39p6pDvF9p+P+cRK+K5gWOTeUDT3HCRC7vBNULuENHkHtXsHNE6j107K0ho5lsxy18wy6/cisy3ovItfAWWVJ6lb7EVpWSWL8/St8rST2jlLzIl51u6XdM3K8n4AqohxJHHdx9YzbIxM7WZamK2fOnK/fs+N7F12rBua4dUvOSjLVPcQ22oi6wClpiErzYO22zA2jOTtUs/eKNx+DrDkE+MQzcYh6y2DljzRdJ3CISxa7+e4rvWLHCruf/yWcGrDanrbEJXFOYXQXxMw7LWEm81fZn/VsZa//ubwhiiRsbUKIrjKJZZ+C1IDASpbJ0kNjGZTUgOJyaz9ZKYFyp+eCHnzsiMB4l++wsuJvNvg6QQkMIBKWyQzNaqQlKY4BTN59zH9fWNUqlcKlHKG6S7b5zQSQwCaXS9EyyzmE1GYbv1OXv1ObtnsvdOoe/wXnUi92HRD3nVuQ+LXpVUt4i7npfUffuE9/gVv72rP1/Q6vDhsan0PfoRB/Uj982I2GvE2TU9bBN9zZc3btwV8gWNTS3Kts6hIdjVfKPh8dzmZy6SVy68H7xPf+3Zkue1drXXgW1eB3dTz58kdXM9WwpJ0nwfSaG3guvTkufR+Nq19bVLe5FbTKTr0kVO29e7zHV23LWRxGE4Sl55nPrSMz/HNeeOLzhNBxmhIDXY6Gy4KI+iKvWWl3so+N5yntfPkxYKvreC66XkeamEXkqBT1uFh6LCp0fkfSeHGhvrVJ3n1VlJUfCoCh5FwWMiQ+PZC22e87fM2n9zEfwBt8Mx7Ys7ikE1AvsGEYm8u1LU8ihfdv+x7Nsf63PvVd66X3vvQc2Nh03Rn96Z5vMZCDxJ4KSBiEwQnTohOl036hqIvwric0DUJUJ8FojOfC/mCojOnhBzC8Rl68ad1o39DkRcBvEXiBFnJ7DOEuipxNCMab5fWrCzGVtu+23ItIs4MS3mqGHwZ+/bzCfoB+hZrJho/THRex8IPaYXdQFEXteJvkCIug6ickBsKjHq1ATOOUL0eRCeRGBc1GOkg+BUQnjSpJBvCAFHQcgJEPT5JPdtE102g5CkyZFZID6X8OFt8NG1SatuBe/4YdPnj649aFD0aFKmaogiGParNQ0NUQ8dhvjYEA5f1wzvOi9k7Hg6dfPTKWvuztn8I/Pg450Zb98I21EIxxUTf/is/Z74dXgB4T/BCxQbHR0b7Gzc3yQMbq906awiPXk+P3b9os37FreKQrvqHDtrnTpFTt0i154atx6RR2ela3uFo1zoLi2fLea6NwiW9HXycK3gBuvrLG94RWl6Y9xc4NKSP0vGn81cwwAE64RPl/RWG4n5dpJSRwnPQ1HtLi6b1Vpm21BsJy40rnoz5+FtX26+vbTESlps2vR8Vt0zh7qX9l21l3Ecx2G3hiShxvrhkLitYlFXrf1gtVv40jA9n9DSl/SCJ8Ef+AXM8wtpbbD0jYqdMM3q4YNoEc/VKy6EYGjx9nH4aL2ZdQjHaz5DXW/UURHcWeP6S/BiHCW8gwiIGu3r6ZP2t17pbspobziqrN+vrD/Y0Xi8v/XSqPzO6Nggio2+gxd/0Kz9e/wPfC9QFIU4HMYHIISjQtEDE7u6A1tGYH/tV1+/MZpbY+Zebx8mdoisc4uQOLBa3OKb7JhVNoHls7yEVn48CxpvFq3KglJiRy62pebbUoXm3nwrT56ZV6kViW/hW27hxbckl86mPJrmULT7YxQOaGSiYeEsfQOTmcZW9o4eXx89cfjLr25dzWmprUhYudXUKciKEmsesNgyeJVR8Gpzzg59xg6z4A1WwetmMNcZhG8wCt1kHLgi/cI9HELWys8NqEvNA1dbBq2ZSVtjRF02f/lWiCMQqnGoRjA1CiGKa1RfaoiPaaEeDlEcwbSyVWTcXHZ8RCD2DkX+56F5Zv6p0vwz5sdviP/9TQHBUARBxsbGBgb6eDyBS+ZK4qlgbdex02ziGSY4w9BJDZ+RGKZ/nGFykml6NNTom/BpSQzdNDY4EwHOskGaxlyLRkpb9TTvpaRJLBZLJWJFS1Pzs+evw0+v0zkTbrx8nWXgJ6ahG2dE7DWI2GfA2mPE3jeFufOD4K2TGTveD9vJ2Hb24IWn21LuLjx0xf+TNMu4zz5g7pkacciA89kMzj59zm4jzh5T+hZz2oYptI0hq7948uRZbW2tTCLv7+0bHUYkeQsbH9o1PnNvfe3SUewuzXP//lKgP81DZ9qcSylu7VwPaYGXJN9TXOQtK/URv3Fvee3R8Mqto9h96RJnMGW2u5djVJxbbrrXji2eyV+SXua6tzx2W5S8wPGrRfbHF9gdXxiQlNCQT23jeUl5ZCXXs6uSNFBPHqj36RB6yrk+Ch6ljUvqFpHEZdSOCoqE59tUTO6vI3+6yYswwe5Msk9XJUXJpci5PnIuY2xUAX+XcOQvdHJoiGeYGkJ8DIVqTZdyiPdDHEOH4f0yxfbskgMXqsI+ewnW3wIb73zw4W2w9BZh0U0Qc1438uJEVg5gntWlfqXrvm+SzxcTyIf1Qk8Rok6D6Axi1Ln3OOeJUedBVAaIPwuiM4gxF3RicogxV0BU9qTIS8ToLBB7HsScA5EZRHqyLu040f+oUeiRtZncdemvD10WBqy6YEU/Yhpw4D2bJQDMmTidrGfGmjhnlZ7LjvcDj+sxz4KoXN2oXBCZDWJzQOR5AucMkZ4KQpJ06Skg9AQIOa4Xeorg97WO7+EJlC/fpxye4n/EOiZFJzaVuOgyWHaDsPSG7oqbYMW3usvvgg+v666667L10ZErtf3DEMIBTRUIweEYhKNwXHqKqHGIqXEIsVGIIYODMPNxc8DxIp31j8Gy+7qLvwUrboDFt95bcg8suAMW35i8PDvuyJPrz9oxFGpTsxjUKlZw9Ndhx19nkWiUBGqsH2pKSTiEbW/ktQsUfI+6apKiIqBL5Pn2SZxDCGvdpjW9dV4Vb5nbj66KWhe3dP2qL46t+uLEgv37P2wooskrXOVcHwnfp6XUQ14SPKbMwzGIQTUcg0rZ3ernttI829oCm5Yyq/oyz/vnQgVPXJqKPSQ8l6Zy+xauk1To1iJwqiuzbi6xbSw0ayowFxfYteTZNr21rHttJXoxp/a5ZePL3UOjfaMQwlGNKHUAw+DwmELOZSmE89pFDpZUphnV5+PPYlfun28RFEycPKfsla81KdgzLrKnTn+0ymrf4SgwyeK722H9zVO92Qyf2ITuRlt5dbCsnqqotOwUp0Ecg3AUwyCOQxQOQxxCdASF2BiEqBpB+1q6G5I6eOubuJ7NxRb15XOayucqyswaS60l3LmtJXaSMhepkCGt39HTW4hiEEHGIAIhjiCYWsvh0UhbIaqFt+ivCaT/oJZm2twsgg+hODZYVfPUyqHpm70Np74R3zz7xpWUb+HU4EiXzImudo1ocw6vc6BVzg7lm4cIjf0rbMlFtu7FszyFZpRyY4rQwq/SNvCtkWvJTK9qi8AKc2qJNZlnSeZbkkttSG9mur/6OAHBeiCEOAaPHz9pMNPEwtJ2uoGZpxclI+NsUWF+TaVg0eqdxg4BVpRYq4AlFrSVxiFrTJhbZzB2mIRuNQveNIOxcWb4p8Yhm4yoS67dfgVxSFt+aKbPAtOAVRbBG438V86jLbr/05txwpgWSWDYO/oxPgbhMESHIapJ2SAoPk4sfzcgiEZg8k6l+SvxnxRd/lmY9z+IP2dTwDEMwwb7h9qkyuwHd6alRYCzDGI60/UQPW598L74wMtk34cu5JdzfV7P9n1lR3k82/uhOzmHQj4QGRD5Cc3iaJje2Yjos9seP3reWNPc2CqVSqUSmbRJLKkV1Tx58Ji5b5dR8Me2Qcstgz+2DNlkxNqrH3FwhuZX9h5NreS98J26tO16wbsmhe6aFLpjGuvAVM7+mey9M9m7ZzL3mDJ3moRssqSttaKtNaWtMgjdeCzzRn1tg7hV3tXVNaKGvdIndT/ZND5xqn/h0fzSqfWNF4Pt9tMVv68PBZ75xrO7zE2c5yHJd5cUkhTlfi1vXJpeObW+8lS8db6X6RwU7Hz4gNeeLe4nP/d5dc216blb2yv7kgercq/c+y7n++tXb+XmfHfnyiVZUZCS7yLleXVV+whfkb864JV01KOxiNJV7aXgevZWeR3Y7W01z5ET4UxnOS5d5vn8tp+hqa2+ue3EmXMe3yJ1i0hKgXcbP0o90v1u/P8X5GS/P371dsM4HFVrMqFjoxCDcEzdNQST76iCDj0O/fpJ8t3Wc3dbj10Ubs+ombD2h/eW3gALsicvvw0WXwdx5wEjGYR9M9Vnq57tssnOn0xw2Qq894PQJBBxHkRfBpGX9Tg5erHZIDJLJ/YqYF7SidJ0SM8BkdmAkwUiLoHI7In0jEm+hye6bpvosNbz46w912p2Z5d9drU6dPfdyREnJtAPA6d1k6ZSALAH7/sAg/CJNkumzF4/3Xm3AeWoLusMYJ4GjNPEqIuAeZZAP60bmqYTeGoK5egHPofAnE/07NfqOXw8hbTZ66PznM8fG4ce0Q09AeZfAUvuEpfeBSvv6Kz5Hqz5dsrqB2D1d8TVd2esuBV1+FFzj7YtNYQDEIFwGNGUoXGoIYGOdg/C1Ps1gYcLJ615DD68B5Zd11t5Q+fDazof3tFdcHPiom/B4jtg5Y9gyU2QkDV9UU7810/zKjs1mswxHNmapZYAACAASURBVEIMwzVd53/jrP334/8le4FpGoYgCERHRzu7a3c18r0kIs92Pk1e693bYv1N2jowYZYLi336SvxEW7J3wqov0hadSFux4bM1OrMcwQSr5y+XKqrmybieEh65tcxTUkQZkDzENe1qcQiRHnHBovoX5o2Ftk1vPBpLbVsrDVrLrMVca3G5jZhvr6jwaKvykQidmnnWjYV2zUU2Tfk29S/s6p7bNr+1aXxrV/PcPu+SV2nuXgxVIxCOm4+PjcGxsV5VayVZ3uReX2lr5utPeN/p/UnGYPo8MNfNLSqwhks2DA5xCg3tlBl2t7y/7euPALD+6WHUULOR/0KmZ2xEf529vNazrXKerGpWhzQN4mM41LbzxSGCj0EchyiKI0idsvVoEzekrsy6levRVeHSW05SVZDbSh2bhMFtQq923mxxpXdTtbNS4N1RNq+Ta99WvWmgNw+HcAQdHReVoOOcDBTDtO7pv23W/j3+8+LIuNIaqlEIEYn82Wyn6mO78+d6V2xaXrgsusjAtXY2R+oYIXINV82l11v68q2opSaUGtvwEmMPoZUH18iRZ+FdbRxQZOgjnO5SPC+k3JZeYRJUbkYtM/UQzPLlW/iWWXrzjEkP2bSRQbkmiyOTKShk/2nTDU3MbQ1NZs2Z57Jw0TJRTd3iNTtMHQMtfaLNqQssaStNw9YZ0rfoM3cbhm03Cto4nb5JP2SDYdAnlrSV9x7z+wYxx4gtFr5LzYM+NgxaY+AetWbLAQghjkI1juEQaocVG+dyYxBDtG0aocYsWKurxlFs9Oc2JuOY4Bdhwc/TEvi/xbvsxe9hfPwZPUcwCDEUxQeGBjtU7Q3N0vTcMxuX03J9KHxLct1MzwZDUrWpZ4UxSWDmxTd155l5VZmSKk18qgy9a2Z61xp5PLfxOJ+QkH//UU2LuLm5WSJtViqVCkWbRCJpbhQXlwmosVstfWLnkCNtfTm21ATLoCWm4ZsMmTsMGFsMGLv12ftMmHsNmbv0mTsNmTums3YasrbOZO0wpm83Zm7T5+w2pG+xpK2dFbLSKmS1Je1DG9oKU+pS35WH+LwSsVjV2d01NDSEoLi09NO6B1bNTz0bX7i1lbjv3+7lQ3FZsoJ89rhHN9e9ucBFlu8lKSTJy0jNea6tb91bX7i0vnHKv+W9d4dX1inP8rtu0ldOkheuTU8dRY+9i14/flsoLC4qzy8oKcgrLsp/IS0PaeOSeqt8uE/J9p6z3zeaTZw628fXseI1RV3nffOy71TjeXSW8xwnB/CeZUi4p6jAl852+MBo3q5tni2lfu1CsrzcQ1URgyAD8H/Ra+/3x6/cbhSqsdFBCLFRCCE+iqrhi/KBgC8egU9/0Nn8kHnozRdnS55XD/LrhzNvC/dk8j67xE3+rnJVSiFxYSaITtGLPAuYp4HTFmAYRbCI17FIIJgn6M1bP9H/K8DMAHFXQXQaiLkIorNB1AWw8DKIzQRRySAuDSRcBrEXiRHperQjBOetwHaVjsP/Q917RrV1blvDjwQYd2ODMUUSvYMQ6hIdbHrvvdgYlyR24rj3XlKc4ziJO6Z3cO8dY9OEUBcd1CkGdxvUnveHyLnte3Pvl3Pue3PX2EO/GOwhrbX3nnutueZcY0T9NvHg/T2lwsOX+MdLh7J+ZM1JOY9IOgtCvkO4FM5xKdB3yUPiCoBDmoF5THbB2bVbzoam/uwTc9Ir7OQSyl4kYSsgbQEe6xDOq/Sd8oF1lp7LWuC8FrXiSMr+h1lHHq3+4fn67x4l7H00J70YrLoGvnoMvno4a919va/uIdfcAttuI7e8ABuegA33En96PvlOA1UQqpRQ+xpCCLVQrfqshcoPEF6+JsJuezA7rxasvgcKHyDyriKzqhErr4CVN0HeNZBVq5ddg8isATlXQe5tkH0bpF2flVC5ILW46Gbf22kV1EANVGrhp6k/m7X/jvijx41mxpcbat5qIfz0YUjM9pXxsDI27hUnsFdAetOz7MCPmcDAAuUX9t2FZLAAHZGZeP9OHKc54kJZ2jxndzDPselm4ojQQcbES7qook7c4Au3icEKnbbplOaTSv2h7+m61ipb1j1L0XO7gRbzoVZr3THc7ijt9BxhUUdYdHkXUcbEDbzEDLy07ntm2/MI0/vEbKAJLbjj1lZOu3Ig+PGvufDTZ5USQs20biV4GsKpj2JZV4i0236419Ulwt8a5/+yiT7OdXn+3PfYybS3XIeo7GRDQ5viuuhRga1rdIg+WHbzeuTbHmNqWrRD2PJ33VYijte4kC7mOLySXoBapRbOZBBCCKchnIbw0wdp1yZRi/PAc+xrrpe4nXjzejT7ecBAM3GE6SXqpI9ycdJ+n8E2/Ds29jXPRsyljglc3vGXTXA8xgfPQjgFte90b9Qz8EKjmjEs/cPx638LvPisE+ZVQ6idnoZQNfHqGY40eHov8+jXLQ7EzvSMp+aufS7B/eiwXq+4Hiuy0ILORVGZtvTn5oQuM2K7GY4Tljq45+jw5UOKg1t5mYnjjLuvHt1gWtO6LGhtNvQuDJVpSWWiiNyllDsU4jt5r+57a7Xa+vpGaxsHY1P0YlOUsRnGDG23ct3G4KhMc1cfFDHKkpaMDsgxX77GOHTjkogdy4K/tvD/wjTkS/PgrywC15vQc9LWHM5cu8uMlmHnu9LCb6URMck/Mr+jnQWhRiefq9W5v0KVrpeogVoVhNNQqVMKn4EbWrVGo5uSKGco3L+HDm3833/hf70kpPv7f++a9g+ySf8nHFPVGi1UK1Vv3316rVINNzWzPUO6F+P4ZlS2JZGFITLMKa1G7u1GzozFuHZjl1Yjd4aRS6c5vgNN7ESRGZYUljmJY4Jt9fDtrb4mff12ZET+euzN2Mi4QqEYVYyUVFw1xwU5k1Y4UCLtaRF2tBh7cow9PdY0+EujmH1LIvcvit67KHafUege05DNi8N3G4ftNo7YvzBi9+KwvUZRBxeHbzdfvsYyaBU6oBAduBrtv9IqYBXGN30ZLav4TNbkYMPkxMeP7z+oNXD6g6j/AbX/tsPgfezQE+zwM9KKUE+EoUv1r54TDC/RC5KoiSBuJSg66aJnuMGn7gNP3Iae4Nrqse2NuJFmnPiBZ+9Nj56ruN6bDrx7eSxuL0/A5/IEfL6Qze/mMJtkHQHSLuLHHuqaNQQTtCPnGel6CWm2kd2aNV7qIVp4hFteNk4pDmDcp1s6OBLo+E+91B8PUxBGDi9v0N/10ke7/OSdpFFBikb9+R9cLfvrPDlUyhl9a/hJ+RHChpYxvU13DNfcABtf6q9/DDY8WLDhAfbbu4F7H63/TbijiP99Xe/DtvFfa4dCtz6mfHN1bsoviJBfluEP6TsWAutsYJ0MzCOBcRjCMgnpvtbQf7de6FFk0DmD0CK9yDMg7DdkdDEy8uysqF/mBx4zpO7S9/hCzy5HzzLd0HqlCWm3bcTPtrE/09fXhm67FbTtHnFnk0FejUF+I4gvBpG/GoSeQgafNog6Pzv0u7nuXxz64c60BkINnBybPn3u0RynTEDfDEKPIEOOGQYdBiHfgbCf9KLPgtBfF0WfDd3xOP/Yi72XeCeq+vZVSArODc366irY8xjsfAq2PzLc0QR2PAB7n4HNz/T2PAVb7s7Oqjh3qx+qpqag7mVGqYUqJYStvW+yfmLOL6gHa+6BtTeQ66+BnCqQVa+XfQuZcwNk1oGsayCrFuRUILMr9TOqDFJr9NLrQWYtSLkKUutARuXeU4zX7z5r4XuV+j/R8/nrFMkMvQBCqJqCGvjp9cAww/MVnzLGJUn4FDGH+I7neK0xNiIt/8tNBRN8QmRhrgktnJ4RG/lFln9qJkBg5i2yePY0ZaTHUc7yFHNxYpZzf7P9eH+JFupItPD9xxFRa77wDo5xzZ1V78W56zDU4iLusJN02ooZNuIOO2mni7wTL+sgS9rIQy9wAy+tB19a9j2zFdz2YFSTm84HPfhbVOu5RGZ5wgd5D1RDXcdJDaeUKvhZ/kD2zEPOI070o8+dT0NiiG5pySkF0cbewfM9g3vbvNoeB1lSgg0tXMxccEDfBiDdrtcFjwvMAzMz3FakvOZ5vur3HOwhSbkeb6RXdUhLA9Uq+BZC3W1ApeCc6nnqKWt1H+Pb/3Ym2TnI3ys42nl5qLP/iqwtqdt3pzsEx/jGxobnpd25mrf5UFZ44crlK9PyvllztSFkvNdyfGAzfDsJZ/TG1FqtDl6otBqo/Z+AF78vXKunp7VQM/Xhmb9/35HNqs+DQ78e5+RmNVl4dTkE9LoHc2y8OdZB7XYkpjm1A+XbhaEy0V4daZlTfVwl1H6Cn6Eafnj3/gOEqjeTbP+IZ+Z4rimZiaYxLClsNJW7mPjYA/eqjz2joQ+hSqUKD4s2WmxqgbY3MbOxsHNdYmlv5UyxcKVbkaIwtCS0f+bSgFUmoZuWRO02D/4C5Vu4LHCNuX+hRcAas+BCW3qOqWcMmp6GomYb4ZOdA5MfPnwJNVAFtXBaOf0vgncqqJmCmqnfbQCmIFRCjRKqZwCeViex9/tyuUY7s3EOZ+QF/28xQ9H4d+yK/0+yxf+ivrdaA5VKpVILZU0vmV7L24zdO9FEnfsMw8il0wLXm/uNeOeh3v0/DOz/bvDgj71Z6zttvJvn23cuw3ZhqCw0gYkhtS9xb7bESR4+ez2tHJ8Ym3g9OTo+NjH+Kmf1VxauFCf8cgdquB0l1p4aZ0+Pd6BE29HiFkfumJ94YkHs9wtiDi+IPbQg9tCimMOLog4uijo0L+7E3MTjiyP3oAMKMf7rdWMRy8C16MBVKL9VVkErTcnZ6Tmhr9pjx0eGPn78PDWtghC+Vzzqv+3Ze9+t/wFO2uTW84hUeorEf4CTvsSJm/GiF2RxC07eRRQ99xp86j7wxKPvIXb4AXboHq7/jmvfLXfBTazgClbYQOlm3Rsalg0NS4fFomGxaGhYOtDHlLbRR9mEUTaN5uOEIzsXnyZcOIlHObg7YF0GWr3dSfYXTuI/9FHf93mHRXvYOzuNcKknj+MNFjs9rKa+5nmPML3lnYRRQZ52ZqPgX3/+maz9P4s/Op0KQqVah+zvtk+C9fVg9R3w5W2w6Rr4qkZ//S2w4R7Ychd80TDvq8bIYy/Wn29v5b4vbuTvPce8+uLDjp9bQ9Y1xHxZT0i+uDjoCNL/IPDZgyBsmuNeaGiTgDRfYUFdn/ZVfer60rSNZV4xP5vQ9i0ib5vtvl3fsRDhuh7gvwX0nbN8Ds72OTLH9/gc/xOzAk/pxZ+btbYGrK0B66+A1Y0g7woipQYklejFXzRMrAHRlQbRl80CT6/Z2ABVEMKPajUkBRci3QsRkb+ApFKQUQuSqxFJxQZplSD20qz0GhBfAuJLQEqZQWY1yC5auLqWdpQ5e8NVsO223s6HejsfGm67h9j9FOx8CrY+AF9cBelFeom1fhtuv9VMT2vhFJwZyp5q4CzIuwrW3kXmXgF5Nch1jYh1V0FuLTLnmn72Nb30emRWrUH6FURWHciqBNlVyPRqZGoVSC8FOaUguwHklIO0qyCl8YuDdyffT2uh5o/xxV+nSFRQC6FSNx6BGvh+gitqI8iZuDEGdVhAG+71GeTjR3stZUNOUoHHhAC755ccWnpMcGJCfHZ2UFqyf3rM8V9zx9gUucBFynYX851ELExfs/VEfzmEUMdsefd6eLg5dfAZurfFlnuT9Lic8KTMv63Rg3UL1/uUNNyKF3d4iDqch9ocBlsdep56sm5j26p9n5yPuvNTxN3T9LZKfO8dCr8unFWWMNJzF8IpqIVTGgjhlOrtm4HWTPlLOz7D5VUn+kO/9fe/Ri3x8TbGL/dODbtxz39iyF7eb9nKpMd8Hb0iO+6XXzM3b41nvQx61ed2/UFYZWP4CI80KvQY6vGVsXEfZc90IjAQQi1UanVXjgb2vFzf1+o+xnRgPQ4CDqQ5ZG8ZE1d9LxEA5+jc/IjVKUiE3Re703jPwhI25OkjF2V/lfDF0WzgRprvQHt6L1TUbTnJK1ROD8DfrWq0ag3UqtQqqPxDcfr/FnihghqtRidqq3NGVjYlx7TmJT7+ap1quJN38uhzIwemI6XPNZRtRmdjvNvsaEyUDwtN71rqyiIGfWx98R5OfRwY6D53/FVJpVY1plZBOKEQhoayzUlMS+9OFLUDRWNb0bqM8C/cvUa7mdqZRg2EEJLJ1DmzFxiboo2XWRtb2Jvbuplau1t7+GEIYWhKHMovY1nQ6qURmxdG7DYNWoP2W4NavhYTUGjus9I8ZM0yUibad5UVNcWCmOzol1ZSc1P1SeeLCKFWBTXTUKOEEA5Jx+4+7Siuuf/zpSs/nq0/c+FuUemjqrrmu/e7+EL5xw/K3wk1UKmFKrX2d2U8DYTwD7kX//6lU6v9l82Uf0fq/F/DvdDpg2ih7MbNDnty+xIsE03vRFEZlqS2ZV6C5HWvnjQpiip6s78QhqR2L8/oz904cefO6y6OeP+PXe6BHeaEdgyxA03tRBMZi7EM/7hxxcjn6am3b19//vipufmlszvFzo3s7BXgSAh2JIc4kKLsaDH21DhHaow1Pdkkate8lB/nJ56YH31oYfTBBTGH50cfmR97dF7Cd4tiDmCCCiwDCzGBa1BBhejA1eiAQkzAKsvA1Ri/AnP/Amu/lEflvhPy9vefVMqpad1FK2rayLtmN3Tfo++hh6jJfbwVK3ruOfAcJ3pBlr4gyzuIig6a6AWp74nn4BNc30OPgbvuvdfd+27h+u549Nxy67hMvnFohYjLmnz9/tXkxOTE+KtXkxOv3o2IOZKX9DEWYYRFJdEdzawcgkI8A0JcE+KcvlzvIWXSqd6Op47hoZT6sc8nJMTV3tX5Fc/v0i+0WcZ292rok3y6nEmWMzzHe9bBmVW9fym5P5O1/4fxx6fTaCGc+iwcnEStLQWpjXqrG/UK74AvG2atuWvw5b3Z627PWn8XueGO/tobYO0j/U3XUn9o2lMs+K5R/F01c29Ry89X5fvOt9mkV84K+wWE/wZiLyBjzi2M+Ns86g5gmz0XFXDlDlO3kvfF1+cB0gmgA/TtCkDILyDhIsguAzllIKMYpBaDlGKQVGKYVguSS0F+LVjVCLLrQU4DyKjVy7mil3kTpJSB+AqQWA5ifpsffi7tq0btZ6jRwOr6lrkW0QiXb/RXnNFPqdVLr0cmV4CMRpB5BWQ0gswGkFaNzK0HWeUguwysvq+/6hZY3Thn833Et/fBtkdg8yOw4xHyq0eg8ArIqQEpV2cnloO46kXR5U/bJSqogdOaEem7guNNszPqQW4dyL0KsmuRq26C/KsgvxHk1iFy6kBWje5ApFQismtBdg3IbQTZ10D2NZBVD7IqQep5ZHY9Iq0C5DSApMaNB5sndY4nfzZr//T4Ix0ErQZClVqr0hnBvJ18Lu7AiRmYwW4fKYsmZXmNsrAiHlneTVH0eY1ysJM9zmKB6ysBqa+DIunGTYjQogELWbeZjOcu43gMc22Husz6X1i96iuDcEZ9+vNbmbQ1c/CpfV+rvaSD1MfwEraRWht97xURrv2Cu3WGdP8S7f4lyt0LhLtnCTd/Izf+DXftF9yzSgLvgdvgS/uBp068G1hOXRCrNHms7ybUarRqzZQKwqlpMfsQ54nD8HNXETtAxnSW81wlvXYyjodC4DjZa/mGYz/GdZDwCBPdnkq+u1jk9LYHPTxkp+jzknBJY0KHsV47uYCq4FBeCbGiNqdP4gY4Y+itwwEqqFUrP8t7WzeJXpAmWfPb7i4HaOfFZJ/OJyt2fRdvAJas2RHvtzIJWGHHBR4futE2If5gnn1sYV5cTrxDbIw5PbqhPl08aPeK4TIuuwCn1RotVM9I7yuh+n+ie6HWqtRaFdRAJVRDJVTDKd72L1oilndFxD4NC+3csPaOhWePbYDM2o9n7d2F8mGiaWwr/y5LItPcWfzVVs2Hj8oRuTAutcPCtX0ZRVF64b1a9Ub5ujs9scME12rj3YmidmDoDAyFbUxqc/Uc6+nSwQu1Wj0xMeHlRUAi9RctNDE2RZuhHEzRTih7L2sPXwxuuSUpCu2TZhmyzjRy2/yIPUvDvzb3W2/iV4j2LUD55pkF5pqT0yy8c6yoqRa4sFNnq+HMAurvPE0lfHj76da9pyjxX1oEFJis+GpRyMb5oRvnhG+bE75lfsS3xuEbbaO/Cincd/CX6htPOj9NzWzkqzRK3ejkj9UI/u0YBWrUMyI4arX6f3P3QqXRwoEr1x8scWIuJTJReN3iTyeK3L7IVVFTD6GGjQ9pBhYvl7gxjbFt85xaFzq+5XVDLRSs39a+wK3LktyOIrWhSVwU9dpsq6cHj2mhZurTNITwhx9/NkM5OHnS7Twodl4+jvgAZ9IKO+JyS49gDCHMkZ5gR4u3jNwxJ+nkoujj8+MOLI45PD/60Ly4Ywuj99sGFKD8V6OC1lkGrkb7F6ADV6H9CywCCjABhVYB+eiAHGNSxtFdK96Pvvz8SaWcmtZq1RotlDRvbjrnwazC9T90G3yKHXzqPvgEJ3ruKXruIWnHyzrosja6tJ0iekoYvOc+dN+t+55bz3XP3lu47kbyo5MBlZuD7+0JFLfUf1Zppz59/vR5+uPnd9NT2reTA+IX3goG4W0P5cv1XkZmDh33qRM99F+OUXNzPV4LSUf3k11wzvdrab/8QFloaueIdx5jeZ/7maq3wPlaGfWNkChnUmUd2Im+LTOQ4h9YHfnrPDk0WjgF4ScICw7fmJ1SA1JLQVrF7OyrYFWj/vqHYM1VsK4erL2GWHMNrL8OVt0HK2+CgnqwrtZr2yPq1idz1lwB2Q16CSUgsQTEFoHoCyD6LAj/GUT8qhd1DrHiN2C/0mv5hvdTKpVae+jkA4BJAsT1hit+BulXQfY1kHsFZNchMmv0MmoRGfUgowGkVIKMWpBSbRBfNSumzCC1BmTUgNRqkHwdZNWAzHqQWAZSzoGYMz6rLuqsicJT1gAj6lzKduD/EzKuDKTWIHMbDHMq9HKqQGYNyLkCsq+B7EZEfuOsVVdB3jXE6mvgq2tgdSOi4BZYeQtkNILcRpDeoJ9VDhLKDWLqQeQ5EF9iGHbx6Ol2qIa9w1NJ2+7oxZSAtFpkTp1+doleXiNYdVNv5XX9/Gsg5yrIvgJyGkFe/aycSpDXAHJqQXoZyK4FGQ0g6xoy+ypIrwXpxXoZNSCjCiQXg+xGZPbVE6dZf1wEf50i+ZfhiFqjhdNvJ58PtrsNM9BDbJyMQ+1n014zCVKBv4hF7RP4jHDpI1y6aIgoFzhPCHCTPJKc5SHu9XrF95QJsXKO1zDXYZhlPtiKHu+7PCMHqIUTYz1DzfHSNttBhrW0nSLn+8oE3ooeuohF72/zETyntt1xen4F1XrThvXAXdDkOdCGl3O8R3iB4k7iQItd33PL3sdo4c0ATnWITHhdO/PCr/k0fI9zx73vjtvgfayg1UbCcR3iuYr6ncd7nYe6nQaFjvJuzxEBdqjbc4znLOtxG+d4DvZQxnlYKYc4IiC/YruPstxkQqqERR5jug81oWSCjXBapJvPqzU68Q7NR/iJdzda1uQsafcc47r9cDILgaMCZ3dzr+j5Rm47fkzwTIhcQKT1dmMnhS5bjmXPMXLN/TLz0HcpuKi4iKTIN3wfGcdDxMUPC7Lhx08aNVTBqZkFaQ38H+BeQKjRyeVOzcwVlOJTex/jvRiF0TfNLF8auzwx9+JjfFhoOtOa1mZNYlvj2i38OKigFhRWduqnKajk11QKzK27zNw5y8gtsfHqt581GlV/aka7OYmJIjPRtA4bnzY0iW1GbXXyGB/gaKAaqrVaCIeGhmytbZYYGRstMlm4yMRoqaWJpZ2ZtYe5IxmDW25FibWkp1isWGscvmVB1L7FUVuXBW009luL9i2w8ss29U528Ms2IyUv80rCeAY2P3mpa/1oNBqoga0sTua2n2xXrDIOXD1/xaa5ETtnR+w0WPHt/Kjtc2P2zYrZj4w7AOIOIWL360ftnRe+fVH4tq82HHr8tEvngqaGU1qo/E/FjjQazYcPnxSK0d6eQS6nm8vpFvD7JBLJ5OSkSjVTlf+7qJ0Qwo8i8T1n2lMTdy6a3GlJYqEoDEsSE0VuN8MxnQPGGq6/5fIH1nzLp0YzvUJYHkGDW/e9k4pkZ4u77GgMCyLTktqFJnVZUlvQlDoTp2Iv6ts3kzrgtWHjN+bWjo5uXo5uXo5Yb1sczc7T390nqubq3TVbDpqTom18k219kpfE7l0Qe2Jh9MH5sUcXxBxeGHvEMmgd2i8bE7AaE1CICiiw9M839y8wo+ehAgpQAQXWfiutAnIXU/O/2BT+Wvz002e1cmpaCVVaLRxpWS+87visBP/kDKWzDjd4Hyd5jpM0Y8UviZIWiqSFIm+hiV4Q5M+9RI+8Bh94DNzz4Nfjmn/2bTgQdPuoT8vZkK4fg4eairUQqmZiWgO1H0Y7RI9Iknb8GAfHe0bxJLmhHOw9cC5gvn1eruckjyRlkIlUFzDPbv5SR5Sdi5OHi4xFa7jss8Dc4U6N35tuupxJlrV7vRk68vtvr/rTbjh/nScHhBBqP5Q2K/TSqkH6dZDZCLJqQMJFkF0O8i7r5VXMXnUdrL4CVjbq5dbr5V0AufWGeddBfr3eynJEbgXIu6aXVofMqQKZxciUIr2ocwYxF/QSLoGEC4i4CyDyzGzfH+c4fb3/x+IpqDlVyV7kdxIsP41Mr9HLqUDk14FV10DuLZB1A5nWAFIqQPJlRFKxXkYVSCzTT6nWy6gBqWUgowqZVKmfXAnSL4KUGr2YGkRiBQgrpuWVTb2dgkpIoCUC0+UGHptmBZ5CxBSD7FqQXw3yGkFuvX5O7aysqtk5NcisWpB7DWRf18+/AvKqQUqJQWIFIroERBUhE87NCfsRxJSB+DMgvgxE/6qf8DMIO2sQfNJvVdXDJ8O+q0tBqjHWSwAAIABJREFU+DmQUIFMKgbJRSCzBuQ1gPxasOoKIqcRmV2vl1uLyK4E6TX6GddA5nWQXjM/p9p83XXD7EqQXg6yqkBmJSK/bm7ObYOEWkReOcgqBqk1S9LPtLH/KC9/nSJRaaZm7ohaJYTw/Rt2f5unqBM73oVVcMnDfYFydoBI4DfOo8mE1FEWaYxFkghJEi5pWEiU8MkTAm9FD3WCT1H0uo/wSCKuu5htNdRmOdZ3Vq2CUAPV8N3km+7B5mRRs+sww2OE4TvODxwTBI/2B8mEATKBr0xIlQg9ZEJ3mRAn4RFkPHcR11nC8xwR+iu4PpJO94GXtv1P7Hh3nbtqKUPsegiVKhX8PDXGb04Q33fqfm7BuWHJfuQsfen8+oW3iOMh42BHWI4KgbOiy0nGJUiFzgqhrZTtLuvFyzmEUbbXiBAv66QMd3sMCN2kPNoQx62vxVHabMltpU6MPtQpavwu+g3h5Fhv0/LeB7ZDTJehLr9xlkv3U5/GmmjmS0JxeWx3C62xLqOmNkfCdRjhEd4JXH88m+eZFuYanYjPTvnbhVWTHIK0G6sQ4MQ8f/h5SqOCv4usq6B2RvzpT2TtP8Z/3XMEKqESqjRQo9VCzUet5vNw72Nn196/HerZt601Ou6JqYvQgsy19WFZebMtaGwMkYHx70J5vVzqOVlRNA2h8PR3TDM/PsqPsZTQ6uEPh+WqaXXPl2nNljgmisi0oLRYE1tscUwzv7srcB/fyqEaTkMN1Kp5XDYGZWVibLbU1NLU0mrhUss5Rqam5tbmtm4oD18MNRYVkGcWst445JtFK75ZsuLrZcu/MvNbbUHPR1GzUaQkS88wK2ygBT7F1HPFlRsPoXYaTn/UQrj/52qrqC9mh2xcsGLz/OhtcyO2UnJOnC66f/jcTav4wyD5gGHMzgWRe/UjD4HYY/OSjhnGH0QmHZ4VdsQo6cDKnRfHJqchVEG1Es50rZW/755ooOodVL1RQ1h/4+Wmg+fSv/wlMO8H1+T91gnHMAkHLWJ3YeKP26XuI+Ufj11zeuP2sqILd2VDo1Crglol1HyGEKp1TkVKlVajo6D8xVqaWsj9avvDubbNKAILQ2Wj6Z0ocgea3GVJZmBIDFNPhgmuOz6vf9fBof3HB3Yf4q3e0Ju1lu8ZyljkxjTzYmBInZYkJprCsCQ9ReNvWnqcNcIIbl7X/f+svHw02sHBFevk6mXvRrJxI5k7ELyXJ2q08P6TFxaEeCvfdDvfNFRQ4aK4o4uiDi6MPrgw7rBpyGZ0QB4qYCUmYDUmYLWpT/4yaqZVYGHFtSdBGbvNaBk2AdmYgCxTUn7+mhUTA/c+fdJOT09rtVqo0UpfFg7cdx1+6tV1nfjoPPHmT5TnF7zZtaTua/iB24ShB15DD7z67xB6rxE4tdT2cz73TvjX7w26+R2VUY7vriGxS3wZP/kNPfwNaqBaq9FBf7V2Wt7y5eAjnPg5ScLwesPDMx/RkpJdElPcKi/gx7kkBYs4zqFwHpJO/0iruuTTcc/7VjVVxqJIO3xbbpBH2qkKFknKpMvbcG8kv0LdNp0u/vu19v7x+MM7yfT0J4339gcgtQpkNM5NLzdILQPplSClAqRXIXNq9FY1IAobQWEdWF0L1tQhVtWCglqwWnfU6a+s1cusAImXQeoF/cgL+rHFIOkyiC0CcaUgoRTEXNKLvKznd9A6aJ9U/rHuSa9BbDlIKENmVYOCRlBwRS+vAZleDZLKEUnlILkCpFSAlEqQXI1IrQUpdSC1DqTWIFOr9ZKrEClViLQKkFgJUisMYstB9AVMRtnUGyifeG9kHQiMqHPc1iMDT4Hos8jUKrCyAeRfBfkNIL8B5DWAvHpkTh0yvRqRWg4Si0FiMYi/DOIuI+IuI+IugZhzIPo3EHXSYPlpEHwKLP9hdvCJeb6Hgd8REHwSxJxBRJxDRJ/VD/8NRFwCsZdBzDmQVgpWNoJVV0B+I8itR+TUI7PrEVl1IKMG5NboZ1wB+Q1NvJE137dZrb2FXndn1prbzdyxJsbrY1W9y7JvgcxqkHZjQfKlNUdfQiVUqT/rxB+0WginP2vhjKDlX6hINNoZFSmNUquF7yc6hzrcJSz3gW4fiTB4TBjxpj/1dX/WRH/MKJ88xsYOCYkyDlbOI0o49PEufwXHW94XOCYIVPDo0h4vMRc7yPYYaLWZFJ5SQ5VWCyFUvhrrG3yUIu60lXaRJTzfMUHgWHfIJN9bziMO8rFSDk7KwYn5FGkXUdHlIOnCyblYCcd9kIkb5uFfdRK7Ox2HH2P4D1y59QQxq+izCkIlfMe+wL/t1NOEGmi27XluNdxiO/gQPfzITcYMknJ9RwTuco7DKN9RzneQcZ3kXKyUg5NysXK+p6Tba4DtIeGTRVz8aC+lj+HU3+4sfOHQ04weeO4s68iA01ALp6D23WcINXBa+V7U94TS/dR2sMVK3GE3zHcb5bmMcK0VAkeFwH6k2260x35E6KAQOMt5zjKuyyuh40SP61iP0/iAw2ivi5SLlXG9JBxXETNSq/oAZyCXBmp0buV/dIv575LVmoJKqFLrmCDTEML3r1tCQ17kZkLYwzi45ZGpaxeaxLHx7rDz6bKgcazwLSifDnMCC0V7femUFkJZ5RmmmRMLRWtd5sJLjtVOyD9DKPhmXROGwkThmZbUFisyA+XFNKExtxVolG//fhttaW1famphbIo2tbBbinJcauWCcsQtM0Mvs7AzRTkvs/Y0cyCjPPxtCKH25AhbfKAjIdieEGJLjLIiJ6OpKShKkhUlHk3KtKPFVNVe00IVnIa7f7hoTs+cF7TOOHTrsshdxjE7jVZ8U7i7RDfqS1z/3eKQnQsjDyyNOeSS/eOy5MMgbv+chBNmEUcWJRwziN1rtmJj4lfHBySvoQpOq6ZmFr+gdgrCKbVGrYWXr7wMXnNiWdg3RqH75oXtmx21a3bsLmTYrrnRB2bF7EdGH54VeVA/8oBh3J7ZMZuWRG9xS9pfsOPs45fsmdmNdmrGFF6r6xr9Ufy/vylMvZp85O770NS9CYXnoqgCaxoLRetCU5goMgtF6UKTmCgiwwTLWOjKMvbsMvHkGBO7TLyYywgMS1InisxEkdloaieKykSRWywJt1DYS/PRD/bshxBCjXbjxm/MUTZOTp7WDi4kqu/l80VHjn7vszz21fjo/WdtGGKUjU+qtV8Gxj/HJGK7jn6xMPoQJmA1KmAlJqAQE5hvQslO3fTjw2b2vSedWggpKd+a09Ot/LKtAlYtpuSsWhsw3n/t40fN9PS0ji8tfVkwcN956KmX6AVJ1kbrb6I3V9AavifWncDXf4erOkasOYarPYqvO0qqOEyoPEK8cYbIukEYeOTef9tT0ODFqfTuOu07cPd7qBt8abVQC8d5Rd0NHoNPseJnRFk7SdyJn2AR3wko73rIr4WkkS6SvJMg7ySMcyhv+6jvur0nuNQ3QtIIkyZnUF5xqSNMmpxJH+3yEb9wm+Dv+7tOH4Twfzv3Qgthq3BydnIZSK8CWQ166ZUg6yrIrAOplSCtEmRVgbxaZEEDWF0HCutAYS2yoG4GXhTWgZU1IKsCJBeD+Esg/jwyugjEFoH4S/pxRYiYiyD+PDLmHIg6rx/83WLyzvprLXcYiiWZ1SClQi+rHrGqEeTWgfRKkFiGSCpHJlcgUipBSgUirQKklOmlVILkCpBSCVKrQGqVXlodIqUKpJaDpCqQWmGQUA5iLpimFL8a+dzO7ptr5g0Wkmc5rkL4nQQRvyCTK0BeA8hrAPmNIL8R5DWA7FqQUQVSKkByKUgoBvHFIO4yiC1CxBQhYi4ios+BiF9BxE+zAn/S8/sB+B01IO3RJ+wCvkdB6K+I6Asg8YxBzCX9hApkwgVkzHmQVI6IPwsyqxE5dciVVxD5jSC3HmTXIXLqETn1ILsR5Nw1KiiPPvJY/BoO9r8dVXz4qY7FlY/tLel4C+G2316AlCKw8jrIrAJ5jc2dYzqRRJVOVEOp0mq1f3F48U4HL7qwYyzS676QyYH0kd5kRa/fEIc4LPTr7yGLhK6KLg8xh6TgUMa53iMsvFhAHuHSRwU+0h68mIsdYuMG26wnhCdnlMG1yrGRvoGHySKGjbgTL+bSR/jecn6gqNdrhE0Sc3FyvpOU6yBmu4yw3QZ4nqMsbDcfJ2W7S1meIr7TYKeTjOcpbif2P7dhNlgPMc+qIFS9FvU8TOE8sOa+tO5rsh5sdup7biN8Ycd7TmLcJQmf4eRM7LjAe0xAGeERFHyCgk+Q83EKoetov5uChxvrxiq4eFknqf85fqjFYbDFZrjNbqjVfqjdvPuF9aT8mVYDoWZqGk6pNfDTa37fU6/eJtuhVmsRw2GI56HgeY7wnCRsJynHWcpxlHIcZVwnGddNxvGQcbAKjpOC7yHju8r4TlKBm4xLkPPwYo6TmB0N1e91XNG/w4s/n7X/EP9leKGC03B6hmWq1qghhMqptg1fXDG3l9Wefb4y656RA8eaznbwb7GhcSxpbAtsl3UgA0NrtSCIv9/5UTUNFb2chMS2pbiOZbiJG1UTmvdTEA7s2tRpQuwzITFRxHY0jbuM+tQUxy77TQunoBZqVFoVhI+bXhibWi5eijGxcDSzwVk606xxAbb4cFtihBUhEoWPQOEjrEjRdrR4B+8EVFAhJmQdKnT9srBvloRtXRS6fcmKzctCNmPo+Za44JrqBjWE5y42oHxzjIO/WZSwzyRq17zw7bPj9y6I2pe29SKE8LNmOu6LE6joLWtPVD9p72d3j8VvOLkwYrdBwlH9xN1zoncbJB81jDm8JGzr1/uK4HuoguppqFLrxiXa6fF3yjX7i4xWfKMfuU8/9qhB/JFZSUcQ0QeME445ZJ6wzT4xO+EQSD08K2b/7LiDBvFHEPGHkYkHQeS3CyI3o2J3f3GwdFD6RscfndIJieqc/v5J+f7HQzr6cbSLddfS/aG5+3NLfCeK3Iv2HrD26UN589G0LjSFj6ZxMLQuNKkLTWChCSwUiY+mdKEpLBSFjaZyMN48NK0bTedj6F1oUpsl8bElrmKh1fW8Ah2z9aefTplaWDo6YlHWdmvXru9saWltflZaXDLcP3D3yQsbQqg1PdHKL8PGPx21fM2imAOLog4uXfEtOiAPHVBo5b/a0jfPjJ7d1M7XjVoO/1JnSkmz8snA+OdhfHKW4DO/3eo7MdT48aNmelql0UCNekr+Mn/gkav4OUnUSpV3+oyy/MfYAZJ2eu9zCvch9eU1/NN6T8Ztz54n5J4moqjFb7Rr+UiH/8BTYv9d956bnvw6fNc5yuDdY3+XdP4wwhI0krob3PhXcMMPceIWupxBUXRSFUyygkGSd5JkTMJIF0nBJP7dQ1XeSZIzKHImVcEkKBgkRSdd3klSMChDzzyHHwep3vTrLAN0K0x/Lmv/tAr4B0+nhT838kFKAyK9BOTW6eVUgZwbIKMWpFeB9CqQUQWyqxD5dYjCerCmHqyunflcXYcsqAPZFSDlMoi/BGIugPjLyPhiEH8ZxBYZxFxCxJ4DcWf0Ik+D6HP6Yafn4nd+ue30k54PqJXVILkcmXYFkV0LUitAQgmILwGJZX+HFyC5GCRdBiklyOQSkFKGSKkEiWUguQqRUglSykByLUgtN0isALEX5sdd6O6bvHqjGbmQCOZ56dlm6gecAJGnQHwxIqceZNchcxv08hoROXUgowoklYHEYpBQjIwvRsYXI2MvI2KKkDEXkTHnkVFnQPgvIOSn2b7fG1IPG5B3Gbh+g3TfrBf8o17UBf24C4i4yyCuBMQVgdiiWbEXQfxvyJhzIL4IpJQhsmtBbh3IqQNZ9brDofB2G/fzzZaRnec7ax8pKp/wC3Y9fj0GhYNv+8Qfv9z78rtKAe6LeyDjCjKtzjC5tvDkMwghVH5W6hquWgh/N1j9SxXJv+leTLKGGZ5iFnZCQFUIwsT9Ib1C4nA3RcTxErNdpFysiE8Y4REG+O4KPmmQ6z7KJw8KCHIubZRHkwgJYi52mI0barUe4x3XrSdoNapRRW/f/cRhhpWY6SXikuQ8ooRLFfEJI0KnUa6nmO0m4pop2I6jHLJIYD/GdRPxHCa5WFG3l4KNFXU4K7jEbrZL34tl3XcwcvZFlRaO9r5gN3j3P3bufWLR98Kmt9lmsMWt+4V1f5t93wtC5z3yk3riy0Z8xy2soMlzqAs/zMIPdOJ727x62wj9L2h9z717HnuLOlzF7a4jbBcpw13WZS/qsBJ1YgRPlwzxd8/43kGVVgvfjTb1PXXpe2E7yLAXMV0HeUS5kDwixI8IyAo+Sc7Dy7heUi5WwvaUsL0kbC8x213KJ0r5RIkALxeSFUKfEQFZwnaQ8eKg5q3uoa6Caqj5zyf0/13dCyVUQp3giUqtW3GQXa1+stD2sanTQ4zHAxNnNprKsffvsKIJ0D4stHebBaXTitxiiuflZ8HP6kkIX/f2DBSdGa+qhKqPKgjfqeDgnq0vUJ5tdp5sK1KHOY1r6lPvRZT3sNW/zxo0UHv33oOlppZLlmJMLJzN7clo90C0Z+gy72xz/1UWy9cvC/l6adgWk7BtJhE7TCJ2zI88sCDqwLzofXOi9htG758XsWdJyBaz4A0WlFwLD7/6ymo1hN/s+sXYb61J+K7ZUbtMQrYZxx4yiNq/KOJw+oYLUK3VKj/feCTqHpJBJWzvGF7+xc/IiN368UcMYw/MSzowP/EAiDkE4n80iD8SkncEfoJqqNJAtRpCqIITI69zNh4w8lu5IH7/rIRDegl7ZsccmB21a1nU3kMlLZI30x1CSUjhD8bh22fFH5+dsM8wbpdhxL4l8ccWRO5eFL13bvi+RSEbIwsODg6Ma9VQCdXTv/et/ln5/sdDOvpx/PGzh0udnph7PkDhn1vie9G+Imt/uV2wwiZIYr9CZrtcbB0ktg4asg4UWQUOWQeKbAP7bfx6rXz60T4DGN9eK59eK3ovmsZGk9ssiU0o/DUTp+qA0OnpzxDCl60tNrZODo6uGDunrVu+/eH4MQ8P0ratu0ZFg7fvPLTGh9jSE2x9km190zABWYvDty+O3IMJKEQFrEQHFFr5F6J8c2wCsnnCYQg1u34oNsInY3zSbH0zrX1zrb3TUOTU4tOEicGqdx/Vnz9Pq1Qa9dRHaXP+0BN38UuKrN1/hBk8zg4bYwfLmdSRLspIF0XBJCoYun4DXt6JlzGIknaarJMmbSUPPyP03sN2X/XoKsYO3NsDdRoqH0b7bkcJrzn33/bkXsWyb3j23PGSPKfL26kjnUQZE68zNpN2eo10URQMgoyBl3cRddhCzqDIOkmSTpqikyptJw089hy47z5wz0naUaBSftKB+//18EKt2fTzc5B1E2SWgKwqw5wKkF2PzCgHmdUgsxpkVIGMCpBTjVhVjyisBwW1oLAOFNSA1XWIlTUgrQTEXwTxlxAxF5FxpSDuIki6DOJLEDHFyIQLIOEsiDkHos6D5af03TcTl6++wnhlk18NEkr1kutAUjlIKAXxJYiEMoRuOJJUDlIqEGlVIK0SpJWDlFKQXKqfUQVSK0F6DSKlEiSXgpQ6kFqun1wOEi/pRZ1rapOUV9wHBlgw10vPJtUg4Cgy+m8g+hLIqAOZtYisOkRWHcioBsnlIKEUJBSDxBK9hBK9hBJkfDGInWldICJ/A2GnwPKTht5HZ+N3zvX81tB+/Sz8Lv2o30BMMYj4DSRUgIRSZGIpSCoH8RfmxV0AicUg6jyIuwiSS0FmNcitB7lXQHYDSK/Hrb3e8+r9+TvCG48m047daBROGK5/cqhM0MWfrr4nLL4lfjUNo3c+Bmklhmk3QNZ1169vT7zVQK1K13PVaKFaM6VD9n+hIvnX8EIDP7xmixheErbXkMBTJvAa4+BlnW4yrpO820PRTZByPeQsfwXXUcLxkLI8xWzaqMBLyqPJ2DgZmyjiE0Qcj6Eur8EWqxHuQY1OIF2jHVX06eCFpAsr5hHkfJyYi5dxqDKWyyCbpGCQJvk4STdWxnSVdpHHeC5dbaSBLm8pizDOth1l0wZbif1csqjLofu2lYJxRquBiq47nGL/oft2r56hBp+h+1rMel44i1vdJM2o4WZbuTBAyIjquru85Rrtab3ngyrXO6Vuj6pJbTcD2Q9DhU2xgibf3hafIZablEeRcFzFLKyI7ShhOA512g02Ow0xM6Dmw4w2BNRMiBp6n1kNtNgNd7nI2DiRkD7S46fooY/2+Iz2+Ix000e66SM91JEe6mgvbayPruihj/UFjfQGj/YHjfYGjnYvH+umy7hOMmGSRvMWatRQq5wBXv9I1v5D/P+CF9NaqGuoabS6R96EuM0n6K6x3f3Fjg/Msa0oss4ElW1BbrP0Y1hTmWhPPsqvyQo39ksJnJr+CJXKae00fC2vvTx08TScHJasKniGpraaklloQoc5rdWczjy2RQuVKqic0cmHqiuN9SZLlpqaYpahXSwcKChsiA053jIo3zJkLSpig2nkt0sity+M2jU/avfcqL1GYTuMIrYviNo+N3rn3Jg9i6J3Lw3bYha8wZKWuxCDrSstU6o02w9eWhqwfmn4jgVR2+bE7dZLOgTi98+P2R+/8bRaq4Lw0/OW4cPfNQ70j6mmYNU1hnfuaaO4H/VjjyNjDhrGHzRMPKYf9x2I2k/O2Dkx9nZa+UG3zKNVweO/Vi+iZxjHbF8StXdJ7F7DhB2zEw4ZRu9dEr4vfdOF0ZE38ONU+zPBsxfDCZsqjPx2zo86MSf5mF7c3jmxB+fFHDSM2Tk7Yd+C4E2Rq7/r7hmHWpUGTk8pP+tsEP8p+f7HQzr6UXb9zj0juwfm2Mdm7g/MsWw0VWwdNGITNG4bMmkb+sou9JVj+Gu7sEmH8HG7UIVN0ADGvwfjLbTy5mPoLAyZhSHz0DRdD4ODobVYEm4vc6twIXwYVWgh/PDhQ1DwCoyVnZWty8qc3J1bNi3DONo7ez24f/fOnXs2+BAbSow9PcHWN8PaP9M0ZLNJ6FaUbw7GrwAduMrab6UZPds5aFW/ZPTd+8+eEWuXUVNtfFJtdfMU72zPFYnCu64jPUVvP6g+ffo0PT099eG95Fme6BlW3EKVd/iMdS0fZQXJmVQpgyxnUOSdJBkDL2ESFG0EaTtJ0kGQtBElHQRpO0XaRpS0kfufevXexvKqnIcebdVdnApWEb/Kuu+mW999z+FHngMPvfg3PYVXSL13feQMyjiHqmCSFcwZ31Rpp5e8i6hgEuWdBF0DQ8EiyTt9RM0+ww+Jffc9hh66Dzxy771t/U52D2rh71KyfyZr//RK+JOnU2mzDz8BidV6BXUgq1Y/rw5kV+llVIGsGkR2LciqARlVILMS5NYgVtWC1XW61oVeQR3IqgAJl0D8JWR8ETL2EjK6GMScAUmXQEIFiC1HxJ4HEb+C2BIQVYRY8TfguHq+deCpBp7H6isgtgiZWA7iS0F8KSKhTC+pApFUDhLLQGIZSKkAiZUgvRak14CMKpBSrp9aBZJLQWo5IrUcJJeDlIYZeJFcBCIu1d3qLi65DRCuiEVEPUwioO7Ri/obiL4E0mpBZi1Ir0GkVYHkCpBYBhJL/s2RUAziLoKYCyD6DAj/GYScBIHfGVL2GWI3znZdp2e72oC+Xy/xIoi9DOIrDGIugLgiEF8CEi6C5DKQUAniLurHXUTEXQIJRSC1DGTXInMbEDmNILsB5BZH7Hn8Q7Vwd1HfA87wE7ai4d44Ym3tpTssl01Pko7eW7GtXn9VFcgq1supQGTUIrIarj0dgFClglqtWvfmMsMX/AsVyd/hhVaj1cCPb7gSJkHCJog4NAWfIO7wmOD7StkkKdtjnOPxluMq7yLKhfavepzkXMqojpLJ8ZB3e0pZXmI+RcLzHOrCD7ai5Zxdmt91HkZk/T1344cZVlKWp5jvJeNhxVyshO0iEngOD7j3cR2Hup17ha4DLPfxbntee8gCT++ogpg33SbDPOsBAU7GcpF2OkjYhO5H9gr2rxr1VN+DHwQXqdwm8tMrK+RsE+lLC1GzW/9Lh/5WN3Gb03C71dv+7Mn+JLkgeJDlJWy357e49DO8pewYGTtFJqRKe23kPc5iLk7CJQ3xTUQCi2GOm5Tp0du+VNxmP9jqp3ozpnuJhfDTWP/l/mcWAx12w2x3BZco6/YZ7fGTCqi6FoWUT5QJSHIhWdFNGukhj/ZSJoaDJocjXw1GvBoMH+sPVQiXK4R0hdBVLszQaN5DjVKr06L53eP9T2btP8R/FV5ofyeUqqAWQpVGDVVqCOH71n0bbqFdHpu531vs2o6hsuz9hChapyWJb+7TgSZ3YLwYFn4sc0qrE2Xg223jF8/KSs8P/nSQ5eLNwhC7AlMF5h5NFl7dVn5MFPGlFa12oR3jb9uhZkq3paKEKgiV9dUVpiZLTZZaLLNyR3kEYqiJNgHZZisKzUPXmYZ9YRy6YXHYxiXhXy+O/GZJ1KYlUbsXRe1YGL1jTvRuw+i9C6L2LQnbtiTwKxO3yCXWHnUlpdNK9YHjpcb0VSahWxfHbp8bs2tW7OFZsYfnhe7yWXnqVof4AXMoee1p86gj+LQjP5XcY/GGym83O6Xv1Ys5pp98Zlbs0XmJR2aH7zOI3oOJXNs3KINaFVTCj3D6+sOXritWLYrYPDfuwMLIAyaRh5bEHTKM2wFidhsmnJgfui9jd82WQ5Xniu/zRa8fPhfkbTtjF7t7Tvg2/dhthnE75kTuWhx70DBm99zE4wvDtscWHhENjkIN1Gq1yr8YtVNy9dbdRY6PLXGPLfAPzNw60GSRtb/CZvmozYpxu9Ax+xXj9ite2YXK7UMGrfyEVt48NI2DoQksyQJLMgtDZqOpAks6D+3NQ1HZaKoQRXtuib+8zK734UMIIdTCffsPmpljbO0clgcFH96/z8HZw9LK9dyF87dv37b3Wm5DibKnx9v4pKL9M8x4ICAMAAAgAElEQVRDvrZYsRHjvxIdkIcJWGXtV2DhnYUNXzMy8kYx8so9eCWKlmrjk2pDTbX2zTQhZuetXjHe4iLjn3v9TvXu3bsPHz+/f/1m+FH+cBNW3EqRMXxGWD46VoSCQZG2k2QMopRBlDKoo+1ESQdB3oGXtVHE7WRJO17cTpa0UaXttIHHOF6tvejRRgihRqUWNubw6xy6b7r338UO3HcfeuA59NRr4BGW2Uhqq/IW3qLIXlJGu4hjHOIohzzGpoyzKAoWXsfGkHWQxS9oQ49IQ4+9JM1YcQte3IwbeuY5cNd2hPmNBmp11gN/Lmv/3DL406dTa2DwlodWa67NWVk5f+UVkHEFZFcjs6+CrFpEdi0yqxZkVIP0CpCtI2HUgcI6vdX1ernVILkYxF1ExF1CxheB2IvIqBJE/FkQfx7El4PYstkRv80JPw3Cz4PAUwb+x2fZ54FFhK0/3Q38+i6IvKCXcBmZWIpIKEEklIDEEkRSKUieOWZHXpyVXA4SS0FGLUirRaZWI5PLkGllILUcpFSAlAaQUq6fUgqSSkD45bMljKrq+0DfTc+YZGCdDIg7EBEnkdFFIKUGmVkH0qpBSsUMcPnX2CKpBCRcBnEXQfRZRORviNCfQNAJQD9kSNyu57IGYZcHrAuA/2GQcA7EXARxpYaRv1inX1yQ9Bsy4je9xGqQVGaQUKqfWIyMLwLxl0BCMUguB2mViKw6vZwGRGq94cpr31/u/f5yb0+/Ju27lrVHnoCsGsPkKpD/EJFYYZhaD1Lq9NMegNxGvYwSkF679ddmtValgVqdHKQWznib/HWKBGqhVqtWwhl48emNQMqmSNkkicBTzPMdEngP8/Aynue7IQ95t5W8z21yyF7W4/BKiJ0QOI8Ivcb7PEZ73GT9DgouXibwVgi8xBzKcLuVjLVF/TtbXi7pFd6OHWZYydg4EQ8n5bpJeJ4ynv0k13WyDz3Co7zqxb3qW/yWh5NzrXpawgGwo0cmv+51meTjRZ1YGZuo6MRKmIT+Nnup4JwWQtGdI0MVyw9/v2K2tfWJ42mDnU5jnYsGWx2ErR6il57iZscRTvh4f+xYb6ii218u9BnpCRrvCx3tXi5i0eU8dymLIOnCKfgeUo6zpAsnZnrKee4ivtVAh/Fwq3Xvc6sP0g4VhBBqoFY12n16oMl8gOE4zMaOcvFSAWVEQB3meIm5WDEXK+biRBzP3w8PEcdDJqQquv0VPUHjg8vHB0JGupcrhHSZ0F3RvUqt+Qy1aqh7nutwxT/P9+6/DC90X0wD1VqNCn6esZzRvmMf3nRvvlWTqfv9JW5dFrQOG28eitplQxWaUVotvDsscZ3WPgw0nWPu9tLUtd3Kq8UK27HYkYvy7lyGYy4lcS2cWzAkroUPw5JUZ+HyPXLujx426kHBjDImVEKNsqqy3NTUbImplYUTxYYWjwnMN1++ZmnIBpOwr03Cv10SvskofPPiiC2LI781jvjWKGL74ogtS6I2G0VuWRSx2ST8W4uQLyz989FuK5ZYOFz65VcthAePly7zW7M0fMec6N0GcTsNE04YJh4zjD84K/qQYdyeBSmHDCOPg+hDsxJP6IXvWRR/aFnySaOEnwwTj4GU7fMTfjSM22MUsXte9D6b2G+fPWdBrQpq4bDitXdUjiklzTR0k1Hc7lnRu4wTjhiH7l8Ys3d+0lEQv98g8YB+xN4lUXuNQ751zTh+5OSVPsmblq7etfuKnFKPz4s/jPw/zJ1lVFzblrZX4Q4JwaugcLdywd3KKRzi7m4ESIgLcYUECxAgOZGTk5wYEQgupVjwEiTugZL9/aic27f7dt+v+96WM8ce9ZPNGHPtvZ491zvfychWZ+40pmRrU/K0KTnmUWvS1hz6+gVSqkQ3/035/udDPPlVdOv+PQ04L2v5RN2zJ0j/JivUqF3oODJ00jHqtUPUG8fo184xIqfIXkRANyJAYEMSIoh8OIGLIPBsiQI4gWeD58DxfDiJiyBx7YhCBFGAIN4wcWwqvARBEAQp2lqbHexdkc7u7h4+Ods3JyezbezcSosu3r592xkV5oiLdiIxHAOTkMHpVpGrbMKWI4OzbIMWIYIXIELmwYnp6IQV3758HRqdcAufhyAkOZDT7AKTHcipln6JledJb1o9pIIzb97NvHv37v2HT68n3ww9mqvCC2krQdKOkXYSpJ0kaTt+vB0raUVL21CSdoyoDT3ajn3TgfnYi5a0Y8St+LFWjLiVKGohjL7Edd92HnmyXAkpPkkGO89H9vzi8+o3v1f3fV899hmsQw3V+Q4/9Rl6ju28G/joCuH+OeKji/j6clz7Lzj+bRznFrHzJol/i8S/E8S/GTjwxH+sCSXtQI22o8fafEVN2JF6j8E6t5G6kJnpr3/Mp/5Hsvbfuwz+4dt9/PoDt+bRtoqB5JPPl17iw+b/DrKqQUoNyKwBGTVqGTXqadUgtQKkVYC51SqNp/qiWpBW/i9sQS8C9CI1eoUmqxDQzgB6CYi74JVeGr3mV42Y4yZRBWqoHTrwdKDnn7npMmXLPRB7To1epsYqgyWW/SwkJJYCdhkssQyWWBa34Xe/lbfVGEUgpQok1QBWJUi8ClLKQMpVkFwBEn8BSVe12GUgsRTEXD1w/Nmzhi41Y39g6KvvPlc75ACILYAlXAZJlSCtGqRUgp91kVJYYhlIVIFFCWCWqPQisLjz6tGnNEOOagQc0MLu1PJaDZyyADITOCxTizwK6OdhlItqsef1macqG74dqR2CxZ8B1HIYvRiWWKJScsDoxTB6MaBdAYxikFShllED5t8DyRVg/rXkXXUhu+5pZv0CmNfBvCr1jBKVsYdeeo1mci2Ydx2WcRNk3QRZNUn5DT+/V5QQBEHyn40jf6JFAimUCoVsBoJU9n3fP/ZIeWQJDzcmJIp4pHc9AVN8x9ev/G5dj01exHQOj1+6OWvp+qTl21K7egPT19Fy8mPjUpmp6xmT3ShJd+BED0oiCBB1OIx1rp2Ry1TH7uLR3p7fGGOd9uN81JgALeZ7i4Uo6bBXyxP83NVrrNARDoExmw6kjfR6djdE+KZSgJYNcCOEzqN2NWDeCwmjXd5jXHdRl99Qh914d4kMgkZ+PzNYQV27dRWOToHjY7ZmL75dmSARug63Wo289Ol7aTnCwb7uY0z1R0t7iaJuP2kParwXL+0miAU4Ec9LKsBN9LmJhU7SXjspHy8Veo9w4YJWj3GO7VCjS+9zq09D16dVs3NlkJRfMNRgNdDhNsL1meKhpEK/KYG/iOchEXhJBD5SoZ9UgJIKMCoRhkTgO8rxHONhREL8RD/x9WDwZH/4eB9ZJPSa6l+p6p5TVbN+nsIr/9u+Zv+zePFzKq4MUkLQD+gzBEGQHJqYGnzsj3lg6fr7bJcnSGybJY5rjm2xJ7Q54JvtsQ0O0d1W2F44ps2O2IFAtcHJXKvATrNgjh252YrEQZDa4eHNdrguW1KbLerZbM+DuiZHDfSPa2hzSy7+ga4zEAQVFV0xNDEzQ7g54WMcw7IswpeYRa2xilxhFbXaImb9nNjNJrFbTGK2GsduNYrZYhK7ZVbcZrOEzbPjt5jEbjGN3WwRvdYibDHcEWdm5VB0+pxMCe05VGERutIoOhtG3WPIyDGgHDCIzTWm7tCm5MEYewE1V4d+WI96RI2yV41xSINVAIveY0TJM6Lm6FH26MYf0GZmz4rfqRedYxm98cH9dkih+A4ps5cfsvKIMA9LtwxZaBm2Yg59kx51ozF1qz51u078Hl1avh59tz5jnxZlpxFrl1Zsnm7Cbkzy7sPHr9/4tY2x/oJBdK4+/ZA+LduEssOEst2EtlM3eotV1NozlY+VCujvmrT+H7wUxL/ev6tmLTpXpIQgwarN9YYuA/Yh4/ZhEw6Rk47Rbx1jJ+0jhQiiEIHnwwlC2wA+nMCzJXIQJC6CxIcTVN0lHFscH07i2eD5CFwvglRn6Pp4Rzak6pVRKLLmLrS2srV3cImIiDh17HDB4QMvnz28Vlnl5B/qjI10IlJV8gub8CU2YSuRQQtsg+chgzOQgXMt8UlB7E0KOSTsHbQPZCPxSY5ktkNgmjU6PYyaMFaPEde7iTgFU29+TE1NSadei8ckgw+zRuu9x5rx0na86kBE2oGWtGMkbThJB1bcjpG0+ovb0K87Mc9uBh7KxQ+8xEvbMKI2vLgVK23GSVqIrx65DdUtVSghSWddS0FQz030RJ3HWJ3XwGPvwSc+w3X+I49RQ0/9JtvDprri+uuDW++S6qrw90v8fiv2e1iJa7kb2vuc1v88fKQJJ+30k3Sixa348VY/SSt6rMV/tNF35IXPq0den6c6/jOHo/9R1v57l8E/fLuv3z4S1j2qqRNdrev59YVIM/MuyKrUSa8GGdUgvRqWXq2eVg1LqQIpV0FmFWzhddjCGrV51wC7GFAvqdOvqDGuAFohYFwGtGvqjIuwhBOAUQLiTqdtf3Di6iicdTpo5XU9TLaueRrQwVAWHmRtu6kef16NXgEYxYBVClSgwCr5C17sOtFG335fl3oasMtgydcBqxokV4GUqyClFKRUAtYNkFzxB15U5uz9fWBkUs8CDzRdzVArrBiFanGnQHwRSLwKUqpAcoUKL1R/GbDLALv4DyAoAgmX1GPOaUWc1Ak8pEvcp++3VdtlKUCmA2Smuvs6nYTTgHZeO+GidlLp+jPt537hHS7jhK29A+Ivq6fUqlFOgsQSwCpRZ5Zq0ks1aCUwejFILAUpV3VTqkBmNZh/HSRVarBKQMYvesnVIOMqSL8OMmvA/JsgtQbMrQapN2GppSDzJkgvi85u/iiTQ0pIroCUium/2ED/eRbJv+CFUq5QQj8+9Up5ZCkfLxXgpngkMc9FNICuvZU4y84BWPrZRgeDWZYA2HpHBLW8DAQWvnrAAhh7RM+jTHb7iwSBUqGfVBgo6XIcaV/5Y2ZaVbERjfT0/MYQcxwnhbgxAVoi8JV0Y5tehLlHxqoDC2RsqHVIrDawo6xIaXkeiaLF6QATTXgAOpMx0BIrbbebEvj38/yHOb7iDrvPfZXfoemRFyWC8ojVi9NqfgkmprCAm682wvN2JWW8zX6o2am/w3X4pZ9YED7eEz7eR5Z2EyRCwhgPq3LTGhUQxL2YEV7gk8ok/sugkX7kcJ/j/bLYhzXxk1yr/kar/ufun/prfkCyaQiC5Aox9+hwg81Ql8coz3+K6yvl+7wReksFbmK+p5jvLRH4SvhoCR8r4aPFPJSY5zfR7TMuRI/x/caEvtJe/ERfyERf0KjA++3ABgj6eRQ1A0H/Z3ghh1SOkz8nqsnlchmkGM5Z86uF82Nzjztmbk3m6DZLXIs5+oUdhg8ndNgROuwIXbaELltSJ4LYiSB2wAkdcEKXLanDGt9uheu0IbTbEluRpGdwzK9zPE7pWh3RMyrQtS7QNbgXFwIpP0EyVa+/rOjCWYNZFhZeocjgDERQpk3oYovotYjI5ebR62YnbDCI3KATvlM/fqsxda1Z5Ebj8M0mlB1GCZvN4jZZRa2ziV5jGbLIKmS+nU+8vqX9+VPHISWUs+eyadgqg7hdOrR8DWa+JnP/v74OajAOaFP36ND26dD26dL36zAOatIPaTAOwegHAT1fg7FPLzZnVtxu/ah1N+40KuTfh/tHvAJYCBQNTkxHhCyxjlhhFbt+Tty2WZRcXfoOA2qOPiXXgJpjQtthmrDdgJoDY+3ToO7SSdhlELdTL26HNiVHm7FHh5avR9mrydhnEr/VIm67Ycwm07A1Xqn5ohEIUvzbgZl/bcP1v/9SePPo6QN9h8Ejx7ibcofOFr0w9xq0CRTbh046hL9xjJ50jBqwCxTY4nk2eAEigA8ncBEkvjmKO8ePa4XtssS0zPLsMPPlIggcOJYDJ3IROD6c1DLL817mQuiPcclNTS0Ojs72zm5Ie0dKfMKZE8eePrxfW13j6hfqiIp0wcfak5mOgSmIiMU2YcuRgXMRQfPtAufaB2VZYtkxmTuUSmU7pw+OZdkR6Q7EVFtioplv4tWLIR+4hOEXbmLOoYnx9yKxdGRY3C8c6H2QMfrCS9KCH+8gSNoxknaUpA033on+IsB87CF96MZPdmFErajvQ+SMuSig5njvatDXfuxYM1bUghM3okQtuOEX7mMvl88ooZG6irZjYcIbmPztqKZav/GXPkNP/IaeoEaeogae+YkaSW+7mW8FEW/5YVJOgLQdP9ZOmOJHvuPFjbdFTHbiJZ1oURta2oEVtfqK2tBjrShRM3qswW+03rv/AfLDcK0KLpTQtFIxrVBOyxXflYofP/XefzXQ5l8U4H/gyJ9n55B/VxI23Vl9pO3KvbEX9Z9P/daisbgGpFWDjJsg9abGvF8Bu0Y3vUqbfRmkXdPMKgFLa3RTzwBGFWCUaVPKQcJFkFoGKIUg4ZIavUyTWohZctMt8TJ9440TpV1rj9Wv2v1M12sdQCYCHVwkfVfSxvsgoRwknlUJLf/2Ym5/HLbxt0Xbfy9+PFH0ZISx6S6MUQnSygH7qha9WnWAos0qBswSjZiLq3PufPj01sQzBMB8gEsqZvHl4AWVIOGSOqMIJFWD9CLAugKYZTqUGpBcBWjlGimlwaurjVgXQEKt/8KyhLXVK/Oex64oSVh6ZfHx53jmIR3kPNSSYvy6KkA5DqglGvEX9ZhF134bzT7XdKT61f6TXXqxBSDpombCXcCsBswqwCpVZ11So18CrEqQXAsSy0FSJUit/qkqzagBGddB5nWQUQsya0HaNaCSs2RUq2XVqsSzellVqB0N059mZJAMUmkvZiBIJvv7WfufiL9nq6WEIMV3uVIGQTOQQvn968hYd5iU7ysRBIzwiWMDfh+FuODkaGDmXnM9/u2A6aETccDA3TY6nvs8GtgjYShc/S3G215fsRAj6UZLuYRRAWmcj5Hy0+TyT0qlHII+T7wWc25mSbhOQ904CR89IvD73u28OjceaNgzV2d97zb71OPmFE8HaoiyWqakK1BTD4lNjn3f6zIhQEvaMWNcr+Fu9OtW78EOpFhSC81A4vZr/eWMnXnJN8piaQvnY+JTDQLxwA6dtin6AwfxrsXyVZvfII/wgYcT93qM9riJeagxIXFK4CcR4qf6PCd6HR/VsdRccM33aR/6Zs3dvAxo2AMnzOMHMdJmy84nlhNDNyCFygtKMc7fNPgcKRUGjvH93nS7paxLC6enjPB9xT0uYoH7OA8/LvCVdKOlPLSI5/2WgxsVosf5QeIe/yme22sublDgOzkcIuJ5vO3PhmSq+RiqI6MZVX3kH8va38Z/Fi9+KmJ+Nt8rlEqlTDHTvCDxxmzkizmeD0zd71v6PJzj9cQW88LKr8nMV4UUXbakLjix04bQaUPosMZ3WONbbQltCEK7LbHdltiCwL+wRv9m6nFN1+6KLvyMvtlJPasCbcMCyzljrc8gmUIOKSBIceH82VmWSDgq1jY4CxEyDx6x1DxyrXnsJuO4TcaRSz2o6xZsuXip9lE9p7e4vI695aJJ1ArdmI3mMdvNw9aaxyy3jlroSM5E+iYYwZ3PnjgGQVDO3iumYasM43N0aPmAdRIknQIpZ2DJp9TZxzXYxzQTj2qyD6uxj6ixj6glHlVLPArYBYBdAJJOgOQTmsz96vS9RpQ9JrF5hlHrr5Tfh5QzG9ZuMXIMg5PTrMMWW4SvsIhYYxaxzjRmk1H8ViNqth59ty59rwF1j3HCTmPqDgNqjg51tz4tx4iaY5SQaxCfo0XN0WTmadNydRPydBj7DRO2GcVvM6Fnm8VvN4recLyoTlW++Guk+L/Fi8mW9ntWPoNHT9XZ+LVlLGyKYHZboyV2IZOOUWKHiFe2AQIEmWNL4NtgOXBiFwLLNfHsITN6aXM7nIhdzsGi86UDmWs6zX14NngugsSB47vgxK45/s2RyTNyGQT9VPkUFJxA2Do4u3g62Ls4OrimpmReOHfe1S/YER3mgo1xJLOQAYnwiKWIkCV2ARm2wQuQwVkOgenW+ORA5uoXLfwF6/daYRhOxCQkPsnCP/Hg3sgPfNJkF0n80nu4defA0Fth/yCXy71/91HnzURRi4+0EydtJ0rb8eJ23Gs+dvBl4MUj6J1bfU4dxvY9J38UkB7VkkKC/PVMnZYvx764iZvowEmbCOJW7GgjXvTSX9S6+uuMYuhhGe9EWPE+kpOPL4uGullIGG/CDD/3HXnmP/TUf7TOb7Ij5oOAMskPm+QET3BIk4LACV6ouDNQ0kEc7wgYbyOKu3CSdsxEK0bShhO3+o41+YzW+w4+9x184iVtzZzqy33DXzXZMU/SlTzZnjjemTzemTzOXzjVs/79q72fxm9D06/lfzyvPx9c6M/VFCCHFBE7H8091raztLPwdu/9pokVxxsXHRUsONhomFYDUi6Deb+AtEq9lHK15Gsg+SZYVAPSqgD9ImBfnbvnoWbyDW3KacPkEg12FaBc2Ha6+Vnb699eTq7b/eA593Mdb8otZp+x92YdOA2oecxfvS817xFgVMKoRT8PKf4GL+49Hiq/3zs8+Wn7uc4l++p2Fz/XZFQARhlIrtRmVYOkcpBUoc0qBcwyzZiLy7bfnPkxDUfFwtR8dNxSI9dURi67DqiFGvQrIOmGEa06cdPTwzdbj5cNuM67jVl670b7xG8vJL82TURlXLtU8+r3F9JzVa/apV9XHahbcrJh7qFHqLSz5K039IO2gvjjgFqiRr0EqMXbTzTeedFX/WSMuP4XwC4C7DJ1eoke9awGswgkXlZjFgLaJUAv1WCVGLAvwVKq1FKvwdKrYWk1sIxaVYssSK+GZdSC9Jqf7lsZNSCzFmTUwLKug/nVHrsbv3yd+a78Dv0c1/jzifszLRIIUv5Q/NE9OP1tfFQQJ+WhRzlhUz2o8e6g1meB2ubu7gmRn4T2r3vR0h6UPprsGknhPo8BcxwyVyV/7Zsj6SGK+DhJN3qcjxsVEMb5OClv7sz0V6USghQz0smx1ppkKc9mpNtVKvAa6/H93AOPW0jV1vSof0J52+MlGTA7c3IJABZrsxeMdVHV9R1QbOqk0FYqdJ7g+Yq4/oMc914harzJaXLgGvQDev/qYff1oI25yQWn2BHp7MzV89Zkp8zGxjiQGZUVzCf3Ino6PYdbQqaEAWKBi4SLkfDRY9zIN/0BE31uX/ik3i6v2zfTgJkTY82Ko8eitfH4jUeStQlRm7dQX3cgRurcPw8IIOiHXDYNKaBR3mpxp8Mg11H6yn6C75CwKNE3IrBP6DXZ6yLu9v3a7TImJIpeEcTdBGk3YaQH87o36I3AS9qBGu7BTHLCXncH9/QQP3J93g3mQ3JIphKNKyEIkkGKGcXf5Yv/IWnnT7yQKeSqaSAK+cwzRtQ9M+c6E9d6M59frLw67MnPLP3rZns1IjD1Fv4vrdAtCHw7ktRhT25HktrsiK22hEZbfBMC32CNeWHu98zcr87c94GZ930zrzsmzjVGjsWmyCJjy/3qOm0nDkOqEWoQdPr0aSsHTySJAQ+eaxu2yCZquVnUWrOIdWYR2zwS1lfdb4RkquqKElJAMwroWHWdA23L7JD15pFrZ0cusAzOcMCl2qOosxw8Th47KldAufvLZoWtNEzI1WHsBSkXQNoFWPpFtZTT6olHNRgHNBn52vR8TWaeNmPPz4uer8nI12Dmq7P2azL2qdPyDRN2G0TsMoredLn4nlw2jcUEWHpR4OQ006As09DFFmGrrcLWWMWuNY1bbhqzQ5+xR5t1QJe6T5+yW4++W5eWZxifY0TNMaLkGVH26FD3aND3aDD3aDNydOnZ+tR8ffoOLcp2XXqOCT0HxG0iZu4eEL1W/hH/KiP/9Xz/8yGe/PpJLH5g6zd5++77p0/rY5PaMhZyzDAiZIjYPvyVbZCqK4Rji+PA8Rw4nmvqO7Jp9/T7dzMQ9KG7581vDyEl9Pbx0645/p1wHB9O4NgSOHBi1xz/TiLl+7cvf7igQiMjI97evvZIZxdXTwdnDzsHVw9/orN/oCM6zAkT4URiOAUlW0UstQxb5RCY7hCQCQ/MQAZmOgakI4nJSCwdjopzwbNccPTZXrRly+M+CQMmuvATnWRxo1/Ps3V87lB7W0vDy6ayiutt1czXHb4THbhxDna8jfiag+96FIYJ8Af6zkZzPIC+sy/Gh18XRKFjDWY7mNk6api4rFiCe8dDi9rw4macqAk/1uAnbV/7/qOiv+6a8GTU+oUBl44QVi0j2Hv5zcvwHW/BT770HXrqP/zUb/QF7i0/XsoLnuCQpJ04CYcoaSWPdwSMd5GlHdjxDoLKWUvchpa246c46P4GlKjeb/QFTvScPPIcO/bEZ/ip11g9dqQBK27AjjWgRht9xY1+Iw2ooXqP0RdeY61R7wZOyGXf/tg3fr42/jw7BzQNrT3enrzv2enKoX3VfZkHnxbX9d9tmCi8I1hS0LLlChe/6SVglsCSa0B6KUgrA8tKAesWoJw3n1d761m/dmLZhrNtjwVQ+e1e+ubreUWd1vEX8qu7j9/u+PXZ1J3nYztPNBl7bQCW8cA04HjR9bTdD9UTCrXpxT/x4m8Io/K3gWMlr1bkPiu5N97I/ZhfwddKrISxb4CkcnXWNZXAU4NRCphlOlGFCzdUf/007ROUrA68tW0ooQsuxK68A2LPq1GLNOiVqEVnP32DVu9t2nKcG7PuXtVv/St23UfEVO273FH1u+DyPWHc4muzY8pudH2Ch27xYB9NPPh73O77/qvLDYgbNGinAa0URi1SY17USDx96Vpf4Q3+y+bx502TvouuaVKKdRLOwuiFgHFZjVmomVgMkqpBYg1glQN2GWBfBeyrILFc1WerllGjllGjll4L0mt+Xpk31FSNrJk3wNJfPXY8/fJFLoNmoBml6sR7+k/HoBCkVE3BgCAFJP/xfozPlApwb7iEvl63yVd+DY9IAG32woYAACAASURBVMwmpVC/9PqK+C6vB+yRJLIbntTekKxpily4OfO10GSsx2+Mh5f24Mb5uFEBbpyPE3Myv3z+qIKWianJpqqMKS5C1O0s5ftKev0/9FkkLGer6cLv3mO96bMZH9Q9dWYV0DJetGVeP58EDFww7Axpj7VE4CTieQ13YSQcbK8QNdbgM/nqLqRUfBALBm6FH9xDBWbO/jRs5vplKzeztu5NIqQkI8kRRj6Br9rCpjjYQQ5O2m0v4WAlPMLUK4/mRtqSeXE4JouykJq4mA3UTVfsZ+NoiX6p7IjEODgp4vZdivil2fAjCvT1y3dIBkEK2TdFf+eycQFyik942+qn4M25V5d8537qm+agWzeyxvsI9U1BwsZIab/XeC9WInR9M+g2KvD+0I9/P2orHnAYF5CkvMApnt9rnu/7kWOQ8idg/IQ5pez/AC9UpRO5UiaHIKUKehXyBmbMbTPHB6aujwydHln5dFli+h1DO+zJzdbYZ5aoJxa+j8y8H87xemTm/djcR3U9t0I1WGMaLFEvzP1eWqGbbLCNcFwzktiIQD0zR/9q6XJVH3FKy7iWSVVOf4UgmVKpPHHiFMIVjSQnWQfNg4ctsY5cZha11iZmrVXQhs17K6Yh6NObb8u2HY/K2rbuRDUk/yaDIPqyvWahiyyjllkFZiJIKTaEJCSaYebqf+zoYbkC2nOowjh8pQE1T5u1T519TDPpmCb7sCYjX4uap0fdZUDLNqLuMKLuMKHtNKHuMqFkm1CyjSnZxrRcY1quNnWvDmO/PmW3YUze7JgtxcUP7t+/D4e7ILyj4ZgEeFCydfhCy7AVVuGrLcKXWEbNM4/aZEzdocfcq808pM48rMY6qMncr0vdp0PL12Hs12IcVmMcVmMc0mDs06Hn6dOyjeN369N36DBztSk5uvQctaQ9JtFrau40Qf/xXJL//ZeCcmb6GSqMu3zDeFPzp7Exwcrt7cbeEruQIbsgni2RZ0MUwHEcOJZnS+4w8epftEEBKWUQ9EMsVTXAySDo/ePnndZorjVO5SnehcBzzdHNvqFf3r+B/iAnqVTq6+vr4ODk5Ozq4OLu5Obp6Orn4o118gtyxsU4EGiOgUk24UutIjfYBaQ5BGQigjIdA9LtSakOAclIQqIjnu6MTbDwo1JZCWPNwZNcorQjYLyNPNHm39ewsq2zp76+/vqtm4cPnn5cQpE2YyQdRGkn4T0foxjCrV7oB3QQ2VsDuc9J548Hac922p+D+9AdGs/w1TB2PnGILGoNkLRiRS04URN2tAkjafYdaV8tefNlsOlB96no3NXBtwtxuZsJ9p7elo7uqxYF/noFLW3yH3mKGq7zn2gPHOeGSDtx45248TaitJ043o6XthPHO3Hv+AGbN5J2ZZOnBzEjrYT8nIDiE4Hil8SxZ+TxeuK7NuKHDvLbVsKbVrS4mShpwb9uI0w046daiZJG/FgzXtyMk7b4iRo8J/hLfnzmq9TgKsr48+wckAK6WNvnsu5B5I7HK8p7Fx5sv/1s+NfWyV/rBq4/7BmUvj9UISi+N7zgQJs27bxaSjmYX6ETf0k96RJIv3b6tnDtgfryWwOYzLOVd/rvd31kbnhkElp1/ErT2evC4yXt/ktq9pQIDLw3AWuGum38i/Zu1o5fQXiBJqviX/DiXxNG+b2hivvjZb9103bUbTnxvOP1V5BWCNg3QXIpjFUFkstBUiWMXgyYZfqRFzNXFL95/TkkYREALkAbQ049TlpaC+LOajBKQWIhyKg+XNv5mPP5QdvwioO/XK8XgdQS4/BzW443lT4aqq2XRCypnM28dIfzzSPgIHF+EevAAyTrcPSO204xe7QYZwCjFCRcArTLarRSEH7h+Fl+YXX/9mPPTldy1ONPa1IvA2YFSL4GmFcA9SKMWQ7YlSqNKkgqB0nlgFUC6JcBvQSwymFJlWrptT8JI636Lx5cYO5NjQUPI3Jfyr4p5JBMIZ9RQpBcOf1nO0GTQUpVlV4phyAFBMk+jAlSJXx/kTDocyd2UhgyyAtDkMNhfrgRvu8XkeGzR5GaCFdkbGj9yxAthGPaplR5jz+/O1jEI0mE+HEeUdRNmBD6jXTS37wRq7QX799/b65ZMdHpKOX7SjtxYqHf237bY4WZ6sAumJX4Wuj+us/XN46tBeBFV6ncjmigZUJgJUy+cpByXUaFrmIBXtLhO8b1HKn3kAw8haAZ+Yxs7P7y5zUkJIGATclYnbdi/mr2tjwaJoMVkLKQODfxSmHKFMdxmEOUdqFfcUgf+oLeDbkzF4YDdXeggXCPC991eK6anf+D+yzn0Ejg6LNia+rS3OUv7pLEz22GWtZBkOwHNC2XQ7LpmYme+UOd5sN81/E+e3G3t3dSjEVUQsaaLN1ZLtZBAbBZaA0P7O78rHf9Fj3N0dSFiXYxCZmLU7YeWJh3fMn4AFbSHTzFC5jo8ngrKlIq5SqXKVVjGqSU/V0bhP+h6oVcoWocUeGFQiaHZDMv6FG1Vk6/W7jecfJ7OMetwwYrcAl95RE15hnX7x3b7R7Jdwnrcg7udArqcAxsRZKabQlNNthWOL7FBtdqhVWpMdpt8B1wQqs9pss6sAnu+5ux8xU9yyM2Vm8HBJBCplBABcdPI9yxCHKyZdACm/AlFmGLLWLWGcWttY1b3dw1/A2SV9TW28SsnxW+ySRiy+26zpb+dyFZ22YFZc4JXoAMWmBHSLYmsZBohqUH5tjRwwollH/smknEKhVe6DPz9Jl5uvQcXUq2LiVbn7rTgJatT92pQ9+jS9tjQMs3oO3Vp+brU/N1afm6tHx9ar42PV8vIccoLm92zJaiontLlizR1jeHe4U74mlIEts6aJ5l5CqLmHUWsWssIpebx6w0i11vTN2hkbQfpBwDicdB4jGQfAyWdAyWfAKknALsEzDWMU36AT3KboOEbLO4PP34rXqJu40Z+Qb0XJCYrxG7cf/J2/9d+f7nQzz5VaGQtcZntLIzH/sGT9x/1LfrYMcsj1FkcJ9tIM8Wr2pDFSDIHEsUzynwy/AQBEFj2/ZyLP0G0ld/ezOlhKAvHTwhgsizxnXZEjhwIgeO51himryCPkxI/3Kj/v5+e3t7JNLBydHN1cXL2cnDyd3X2Qvn7B/shI12IlIdSEybsOVWUetsQxY7kpPtyUn2pBR7Uoojnu5EYDhhaQgUIzguoa8+4AMfL20nizrx0nbiRz5a1LKsrOLeqm37I9mrfKPnYxOyiOzUkIzMqEw2e1ni2pxkd3JgYDj2x6tg5ZA/NByQOQ8dGu7zYyg4Mx0DDBxulxA+92DFLZjRNry4mTDWjBe/9B5u2zA08magrb7/XPyedUHXLxCz15Oz5uI3r8UCHeegEPRUK3m8ATPyHD3aTJjoCpK0+Y11YCRtBEkXeaI9YJKD+yjEfewJwAX4JLKC+psCi8+ElR8JF9cRR1/gJhsJow0BteeDDucG/1oa+Lw2aOAZYbCe1HI3eLwzqPtp8HhHwIdu4uuuwNGW0ElO8NsO77HmwI/Sa39pM/nz7BxyCOIMfNKZe1NjXvWcVbXoLU/2l78quStddLht9QnO5V8HFhyp/6Vx5Nz9EZ9VVdrsKjCvTItVAShlBmllp+51n78zmXXgqXnUhSPn2itfTJ29xtt88nnFXW7AghvUNY9AxCnNuHx1j636FqzgiBVfvn2l7qiFxZ4F9Jr/CC+2nG/fcrxp7t4H1Y3S+49GGBsfqlPKNNhXYcllgF0JkssBuxLQiwGjzCjsXPL8M319o+lLtgEtDzVjctzyYuesckC/BOjFIOl20OKaA+VCnyW/Pm96ffpq7/FfBs7fkmYffFgv+BSyrrT4QX9QeimSWnT0l1YLvw2usQe9WEeBw1zHmFw08xBIOAwYJRrMy4Beqc68DBKK8849mb/9weyUy696J7Erfll06JljVgmgXICxitWZxYBeDGMVa7Mvg8RSkFSunlqpkVwBWKWAUayyJQWJZSD92s+57WlVIKUCpFWBubWwRQ+yTnUqZNC0cgaCZJBcASllqmXy51kkCiWkmmf5hw/+B7Fw3pjAe0QYKe4mSDsCPg677t6fBYAtlkLbs5vhEhQHgLVdNK2hEa9mbDdvPU3WY/+6w18iJIkFRCknSNxDnuj2GuyIkki7lUq5AlJ++ipvv7tltMV2gucv7sKN8Dwnun1EHBx1YZoWzGIOLsyMFK4GrOiLmVKOU9OzeC3gEBxHHX/lOiXwf9XhJeLgprj44S6H4YeebyW8r0qFElJI2670N5i3PSZvy09Zs21e+gb2hoPz/SlUfxpj2Za5q3cu+NBtN9JKHO3yH+khfRJguC1hNoSooydYpESWa3Dwk3sJakjPR7WJOl4BK3Yv7Xya4BIe33ovcKTebrT3PDQDQcpvchkEQR+lvFQJDz7Z6zfB9ZwShFuRSYZEQkxaGtC18wiNXrtrEbC0MfEM6uiI94hiAE0HE0wYMHMEWrNtiKwBQeTbHtxIN+61APdeelOulCmhGUgJySClDIJUjZD/WNb+Nv7LhyM/O++VkFIha2DH3TF3euGE7tuz/aEP/rmld5drkMg5utczWuSRIPKIE3nFi70TRr3jBtwiux2CuQiCSpPRboNvt8Kp1BjtVrh2K1wjwo9rRe6E49oQuF+MHQ/r6b+6X6vqxS04dgruhoOTkixDFtmEL7EIW2QRu0Y/cqNPyvovn3/IIOjA8V91I1YZJ2w3jM11iV2PjF9jGDTXOmaVdchS++DFVhgGkkC3QzGt3HEFR48pIehAQc2syNUG1Dxt1l4Deq4eI1ePvluHnqfLyNdh7NWm71On5avTc7TouTr0PB16ng41V4eaq03L1ablGlDzNCm5etRdhrG7TCI2Xjx3OzY2VtfE2twtyBbHRJAz4WFLTYMXGQQuNo/fOit2m3nMcsuoFXNi1+uy8mAqvGCfBKknQcppkH4WZJwDKac0WEf1aPuNKHsMKbtM43MME7bpM/Nm0fONGDkwWp4GdeeaHWX/7rHIP5Dvfz7Ek1+VkIK7KbeRmtIQQvndzK2RENNmjRm0DeyzJQoQRJ4tXiXnbDdxH1y4AYKgr6MijlNA1xzfTi1H6aEzSmjm86s+rmPAH9ULAs8GzzX3b/EO+/RGVb2AlEqlUCh0dHays7NzcHBycnJxdfZwc/Nz9sI5+QW5YcKccVEOAcnwsOWWESutI9Ygg9LsSSlIYrITMcmJwHDE053xNEu32PVrg7/0BEpbSeIuwmsO8XsPrv33QPbCJHjAAlNy1qzAeYb4+YaBi2eFrTYJWWMUus4weINu0KbZEZtdKGuSVmdWlUV9H8CfOYix93Cd6ArKSkcBA4fqQtJnPlrcihe34sXNhOEWrKTJc7BpfXffyJCAJ73GuJjtk5HqQ4n1Wr8Uc/EgbsdmMoPhvX8XofAI5kM7YewlWdJGkHagxK1YUQfxdVfgO35A38uQe9fI164E4gK9jeHO23eEXsyP/dwQIn5GEL/E8x6GxMagDc2d3X09Xby8jM3dTh/HrV6KNUM6EQJxuCD/jt/Dj+8LjIklBgT5x8Rhb5WFfuDjxxpd3w0cVPlk/Hl2jh8KaGZGHrD+N920WjCvFiyqMZ5fw8x7/Lh7ems57/SNzpUnGp63fn3S8G7ThXaQWAwyygCjGDDKQVrFpdvcS1d7Cqo4Iatv3WuSOM4vyr3yZE+JwDO9EBZ7WTOqDNAvgKgDun471WZT8/dXQAoldU2pVsQxwCz/V3jxV4Shxb6qxjinRq8AqRXq7GKd2HKQdhUwL8ASS0BiFUgsVWNdBcwrGozi2cEn2BmHXza2niqqBIa+QBftGLFDI+Y4oF8EzBLAvoKYV3W3c7Kh+e2NOp77vFsuWYV7L/NzinpDlleDhBK3rCL9mAsgvEAncqcWJlfHeSmwSdawSgGWVGBBAUE7AfUyoF6E0S8DZrFa4uW4ZUUNLz8+/b2/Y+hD/unOPSUC/2XV6owiWGIZULmGsyoAu/xnO0xSuVpKBSz5KmBXAJXfuYonkkpBSrnGvGqDZbfNNz6w3fkcbH6UeuqpDIJmlApIqVB5JSr+ZLZaqmMRxU8h8wyk+Djeu36Mj3rFxYgERGlv6Nsu8giXtHxrIjB10AZIIzR5DiY8mBXDbSGo+ZOX5jMn+c5jApxESBDxcVJOgLgncJyPGmyLF4m7ldCMElJ8l8mFDQWDjW5SAWq821/E85DwCKJhNzHfe//5+RFZrIgs1p5Ti8UcX8krnwFhwMm9tIqKxeIeNynHW9yDFnO9hzrte1+6D73Y9unDx2kI+q74+FXS2fsA+brFZKAeffMqM2EBe/uBpPB5GdYEEgCmy7amfBC4jTUHS7odxT3+n/keVyvTrQOCpvtmbzmc6hUSX303QRPpXn+PGpzCBIYOwNptxdqUtwJLwRPi1DshJIMguUKunJ7+JhltjZF2e4qEPlIuckpIQgZFzSKSozOSAYCXV7GmRVrRWYnAHrN/90o9XauFG1PGhfiKwsRZhm5eIcHj/bipHvRUL2lEEPbxddOMUqGEZCpr6Gkl9HM25z+Utb+N/4rvhRKCIIVCoYCUcgiClJCieUHi78YOv812FOxYz2GnPDZ1E7qGSB2ihJ4xY+7xIo+EMffYIdeoPocQvl0AB07sssG1WeParHGqisVfqhetVthWOLrdCtdqhetE4J+aupcYm7edzFdVsQ4fPmrtgoGTkqxCF1uHLbYMX2wetcI4bDUqaYdo+K0MUpw4e8ckbt2s+I0G0WvpKw9S1hxHxqyaE7LYLHC+Q8gCJDHZBku386VbumFPHitQ4cWcyDWGCbk6zHwtao42bbcOfY82PV+HsVebdUCbdUCLcVCHka1Lzzag7zKgZRtSdhpSdhrQsg3puwzjs7XpuwwZOcbxuSaR648dKgsICNAzhVs7k21QDCtylk1Qll/8MhRlhUXoUsPozRYx66yiVltEr55N2a5L36vGOgISjwD2YZB0CqSeAumnNJKP6DH2GVHyjCnZhpTtBrTsWfSdBvRcY1quIX2nLiNfjZGdvuKsTCb7d3Wd/9V8//Ohmpg6Wn3nsQdesPtQI5la50xstkYP2AV22xL4cJLAFi+AEzrhOI6xl/RcsRKCpm7/3mXqxUWQumZ59zEWKyDl9OQU3zOCa4XtROA5trguBJ5r6tsazPwx8/0vN+LxeI5OLg6OzqpfB0dnJ0d3J09/Z59AZ3SIE5FqF5RpF74UEbrYNmQxIiTLgZjiTGQ64un2WIoTOsYBHW3pEr56RfAHPmm8g/BRQBA8DTl2hOoTnWlEXGIVsdQybIUnayt76+nAJfvNYzeZR68zjVk3K3qzSdQGi5iNptFbdEO2GARvSly7hJISzaD6fu4LSE1Dqesjqy+R3/IJY60YcQtmrBXzphX7rsOj/taqK9WPTpfcOpy3ePU6lok3xZqQGJqUHJ2RvGBdcig7wZ0cGxQX0l8X8raZ+L7LV9LuL24OmeKQxzsC1q5G2br5Wzt60FkYexeP9auwFZdC8leFvGkiiZ7ip9oJa5cTgbbtwd1E+augU/tw6kZOl08HRMX6aBoiFy3EN96NWLaUDPQcSSGYTRvDYyi4WTau5edD3wnwokavd4O75fIvf56d4wckhyDZ2RuDOqk1ILUStqBKa+5tWHpV0Pbf3JbXri5oCN54veiO+HRtx9ITjYBdoZZ2ETDLAeWqflpF0c2e0I2/5JVxjpTyg9feAPSL2gkXQfQZkFQKYk9rxB+BxV5RC91v5LXBxHPBy7bRH9MK1qIL6qgtmgkF/xYv/kIY1Mu6iVWAUa3O/EWNcQWwroCUX0BSOWBeAaxKwCxWZ5TD6IVq1IvGhAN0Vvbv939r6RQg/WlAF63uMg9EnQS0i+rMUjV6OUiq0GfXeK18CFjXQFIZoBYDSiGIvaAZVwViC9VjzoLYMyDqICDv1UFl67guU7NPU7dJBgiKplUC8F2nEV8IYxWpUYs0GDfU2VUgvmLrwU5B78erT14943/0yizRiC8EjGsgsQJQCrUTyzRTrgLmFfWkqyCp/I/prxUguQKkVoGMapBxTX3hDb1lt8w3PXTe0+RxoNX7UKv3oWaDDXc2nnssl32Xqwpbckih/DHz/8va/0T8f/FCrvqcVsqVCtn7gWNifrS0nzAqxI7zMSMC1Gce8c2Q451HMcU1cT1dQQ2PQ17cC3rX53f/fvSrltBJDlbS4yXikUQCfykPKxIGSbtCR9uWSERiVUlPBsmlPc9e1aeO8ULFPWgp30fCxw4LvN/2eL3vR3wYsPnQC//YZ/FWgBrhE4cFHpODZmOjTsOdbqJOZ3G3zVib8yDXn/Nyy+Tw0Odvf7iTff8oal47+NxhtNH3XRf8VAGtvHSZbzxt8db5O/cuPnsl8w2XNNZCHulylfBw3/s88w/OtQ4M/TKmMW9DmlUE+datFGDteOtBxONnjEUbUjYfShnkeI3V2wy0nPys/CGHZDL5dxkE/fgknuThxHzPIQ7qTTdaIiQhgyNmk0gx85hAx7y2Ous7b3ZEahRABa9euwBYODS2JH7od5oaw5p7B/okp3/udZ3oCZX04SVC6vTnwZ9WXfK/wov//cMROQSpRP0/Z5opFNOQrG1F2j0z54dmLjctHG95+j0yd22FY0XO0aOO0a/cYgY84gY84npcwrvsA1oQ+GY4rgWB7YATWmxwrXB8qy2hGY5rhuN+9pLA0a1wbKtdcIsNhgfH3jF3fLpticps4+D+Q1aOvnBSkmXIQuvQBdbhC80jls2KW2wZsf6Xmx3foOnnLwTIhF1WIVtdkrcOjAwrFVDK0v2mARmWEXMRuER7bJI5PsXWh2bugj5VcBxSQgeOVptGrDaIz9Fh5uvQ9+gy8nXoe7SoeVoJuVoJudqUPG1KnjotX5Oar0XJ107I14nP04nP003YrUfZYxi/Q5eZq0PZahi7c070pv17ClEoP0NzBNIWDfeLNSMk4ejL7z3q7OKJEpbsNolYbhmzRUUY1pEbZsft0mLuh7H2adD3qLNPqqWc1Eg7ps3eZ0DLNorfZhC/RTthozZ9pxFtuyEjbzZzjz59uyFjD6BsZSwqmJ6elst/2jX+BS9Uv/8X1Qvox9TUA1ufnoMFEAS1JS94Ntt9wC5QaEsSwHECBJGDIAnguE5Dr/GicgiC3jx9wbfy59pgWvU9BhevVyqVso+feOjoDitMpw2hywbDsSW0G3nw1mz7A5oUEAS1t3c6Org6OLo5ung6ufo4e/i5uHoinZydnF1dXL2cvIiO6DAndIwTJsIJG+uIjXX2j3ZCxzii4xyxsS7YOBcC1dyHvnJ5yGse4ZOQfPdalFd02izcAvOQJVaRqyyi12qRl+46fwuCIO4riXnUJv2QVbrkVXDKNhv6NovozWax6+bEbp4Tu1EvfJs6ecuu/cnKMSKTgYKpIasKiR/4eFELbqwV856LHnhJXrsr1Zm6yjR8vXH4SqPwzfrhm2ZHbTaK3mQStck4YptR+ObZMVtNo7eaR250SljLXpVxuzr6XTv+PY/4uY908hBhtp3buYJAhIPz5s3EyBj09q0BBYfwx9cGTL4gjr1Av+0gbViJBVoOKxdjO34nZmWgDawcbpeHYAm+pjZuHXWh3/oCffAoYwuHg/vCKs6FHswPTkkLKy8Ke88lS9uJY43O70bO/3l2DmgamlF8G3n33X7pTfWsmyCjFqTd0Myo1WBfBZk1gH4NpF/feOgFp//z4oPPYKxikFGlRi8EzDLAvBKyuBrQr+hQCtUTCgGl0iT2gmbCFUAtB3EXNeiFGrFnAOUciDht5r0xkJIn/yofEQ0E07M1vNarB+T/O3ihIozkCpB4QZ11AdArQeJVtZRyQCvVYl7WYJUA9jXAKlGnlwH6RRB3Ws9vZ3Ts2od3bvb3DYXQVgGYl677EhB/EUa7pEkpBkmXNRNLNVglOsyLgH0VRr8M2BUgoQSwz4KEs7oxF0DkRbWoYyDypBZ5lw4qW91lCUCmAEQicKDqWiUA+FzNiDOAdUGdcRHGugwSr4DkSxrMywsPPJj4IDt/W3Dj8XjEhl9AwgVAL1FjXQWMUkC9AksuA6xykHgVllSplnoNpFaB1Gsgs1Zj/k2jdQ/g2Y32e5rcD7Z7H2lz21vvtPuxS95j2vHuoREImvkBKaEfqjo0NPNnwwsFNAPJ5TLFD0j1llNA30auTgozpjjBU1yfEWHkGD9MygseEXp+6sa+F3hP8jDve/DvBFgJBz/RjXsr8JdySSO8wDEueUzgOS70HhMEi9sokracSckXCIJUesbPog+DT48NNCcPc0kSLkrE85AKvMa5gYNcXzEPI+G7ivhuUo6XWOAuEXq8afMZ7XIWcf3HOZhRLlzUSBI8KGjuGZj5CEEy+c+2TqXi7Ztf+5/b9jV6SFt8x4Xu/EbS3r0L2KszF27OfPmEKeKiJW0EEddf0ot53+tXWssGrn4rNiYCR3dkRMTjeynoaCq/LvqjwPZ9n96HPpsRvmlPPf31UO9PzZocgiDoy7tOSStZIvAZE/pMCrxFQpxtSKgJLjg0NVUT2P1+k/l+0AbDouoH4Y8cnQeAafbRzOk+h6uVLGDmErlm3rce/4+dAUM8n/G+DGj6rUzVNzQDySHoBwRB0A/o72o7/0fwQgZ9VyhVlKGaPA9Byo+c7Ut+M7F9aur5NIl+z8fviZlPqyWqzzmo3ylu0ClqxC1uxD68zZbUiSA+t/HvsCO0wrFca59mK1KXDa7NEtcOR3dYuDSZ+3GssFxLfJM9ts3Gr9kG32GDbjD3v78o6YdSqVRCxwtOm8PdXAh0a3KWZcRys7CFttELraOXmIetZawskMkhCJq5/aBx+/6LDc18SPl+8sO3gLQtJqR5lqHz4UHJSEIiEp2IQEWb2bheLDwnk8kOHqnRjdpoQM2bRdtixNyqRcnXpBVYMQ8EpB/SSsi1YRwnLy0IesLyYQAAIABJREFUTN+tH5VjFHfCLekAYWGBV1qBcdwGGGOvHn23DnW3MXW3Tmyubsymg4cqfHz8DM3trGz9LbwjLYlpGQuy+3t4kAz69P5HQOpW68CFsyK3zqJvN45abBO9Zk70Jn1atgbjgFpyAUg6o552QoeWbxa7TYuy1Ttuz9nSmxFzCwA91zByC2BkGyUcMqNv04jLCVu87+vXr6qxQwqF4q/LGP/VfP/z8fN2SuglK/OpE+ZtR2d9JOOZhccrZGA3kqhqSRUgyBxbXJex2+j2vZAS+v75kwCf0KHp0AlHfX7eqoCUP758FuDjOJZ+nQh8lw2GA8e/NPXsvlYLQdBfJo+3tbU5ODg5Ork5u3g4e/g5+5JdUGEu6HBnVJijb7Cjb6C9TxASFWWLo1qT06yCl1iHLEaELkYEzUcGZtoFzncIyDTzZa5YTP7WjWt9GOIWkWFKWmwTvtQycpVF1DqLqA3apKXbz9yEIIjXL9ELWOudsudw2cPuftEvj9qsYzfPit5iFrNxTuxms5jNs2O2WsWur7sdWltITM/ACF9gpR0oUQvhI9f/6e0YQuo8PfLGWVEbzKLWmkVunBO72Th8A4Ky056+wzRqvWnURtOYDWYxG01jNlhErbOIWK0VtNY4fGP6uvndzyNkQ6TEJH8W2w+aCEyg+GxcTQ6P8d+wnvDwRmTpfrz4Pm6kATvRjO97EsJm+xrBXa0dvZAens6e7nW3Q908/cwcPLseBX3tI50tCDSY4x5LwV0oIO7aSsYG4wRPY15zcdI23Hir/5vudX+eneM7BEFyGSSDjl3r0UwsVZt7XSO5Si2zEmTcACopYkopyCg2XH5dI+MqYFeApMuAVQiYheqMQjV6IaAVAdoVQC9Rp1zVopYDSjGgFwPqBRj1jHr8WVjMBa3wcxaYddU3m8RTU13dI5FxG9SQWSBwN4i7qMEqU6eXqVPKNKgV6rRyTVYFYJQB5pWfVp7Mkp92WKxSwC7TYJTDGBdgiedg9EI1aplayBENl6RY2tInDx5KRVNnC2uBoTfwWKwdeQlGvQZYVwGjCCSVA9WkEmY5YF79Y9BJKaBdAQkX1KLPwiJOqYceVSPvUcdtA04LYchUdVsWsKGr2zGAeYImYbtmQpFB3GXALgOMS3qJhWoJ59GLbm260FovfFv7aPj6r6PYldXkRb+qJV8AtCs6jCswVpE6qwikV4HkGyDlGkiqVM+6rbHmd/uc57Z5LS55dZ6HX7jmv3DZ9cL5QCMy527ciXaxaGJmWlWI/ktO/nTdy6r/R/WeUyqVSmjm3QdJJ+fFeBdLyguWCHzFApyYFyLih4iEuNFuLxEfK+JjRQK0SIAWCzFiAV4sIIp4pIlOfynfZ0xI7GlfwHlZMdIz9eUzNA3J5PIZJQR9/w4N9L9qf3lN2LJZzI+eENqLuL5inp+Y7yPieYt4XmK+95jAe4TrNcz3F/G8JV3241yr0S5HfhOlq+lCH6//04fPKq9LGSSbVs5Acgj6LunhbR1+iRpt8RxpDnvdhP7Q47xkTSrQcnhxe+4E132YRxjnuIk7IyZeeQ8IgzFBwUATAfOLyFjFHO71e8vzHO/yF/fbj/C9xB3+vC7kGLdc+XlaqYTk0DelUgnNQB8mH0lbw/o5fpN83x8d/iN9fvaBMfqkkKBEJtC0uH2b8f6Vg1dSmIEDsbMh1jM2EcDgfmFJAIEEwHrZ5vkfBqwGud5vutCTg0tlMpnij3Wg/Kv4R7P2b+M/X72YgZQQJIeU0DSkVPyAIAj6Onjp0CML5O+mTgP7t/fvWPObuVeDqW+fc1CPQ2Sva4TQIeQVPKgFTmixwXXYkQRmmJdzfF5Y+bXZk186YBvhxFZLVBuF3rtmWwsS22mBa7JFt9mimm3wLVZ+TeaoB8kJn79+gSDo9OmzVggXuGcIMjDTOnSZijBMozbqRm2cFb1y6Z7zI+MfZRD0QwEplfIe0efMDccsiFl2UavnkDOsA9gWWIoNjoHwDTcwsSopLYIg6MDhav2YzbrxucbUrXMo20wTdhvG7sy9cO/LR/n+C5UNXPH36W8j4zPrD5Uuyz4/Mv5+ekY5Mvp55e4Ls6O2aVNytBL+H3ffHddE1v099k4N6aHbRSmp9JqEEppiQ8W2oKB0ERALttVdy666VkSx61rX3itSUgkd6QQSqoBA2szc94+g67Ou+5Tf+z7r7z2f+wdMMvdOZs6c872nbh7nt1E/eOeEgNTNmceZdMY4IzLR3JY0zcPYPmRx1NZXr3ODVmb+ePL27Ye5Eev2Er3ijLjJWP8Ygs8ajG+SXujm4cE/QIE7hs7ZN2L2tvEBGcbc5NG8lO82XlOjwCfy4MxFG9MOnqOv2GIY+P3o0LSRvlsCYn5Qq9WfLBZ/e+yFrp9d1ZHs22PNHpnZPSDbvSZRK02dykyZJRSnYjKzhEwvIjtJ8PbFsziq7k4AQPudh+WrU7revEUB0ABYpdZKXWYXYe3EpkwpiVGMdyiY5t7d1jZYex4AgMC5uXnmFpMmWk+bONFm4gz6JFvWZHu2hdNcM4/Fph4RJK8oovcaMnsNiRNL8FlDYMcRveJw7EQMN57gtZbi8Z25SzhuemDUSpa6kn4rx82YuozkudrUK57gHYvhxuE5SSMc1yTvuwgAaGppv/JQoFJrAQDbs+/jeWkY33XG3HQMdz2Gk4jxXYfxSxnhErthW6i6itpXQm0T0Bvzab1SuweXvU19Vk5wX4v3icNxE0y464y5yWO94r/PeVQv78wVVhj6rBvnEW/CTjDhJmE4ySbsOKJPHI6bgPdePcY1eWpIdOlLrovnzNgYKiJ38g2wSVzj6M61W/0d/UOZs/SaY/Utu9qnto25rDYBXS5m5d1lPb3qKHrIenrdqZXPuH/F8d4ltxYRXSFmvC9xun3JdekShpsX1cPb7qcfHRVC1xYBo1nIaiq0bSuJ+nY0h1oHi1UqeR/ilngLmn0NirgIhV0aHn5m6PzzQ+ddGjrvEhR2ZtiCc0NCc0aFXRzsdBp4eljgqeFBp4cFnhoWeGpIYDYUdAgKPQYF/gLxfh7h9wvknw1xjkEBh/SYW2M2nq+uk72rr3yZm88LjJ5gOW+ofTrk+v1Qv0NDQ7KgsFPQnFPQnOPQ3BPQ3GNQ0Gko9MzgmH0WCjkLhZyFQs9BwTnD5+dAc45DoadGck+NsU4iTwzetudggbS8SSHr6P5g5TBnyLRVQ3z2DJ9zAgo9OiLw5LCgk8OCs4eFnhoWljM0LAeanQUFHxsReGIY7+jQgCOQ/xGIewTyODiMuWuE7eYRU6OGmIVDhNAh5guGkEOG4NhWHuuoi09AYTlQyHlo/gUoJFsv+DoUfJG+PGfPxTfDfU6tO1Uge9//07lyKOgSNPssNP8CNPf2qNCz0Jzzo0IujVxweciyX0clPhqW/sxo42tCeh4xjT9t43O//flJ56u+f9Qa/tOT52UqjXqw1BqCABRFEQRBUfhbC9DRXc9ncg5RqrrrG8vL829XCBOqi5kyqb1CwpRLqM1FjjKpn1zKkktZzVJms5Suq1apK4bdVm39TsiWvvm+jJ/XUNv6ob8XAJXOF4CgagQdUA5oFXXdVXxR6dtT5XnpjWLP5iLH5uLpshKzlhKyXGqmkEySi2a0SEnNUvMaoX3pm0WSl4eLCt5W18neq1UAKAFANCiAgRbW+f1gpKftxbs39Ab+lHd8zzo+tavY+en9sB2Zq+pE7m0idg3fQy6d3F7m0lIyRfHO5ty5JSkbwquLPOqKpr0vdWwvsleUT6wrZCmKZygkk0qEGT2yWl1ghAZoYKACWtDRWih/E9BYMrWheEqrZGZzpc3pUxGHji+6mDNvdkJYQyF7QGS6PH1pwLKF/e8snz2Y6xUZOMWDzYoIhiZQEtJW9lZMVbyjykUOTQ0bYRj+0uf+t8CLwbRYGGgAAsMwQIG2K//xdTLlDsa8Yuu6+lN77+JtnmBshBRq5STvdzZcoZWLlMQqNGUKSAwpiSUytn/DDhHPWSXCz5JgbfJMaIXmju/f3FIq2197sgtNqPlEB5EFrYDIeEuw4ePsH3u7trU0AQCePn4yfYYd0YpqwQojua3Ae8dg2bEktwQCNxnDSTR0XOU+b0vqrjMHsu+kbz85a166vuMinOdKgssyEnPhROdwM2oQmeZvZG6DwZCv37gMAPhh79UJfusnBO+YwEubwNswIWDzCL+kS/cLgVYDlEBa2aFoaUcQoAVAqQZi8bvejgGgAW2dA9Ql+0bxNo0N3jbOb+NY3tYJAak/7r3A9vYZY4DHkqeYT/PCOS4MWbbhzu0HkziJBO8oiahyAAGB0fsnuK424awhsNdi/OLHBKwfxds9MmTXqNnfjw9Kw/BSjbjJYwLXbfrpHqxSLozd/+R1KQCazP1XxnI2jZi3cSQ3Y1HSwb/AmH8PvEBBb2nVffKMByZTHhJnviTNqjJzriQ7SkmMT+mmEjKjyGBWY/qOjzHBAEWBPPt897PnA42yIlvPIoJDEcVRYkqXGs4sXLRa53zTWS9QAJ48eWJpPtHaauqkaQ4TZ9Cn2LpY0/3MPBaTPFeYeq6keK0iekYSvCMJPquIPquI3rEknxiidzTGJ96Em0Ty+M7CeQF+kseqpfbKKuadi2545hKi1wqidyyWE49jJ2LZKSMcYxP2XUVRAMPwubsFT9+WAhSIyxvDM04ZsdcZcZMxfikY33UY33UY7vpxbgkRseGdxXRFPq2hgNYpduA/cJ/uv9LQJZrIjcZx43HcJBPfBBw72dA7iZfwS3tHj1Ktuv9ceuTiMyNuylj3WBxnPYaTbMJOwHHjCex4gk/0WM+kwNgYFw8HLnfG63veOEvr1CSWp5ddciJjoIJZfd+h4rZdzUMb2Vv7xkJ6C5/eKaJ1FtkqJLZdEqqMb9clse0spjYLaXIBo0Xo0FXC6ClndpQ6dpU791Y4NfOZLQJGM9+xqdC2RbTy29EcKgAAokGABgDNU7F8/JxsKPw3aPE1aPFFaMElKOzSsPm/Dpl7ccjci9Ccy1DYdWj2GV0jdSj0NBSaDYWchIKOQyEnhgQdHx5weCTvJMQ7B/meHu5/bCT7p5F+v/gv3f+6oLxNXlvfUFlQKEqI32REdhtusWAUI22E67YR/geHzD4FzTkHzTk/NPjMUF728NBzw0PPDQs5OzT4zLCQs7o/hoeeGxp2HppzCQq7MoJ9ePzMWHunyNi4bc+eviqtb2ztaEbUqpjknyHLxUPZe4eEnYBmH4F4Z6HAs8NCzg6ffWZoSBYUfBwKPQGFZUPBxyDeAShgHxSwD/LbD3l+P4SZNtw+ftjE74aYLR5quRiizB9C8KVM9j955sW+o48h3lFodg40/9LQOZegsPNQyHWD+edO3arzXnPr/JPaouruSUuOQLwzQxeegRacHDb3ODTvAjQ3B4r4FYq5MyTpET799ajUJ1DKQ9/db7feqNh9u/LkvdrsO81bL5fkV7aDgcGnAMMo8rv54puzXqAoDACCoroo78Ej/QM9dfXNZUV8af6RSsHChhLb5tLJspKpsmKbVqFLq9i5VUKXS+zlRbYyiZ1MTG0U04oL40rys2tKyjvae1TIAAxUCIBhLQBAgyJaGEYBChAY9HQPNNTJSovLivJzpAUHigrTigXLSwWzS/lBpQUhFfnzSvKWlbzdUZx3q1xU3FjX1vW+T6mCUQAAUMGoVqvrmA2UAAEABkADvxOsf/d2enW+R63AuynfrqXUtq7Spq3Io7XQqUng11o0q7XYvlPC6Cya2FY3q/Yd+YNkWlf51LqiKfVSB3m5c4uUJqs0K3k+t6JYAvcDFAANCjQAwECFAtDbL5NLwxuksxqLZijKqE3SGYp30+RVhLaKGV3lhOYyp45SlrzSvqN64ss8t1E2npGpS4V5/kkZi4dC5Mz9ofVVM9pKnZtKvHqbTn+CF5/rlL8BXujqbsAwrAUagGp0kSCabvktZ/t7JpSCBWH1Fw89MJl2F2/z1pRWPtGt1MI515Khs1uIiAyJCZU/3avz1W/gQ6fElyfAzuATWIU4alfBQxUAVfMXFuBpAiJVaEkrJDHzSbPEOLsHVNu6qjJdGfLz5y5PmcHATXIyc15IcI8y8VxD5qzGeq008ojB+W8Y5xE3wSPSyH0l1i0G4xmJ9VpO8V5m7rbEgrHI1HbORHowfrrjGAPisqXf9fW/RwC6/8Ctcdx1Y4O3jw3cMD50x3DeVig0/civr1EAXrysnxKy2XPV/u6+/gGAHj7/aqrf+qhtv2rVQIMA5vIDw/02jAnaOiEoc5TfpnH+67NPP1y0MHzkWGO82VSzKT4T7GbTAtfmveGzF24wcF2avPsSQLVLkg7gvBKxnHgsew3GN0bPL84wYPvwgJ2jAzcb8dZhecl6/qmjg1P3Zz350NHy7KUE1QIAkLRtF8f4bx4Rlj7OPy1pU9YXr9/fCS8+cV/hwsj7hhMfUexfkW1Lyc4VFGeJKb2ETJeSWEUUZhGFWUxkSUxsq1ek9LzJ63n9tj5ztxgzSzLZVWrrIyVSiyh0EZlaakZ/ojf1VmTMoEUUAB0YefDooYWFhZX11ElTbSfPcp7I4Fm4hZu5R5h6LDN1X0HxWEHyiiR7ryJ7RpE9owg+a/DeUUTvaLLXGrLXGjOPKAtWCNGSFbnYfqCKefsCG8eKwHuv1kVdYDjJGE7KaJe4+RnZSi0sqWwc6x432jM5atdFWWsHjICwtJNj3eMwvuswnGQT7nosO9nANc4rPELGt5UXODQL7GUCOm9ZhBFrOYkTjePEEdhrcZw4rG+yCTfJhJs0zi1uQfqx/Wcf1zV19fT0ZB67PSls83DnGD2vtQRuMoYbZ8yNx7HjiZxYQ3YiyX0x1mySAX4iNG7i9o2sl7fcS144tfDtq27bvrs7o+bZrNrX02QF9k18WhPfQcZ3kBXSZIU0Gd9OxreT8R1aCpkyvp2Mb9sicBpsw8antwgYMgFVLmS2CBiN+TbyouXfjuYAMKIr4aNGUBhoj1zhjws6A4WdgeaeghZchOZfgRZcgeadh+aeHRKWDQUehWZnQbOzoDknodlZUMhxKPAIFHwYCjkCBZwZzj0xhnt0lN9RKCAL8j+m57WbPnv/wWOXZU0Nfd1yWUtzeVXTvbtP4xIzp7Nmj58WOWJm7Ei3nUP9DkO8k1DIOSj03PCwC4Pzh56AQk9AYVlQWBY05wQUlgUFnRvqd8rQc/9U1/WcoMhte3589PxxdVlVi6IZUSq7m9tfvCye7Bk31nMPFHAGCrkw2n//MP+DUFA2NPsSFHYVmn1ZV7McCjwN+WcN4Q46R4Z6/jDUOWM4M3nElDVDTBdCxBDI2Hs00TV94095b4RVlQ1z1t+CQg5BoefGzD8PhR6HFlwYFXZ6/saX7V0fxO/67aKuQXPPQXPPDptzHpp7emjQKWjOyaHLrw+NeTI8/uHktFs77tTuuFiadLjsdkHZbX7ngbt1Cw8L9t+qbajr1MIAoFoEAQgCvtiufIPWCwRFUQQBKPK7GQMFSE9vZ2NNU7lAWvT2ijRvfUXh4jrhsmoxr6qIWynxKhdzy4WLyvI3lufmVL5+UFL8Tt6sUCn7dbERKAoPlm7S6gSNBkEHEKDUAs0AUHZpuhXtmkZZd8W7+uLSEolYKBEIpcLiMnF5RXlNXWO7okPV3QfUCAAAAQiiy+odrC2DAhSodTk4CAraGuurXqyryzdv4TvLC2xkfJcGsW9TAV0moDdKGY3lk2ul1m2ljnLx5JaiKe2lXnUl02rKbOsqpzaXMuXF1rVSslQUIhG87ujoQwHQgF4tCmAUDMIjoGpuqKgQrJKJ6R2ldk1ie1kRrUnIUpQw2krs2qS2TaLJdWV2nWUzy0QurEAfaLg1hKVA48m2Hr65BeEtZVNbiui9lf59dYJPrvY/lIT+z57al/SvwwvwsV2qRqfyNSiAAfJyUfATI8pbF+/GG1nPcNPv4qe/JlGrJnlUmTkXWjALSFSxqaOYxORj7N9Md+tvFgwApDYtgU+YlYenFZnQux5cHwCgOGZ5Hp4mJtH55g75JIbI1EGAnXXTYVaZVIwiWgTWAAAePHzm4hNKnOFJcQ4neUUZeC0l+sUTfZOMfaKx3NUmPquN3aOw3qvIXmuI7isp7ktJzhFmTstNGXMNJzHGm1nFJ6X2vO8GQIMCcOiX2/p+KSN9N+qFbjbkbRvJ2Tw2bOOh0/dgAPYfuD0+IMM4ZItUVI0CEJVxguC/Zcb8He1d/QP9PU4RP48O3DyKt0UveOvowMyx/uuysu9mHT0ywQBnQp5kOYNDdJ5PcF+duS/n8vVXlq5z7MM2o+r+79KPYTyTDNnxeG4swS/ahBuF46wfzds1LmSrMW+dXkDS+ODMof4pJy++Aqj24m9v4jYeV2pB/MaLI7jrRs7eOCZg/ZFjv33JAZ/+/TuEwmDwDz827Z6B9QOS7RuyQ4kpo8zMqYTCKiEzdZ3WJWSG1NRJSnYQG04vIjiIcQ6SCTbFFLqYYF+EdZCYMsUkejmF9pZM34e13G/vqHzfoWuQqIMY9+/fNzc3t5w4zdrWeaJjkJXrAopbuJnncqLHcopXFNkzkuzzHckriuwVTfBaTfCJpvjoklSjKe6RZh6R1vQAopnDssW22irGvcvuBMcVRLfVRJ9ELCde56owZq8j+K1jrNw7M3wHhptqyE4c7brWes5Wx6ifLGdn6HNSMdz1GO56HDcJx040dl3tGLKsqWBmM9+2KY+Z/YsfkTHP3HUhySuSwI4j+cTgfNdgOfHG3GSsbyqGkzzOde1Qx7VE/+RV35+79Uz0orDk57P3XSN3Y7wSsJxEE98EIice/9GnQ2SGRn1n/+tpRulTVm8ZVSGmNuUx3t2fVfPQpva5bcPbWbJCRouA0SqiKYRMuYDRLKDKCmkyAVUmoDYWUmV8h+ZCu+ZCuyaBXQufKhcwFGKGXMxqKWK2iOhNBTPayiK/Hc0BUK2uzQECA100XNoPDyYEHx4ZcmbE3ItD5l+E5p+Cwo6OmHNk1NwTQ4OPjw74ZVTAkeG848OCTg4JzBoSmDU0MGtY0Ako8Niw4ENQ4D7I/wDke3SMzz6vhTvPHbtcX9v0ofO9ur+vd0DZpOh4V93AF0guXbuZkbJ9zty1s9xWmFCjxzhmjOEcGBZwAvLLggJyoKBzUPB5KPj8kKAzEO805J8N+WePY++ZGfj93CVbt+78+erNG0JRQW3Nu+a2FuVAn7JXJW9UFOSLYtP22vhuMPH5eZRP1tDgE1DgMcj/GOR/bEhg9vCg0yODskcEnhzuf2yE35GR3MPDfX4Z6vXLMPefhrEyh9gnj5gcNYwYOMTYSc/MZe6K5Gu37pQUi5vlMnF1p92ys8NDzg4POTV67iUo/PSw4EPDZ59evefVjKhrUOC5ofN/heZdhkKyocVZQ+behKKvGqffmZp6KzH73Yl7zdkPil5VdD4VKSKyip03PrXJeHniRdtAN4oAVAuUul5Vn8TI54Fc/+Sp/T+gv4YXKAp/EngoOhgpgqIoigAtDPr6lR1t/c01vfWlzdXSorKSvOLigmKpsKSkpKLyXW1jc3NbZ3tPzwe1WtdZAoUB0AKAfGwSC+sgi0qXh6mzVWuBRpcaCcMorAVqDTqgUvYr+wZUH1TIgBZoUICgQIWCPhQMIDp9/7H4Pgrr8im1WqDUAA0MgLxMUPo6ofiNlaxwVpPAs1HEai/waBEF14ho1WXTastnNpW6ykodZcXTm4ppihJGs9iptXiWoti8usCm9OW+IkFBS5caBloUqGC0WxeZAIBGo9EAADqVqupSfrVgfQOf0SKd2Fw6pbFkqkwy612JU7N4Rl05vbnCrlFMay63lUvY587M27Y3/MTZ4Joil/eVNLmU1Vm5pKr6vkwh/1bghS5TSAtQFCAoogUAwDCqBqAkM+32BNJTW1bd3VNPzWweYqe+MratmeRZQnESkZgiHE1EYvIpTAGJUUBhtN++oNTCNUd352FtC/BUCYEpu5Kt0oL6pPg8AlVMohaQbd+SGRIyLQ9jd4PjWlJW+inQT63Wvs3jB85bSp7lTmIEEbyj9DzijbjrTXxWkz0jKV7xJE6KgXeMoXcCxiMa774Cyww3mhVkONGF6sI+cOhnBNEBTK0GBT8fuKnvm6Afsm0ML13PP1U/ZNsIbmLWmQdarTo758Vov3STOd9LxHUaLYjbnGPouZG6ZN+HDx/UynbG4n0j/DOG+20cw9s0irdltP+6Q4evdcrlFhZTMaSJZtPcLZxCxzvG0OelVtf1Zv54JDx+L9Aol6cd1feMw/JSCL4JWO9Iom+UqX+yPm/nSF6afkDaWN760SE7R/LSbtwXve/qsw3f5LJwO4KAqHVH9Xipw4K26Pmvf/tGCj6TBd9C5ggAQHb/0U1j6yeEmY9INoVkWgGJKqYwyii6hiP0IgpTauokJdNEFIaYwhARacVkpohMFZNZEoqj2NRRSqaVUFh3SDZ7iNbbCRYb9XBvDvzye2cbAO78dtuSYmFlw7J2mW3hNs/CeZ6FWzjFYxnF+zuy+3KyZxTeLRLjttzYPYrgFUP2XqUzZph5riK7Lzd3C7dmBuPN7JcvmtEpdck5stDEaTnBK4bgk4jhpGDZKThOHIEdh/VJ0PdM0PdMwHCSMdxUDCfZ0Ct5vHuiCTtBF0uBZSdj2cl47wScW/xEzvIrpyKu5KQcPrCf4RViahdi5rLAwnkBwWs1gbOK6L2GxInVBY2a+CaYcNfh2PHG3mvHuqzS84idxEtdvCUrKOmggVc83jsJx03C+sThOQlY9hq8V6SR69p9h+ajdbNaRaxmPlNeQGsqoNc+sq99bFP32k7Gd2gRujRLaC1SJ3mxa2uJS3uxm6LYsbXEpU3qKC92lUud2qSuComjXOrUVuLeVuqqKPZsk7o2SxitEjdZoU1nRcy3ozmABqhAP9ACoAYwAAB8deZeAAAgAElEQVTWlte3Rm+4SAnNHsvLgkLPQGHnoXkXhoTmDAk+BfGyh/GOQryjUFA2FHoG0mVM8LIgv6MQ7yTk94suoEHPZ5fvsu+zjp9vrqro7exDNACGUS2Au/vfd3W/b2hqrKmrLRSJb915eOzoha1bDq9duztieebcRRmB81J9520PWvxD6NK9c5btDVu+b/53+yNifolMzFq/4/T+wxeu3rwlFOXX1lTKGps6O3qUKliNgl6VStHVwRcK7t69u2HzLr+FGRNdNkA+ByHOL0O4h4f4HYN4J6HgHCjkLBRyDgo6CQVmQQFHIb/DEPvAMLddY2lphjZrhlECJ5BcvX0Xp2/de/XO/QJ+fnVtZefAB61ak1vYbRVxCZp9BZp3Znz4JWjuOSjs9LCg89CcM0MWHBsecgoKPjcsNGfYgjOctGcr9gtOPHy/5/q7nx60hu96GbY71yvtvn3arSFRj0O38wXSDo0WATACtEAJwAdUA8Cg6eJbiOL62kdfXtsgvAC66wcootb1YRsAoBPu7+/v7+9X9vWr+/o1/SpECevgAqJr9Q0jQANUuuJRQAOARjs4D6zrJgEAClBdVSldLRAURmHkUw0GGAAUaFGgAVoVgHUNOoAGwANA9dFroQEojCK6gtY6QKNSwci7d038N4elz5eWvnaoL2R1CFwUfLd2gXtDoXtbEUsumdFcPL2jZJpCOqulxKilfFJV0QxxbqT4zW+1JR09vZ06swiiy6JFdTV4tYhWp4h7uj6o31VVvCs8VcP3aCqeIiu2kkumtUhmdJUwaiR0eZGNXGirKKO2llm3VFl2FltrSqb2ls6SCx1lJcmV5Tebq9pVKs2fFjv4m+AFOthaDcAIDBAAa1EA3hc8uU6efH+ifdO9nGfT7e5jJ73F0cvMXMSmThIyq4jiKKKw8gj2eSQHCYHWeXg/ioKqC0eLTJhCkkMu1qEqZ18finRt3ZKPc9DBi1xTxyIC7ZWJ3Z1VCyubZACBwcdmkGpVX1VV1ff7DtG9g0h0fz2nReM9IzEeS42dFxm4xYxxixnrHjnWKdyINZfCCpnqzOPOXfHDz8cqSyqAFgEIQNQaGCBaAI4evaPns2ac/4axQWnjQ1LHhGRO8Es7kHUfBeDEudyRAVsMg3a9LihXA7B6Qw6Fu5e+5EBnV/eH/jb6skOj/TePCdo6IWTryMAto/3X/bj3HEA0HHaAAdaaZONDogUS3RNWZB7bf+hSPwzUagBgNHLTcX2vaAO/OGN2AsEvkeC/BsOOwQRsHM1LMQrePDZkAxSwRS8oLTf/nbCoeoRPUnhSDkDB3NifRrPXDQ/c7LvmkKqv/3MO+Nyw+e8+7/856epeoCj8JiLqvt7Eh8SZz0kOuWS7fLJ9HsmhkEyTmjoVk5klFJaUxJKSGMVkpojCkpjSpSRdkghNSqYVU+giCuMaefpB0uQfSJZ7iJbbjYjHPLmoRj1owwTg5s2bFPOJ1vQAK6d51s5zzVzDzV2Xmrp/Z+oZSXBbqc9aZuUf57hky9SAxAmsJXi3SIp3DMU9kuKxzNRjsaXjXGtmMHkiNcjf/fqlo+mZP+NcFxO8Y7E+CQbcNENe5oSgbQYBWwz9Nxj6p5n4pxv7phr6ppr4phr5pxj5p5r4bcL4btT3zzThpOJ8UrDsZJz3Worb8n0/n7v34M327fvMZrhZM2ebuy40d15m5hJB8I7C+8Ti2auInFgcJw7HjtfZSHDceLxPLI6diPOOGe8cbei+BseON+Guw3LiMb4JWHYs2Sua5LnaxGOVpX9M0XOPNglNJqC3iKktQtq7RzYNz2zr39g3C6itQtd2qadc6tFa7KaQOMrFrGaxk1zspBC7tkld24vdOip8OsvZbZX+7WU+bWVeinKv9mKnNqlrq8StiW/TXpHw7WgOpQYAMKCBtQAGWo2qDwbNstanj16mZJ70WrmfEHYQ8s+CAs4N9Ts1IuD4yOAjUNBRKOgYFJIFhZ6Ego9DvF9G+P402nfvSO+9Iz32W/r9FLBgR/zaLZcu3SyvbVG871erULUGRgdDF2G1pk+l7utoe9+ikNfW15WVlRQViXPz3t59+ODyjWtZ588dy8rJOnUuO+fC6ZzzZ86ev3z5199+u/Pk0eOivLdl78rfNTS0yOQD3d0DKqVSi6JaoIKBBoCO7vf1jQ1F0sKnz+8cP3lmy44TEZFb2Qs3W/lvHuu1E/LeD/kcGOazf5TX7jHsI6PZB0d67x3puWuEY4YeLd6avorhHBmwKCVzx89Xr1x7+OjJ64KC6tqazs7O/gEN6NeiAFx7JBsVdgSalwWFnYfmXB8+99TI0EvQ7DNDF56DFv86JOj4yLAjAd+/flLee/hZ449XGtgbn03PeDpy1eWhUTegeReg6HvbLgs75f0A1gBUDVCg0gIUUQMUAQD55HrQPREYhnUi5dthks+03e9Xi6Io8rEDMABKGOnXIhoNgNVgYDB6BP44EAAQFMBaAAMUhVGgHTyMqgDoB6gW1iUnAIAiANF9GUUAisCIzosCYIBoAawFqAYFagTAOgcNomvKAVD4Y9gKqkZh3bQqoJsDRXW6RgtAPwCt7coqUYX0xZ3SN/uqCtfVC+d1FAU2CNktBb4tfO47EbVRZFNf5FkkDBW83pX75rxIVNak6Pig6gVAA3QWEd3OXldxSldyENZ9CDr7VS2N3TXiN9UF+6tE7NriqbXlk+rFU+WlFFmZjULkopDYNpTN6hBPlRVPry91qucvKZecqSorb2qVd2vUGqD+duAFgiJaLRjMvlXrSogiQAnan3v63cZPa7h0ROLtdZs0+YmJQ4m5i8jCRUBiviVS+RSmxJT5lmL/FmtTsWsjgIHswa9SY+c8gm0+jtqUtesD0DYe2J2HtRWRqXyS7RtzpyIs7YUJ7cm2xLquHoDAqM41AxCAqgAYUCr7pVXVl07mZGz/eXnCrjnh67hz1lCDVznNXhsUFjcvekNC6q7vd+777erV5uaaD30dup57H+uewFoAsrMf6fvEjA9IHx+UrheUNoqXifPL3H/4NoqAU9fyxs7O0AtMF4hqYAASt+UQvTcxI35AYA0AKur8wyN9N44M2Dw+OHN4wKYxASn7f74AYPXhX04Y4adgZvmRXRaZslYezrmYc/a3iJhttaUVAAbfpf9i4LnCiBdn4ptqzE3W50Rjecl4/xS90PUTeBtGB6WNDtmOn72hWNr4KrdkQmDK8tijKADukXvH+G8e7r/uxLlcgPZ/euq6YO/P+eBvEQqwVvmMFXDH2OoB2e4BZdYzst0zov0rot0bIlVAdpCYMovJjlJTVgmFVUSh6xwlRRS6xHTQb5JLdrhGnn6WPC2bNPUgyfoQeeJPeIvtOEptwduPDAffvHHNbLK9JTPIymWOpetcU7clph4Rpp4rCW4rye7Ltxy5XNPYjAIga+3cd+4JmbsW47rSzHO5hXuEpfM8C6c5k+hBpCms0NCFhQWi4zmXCY6LsexYjO86o4AMPd7WcYHbxgfumhC4S4+3VS9gsz4vw8gvTd9/o6HfZiP/Lfq8LfoBWw24acbcdAwnhchOwnvFktxW5ORcLigoCAiaT5rhPpEVauU0z9x1oYXrElOPZbqUEBw3HseNx/rEEdjxOE4cjhOH8U0y8UnCcZNw3AQcOx7LicNy4nX+EYJPItF7DcEnmsRZM9opfsP38/pL7duE1DYJreoZo/qRfc3LWY35Ds0CJ3mRm1zkIhcydT6RZgFVJqA3C+xbBIxmAbVF6NAopCvEjLYSr66KwI5ybkexV7vUu7XYo1XiJhNM63y37tvRHFrQh2oBACo16AAIUCmBrE1RVpJ/97fLe38+kLxxT/iqXf6LfpgVume8/z4o4MBQ9v6h7P1DOPuH+uwZ6bXTyGfnRN4P9mH7Q5ZsiozZnJaWeejg0du37pVJi9vaFH0qJQxrUDAAIyoAA6AGAKhguBfAYOCD5kOvsq29s62jvUUhr29oqq+TVVfWl1ZWl1XVlFdUV1S+q66uraura26StSla29/3vu/s7uvtV6sQWAs+bnc1AGiAGtEOIB8+fKhrbiirqxVKS9/m5929/eDsmSt79hxNS98XHfP94qWZcxduDpufGbZg07zwTUtWbFu+eufyNTviUnb+fODwbzcuPXieVyQslBS8rKgoq26Qve/6oP6gBBqgBgAgGgA0L9+2zIq6AwWfHhJ2Ysicc8PCcqBFZ6Cwc9C8M8PmXxoVd3XP7bYlB97YpD42if4VWn0RWnQBWn4fWvrr3F1P3xTUKYFaFy2nBFoYVeuiBQCq/UxhD9bR+SRPvh0mAR+vCkG0MKwZxAsoDIAGgXUqSIN+Mk9oB5txIQBGgBoFGhRodS5WeDCkHHz6hkYHBBAUIOATmAA6kzys1X78LqrzdqBagOg6YQwMBgigAP20qhbWYRoUBSjoQ4EWRdHBNRAANH26u92j6u54r6qqlIuLS8TSp9K394oE14teHSvOzS4sOCHNPycsfFxZJK4qr+14L+sfUH3K0NQOVrjSwGAARrUo0PliEBSFAQJQtA8FSB/a3973vr6mu0oilhZcKsrfUFuwqFHkJBPaVxczyyUMmYBdIVhUIt4rFd6oLa+tb27v6W7XAgD6AQA9n+723wwvvkYwGCjekXrTyKJxz2b+0uCnOIvXxpMFZi4iS6aASBWTmPnmjgVmrDITai5xRnVcNAzDXeI6EcmugDCJT6S2/npVBWubcg4WEGxFOFq+GbWIQJNgaL+x3HMfnO/o7/v6ysjAQF9bm6Kurqa0tFgkEkilksrKcplMplAourq6+vv7NRrN79HRMKJBERhoYRg9cfWtATt5HG8jLiB5dMimcYFpWO7aResOSiv7M/Zcx3PThgX9uOfozbJS+fw1P4/z2T45bGehqOreU4lF6B4ocJNR0AZ9XsbwkB3j2TGHsi8BWKVSDXh7helPdcS7LcU6rwhclNLQ1LssZbf/0s1Ag67ddBzrmaDHTcX4JpF9Ewm+ccbcaGJAnDEvSY+3TS8kA+Jttpi/uUEuv3lPZOyzPXFnTluXmjY3cyx3B31xekNTPYD/rz3v/zkNwouBgYd09h2jyQ8oNg9IM96QbAvJjFyywzOy3Sui3TOSbT6ZKiEzSigsiSlTYkqXkGkiMr2AQntBsX9EsntMcnhNsn9Ftn1AtvuVMv0Madpx06nbx2Fe7t4DdAgdgOvXr5pNZ01k+Fu6zLdyDTd1X2TusZTisczYZUXWb891IuJdfQsAAEXR68/FeM9osluEuetCS6cQK1bIZCqHPNVxYXhEQ13j+at3TJwX471jML5JBoGZE4J36IXs1AvchOGmYjnxBG4ijp2I5cTh2PEmPkkE9loTbhLGL9XIb6Oh/wZjTgqWnYz3Wot3+u7Cldt3bt+ymka1duBOYgZbOs6xcFpk5hpOcV9EcV9K8I418ksz9l2PYyfi2InG3ESsT5wJOw7LicOxE/E+cQR2HJaTiOOsM+GuM2Yn4TkJxpxYPDcez0nQ84m1n79WXkBreMu4cWHFlay4+qezal/ZN+TSWwSsZiFLVkjThVzIBQ6yAmozn94ipA2mhwjs5QJas5Ah49u2iJhtpa4dZT4tJZ4KqXubxKlZOKuzZuO3ozn+IMW0Wm1XV1d9fb24SJRXkP/o8dNr1387nXPh0KGsH344tH37vo2bDqal71+fumd96g/pGT9u2bp/949HDvySfTL79MVLV+4/ePQ2r6CsvLJF3trXr/y0q/ySYBiGYVir1arVaqVSOTAw0NfX19fX19PT0/2Rent7+/r6BgYGVCqVVqvVbes/l7afeye1Wu3AwEBPT097e7tCoWholFXX1JWUlhcUCp6/eHX/waNbv925fuPW1Ws3rt+4deu3O/fuP3z+4lUhX1hWXllb1yCTyeRyeXt7e3d3d39/v65uHoqiOoO8FqAoAHUt3RsO3rWNujJqzk1o3nlo8VVo/q/QwkujVl8xSbpplvJw5IrLQ767DS29NiziEnHZ2eAN18/dLe77oAXwwFdvxH/01P5f0H95uf8+fc7qOsZ7393X0dkjV3TImltlza1yRUdHZ8/77j4dv32ZxPGvTA4A0Gq1fX19XV1djfVNtTUV5RVvpaWPpKUPSstfVlVJamsqm5vlHR1d/f1K+C9Vyb9C/1V4oQXaDy1lV2xn8d3cC+bPuW1k8ZA4U0xkicwZQhJNTGLmkxh5FEYJgZ5HnFm+YGEvQGFEVb0noWEer+Tg3j6ghAFoO/lLAZbON6MJSTQ+hfoUO+Xl9m0NTfXafvXX1kUQLYJoURT+BGx1f+voDxJBZ7DSoLq+Lcilu29x3jF6gZsm8Dbo+acaBG8aF5QxmptssWiXccD68bz1w3kpRoHbKeF7IN+MEXP3jeJlUmZvNgnOGBq0Qy8kY4JfyvigbZDvFhPf2Cu3nwCNCgbg8b3fLG38MU4rjX2iDTyWr9p4FGjB8zwpgEFM2iGMW7QRb72xfzzGew2OE4f3TSAGJJiEpIznbdMP2jDMf6Nt+A5lv+bXa2/GB6TPXrtvQcrhsb7r9LjxB7N/A0rtXzeZ+VtiL7Q93U8cvG5jptwlzriHmf6GYldt5lZj6lJq4SymMF5THB6TbR8SZz4hznpMtn1Ksn9mRntCGYQUbyn2fApVBzjEJHohmfacbHfGdPpuA0J20Bz0Y2Lqtes3TWe6TmIGWDjNsXRZqCt3YcRaGBK3GwCgBeiGA+f0nZZ/t+0EChAAgN+aXVjqXGvXBdasOZb0wIlUf+JU50XLotrb26/efYZziiB4xWD8UgyCtxgEbcX4JhG847A+cUROAkGHAAbHWiInAcONJ7DXYtnJBtw0XeYIwTsW5xx57c6z3bt24skTJ1M5VoxgC6dQC+eF5q7LTT0iTD0iLNzCiR6r9AO26gVsNvLbYOSXZhSQgfFLM/BL1fNPN/RNNeamG/mlGXPTcexEPDfehK0DHPG6lBNj77if9n13JmdvzsWXufd3Nj6dVP/CpjHfoYnPaOHbvy+myoW2zUKaTEBv1mWFiJjNAvsWIU3X61XOZzULWc1CRhOf1i71aC/16Cxykxe7Ngtt3tdu/XY0x+dGON27qVKpenp62js7FG2tTbKWuvrG6pqGisra0rJ3xcXvREUVfFFpgaAoXyDO44vyBUK+WCQpKS4uLq2oqKqvb5TLW9+/71Eq1cjXsQX4x4zuz0knMXTg43PR8aUkAV9s7FAUhWFYo9GoVKqBAVVf30BPz4fOzvdtbR0KRZtc3trSopAr2uSKthZ5a4u8Va5oa+/o6u750NevVKlUarVaV9foH6ZFgc5ei8IIQIEWAQU1qpU7buKjb49Z9isUeROKuQ3F3oVW3Ya+uz98+aPxEb9OXH52ftqF01de19TLVbBWC0Dff6RFvh0m+d9OX0IEHasM5pggvw/dkc/rT4B/tCV8bX4E+RNlBxCAwkCrUalVH1TKXrWqD9aqEe0/MPbnr95/8NP+q/AChYEWgFcxy85hTe4aT3mMt7mHmVGItxdSqGIKQ0JmCUjMfDK9iMJ8S7ARUN2b3twACOhVA6ABvYWvKjckyV/frspMEGEd3xKpBVYMgdHU+0GBb/OeKzqUAP6LlX93Iv7j+Hhh//iABxORUA2AB5rbugOito73WDs2ONPQP80wINXYP93AL32Mz4ZR3E2jQ7cNn71pQkDmEM6GMcGb9APX6wekjvLbNCwgc2To9rHB28cHZ47hbdLjprBXZjQ0NABUo0YAQJD41B8xTovwPrFGnpEm3ktTd+UANQAIiMk4inGP0veP0/eLNuGsIXATsZxELDvWZHbq+MAtBiEbRnLTnZf8iKJg35E7E7jxen5xwwM2jWQnh8ZsLiuvBAD85X34e4SCpr/nEdP7tpH1k5muue4hj/A278xdGs3cFJZenRbsdiuO3MK7ydyz0cK9xtKt2syphMIqojDFJLqIxBRTGIWmVAnFkU9hish0CZlRRKK+oNhn4Sfum2TT29ioC8e+fO0m2cbNismzdJ5t5Rpu6hFBcVtuRAs/cukBAEhlg4zoHW3suMzYJWrfqVtHLz2Y4b/K1GmBldNsa1bgRKavNc0XP9Vp2Xexqr4Pd57lY5yWE3zWYPxSjQPSCOw4HDueyNH5MpJw3AQMJxHDScax4zG+STh2Mo4Th+fG47nxOHa8MTcZx07Ee63FOn134caDxeGLyGTribaeVqwQC6e55q7zzdwjzNyXmbsuN/NYae62CO+92iBgi35gpr7/Zv2AbQaBmeN52/QDt48L3KYfmGngl4HjrMP7xBK91xDZa7F+CSa+CRjfJBw3YbxHTMT6n3NfCfMF5cUvMxueTWrIpcn4Di0iZtVr2u0ch6pXjgohtamA2iJgNPPpTSJGs5CmEDjLRfQmEa1ZyGrh05uFDIXAsVnIapW4yYtdFWLXVoFtd/2ub1BzfHo9dfJOqVYNqJR9A/29H/p7evved/d2dnV3dL5v72xr62htbVe0tutUtkzR1tzeqejqGjQ39Pcr1WqtTj7/hcD8HFL8T37aJ5n+5TwoCmAY1WhglUqjVKoHBlQDA6r+fxxKlUajRf7UyjI4p0alQxgoCoBGCTR9QNknKOQf/PnUsvj9tvHZo2NvQlH3oGVXxy/NcliTsyh5376Tv73NL+1UdKAapVLVq4WVn0vCf52+QSb5X0pf47QvWfRPmfZfgRdfXeijJwh8TMH7g1r8EjT/W/RfhRdAC7Qa0CN+fWvS9BsmFvf1Jz02nJFr5iAg6famTAmZVUhmCEwZBQTbArJtkS297vud9Wd+rFkXzbdnCHBTnli5FWPtxSS62NSp2HjGC5rzq+vna2WyPgC0fyks/hS+fXrz/3DTtboQXBQAoEEQba6wwmfFZn2f1RhOCsYvRd8vWZ+XbBiYbhi4cQJ7g3HAtpG8zHG8zQa8DP2AtAkB64xC0g2CN43ibhrK2zfMN8OIu4a7fMPTp7lA2QVQFYqCARR09/X7hUYZMiNwvARjn1UYzxUrkg7tPnGLtXCjkdcaE148xj+a4BuH90024iSQ2PFGgYljeenjgtPHB251CN9z6r7Yffn34/2Th/E2DQvKJLEjz166OvChS6NF/tJ48fcIBVSjfu4WcE/f6slkx5LNW5+aUkUURpOlh9zCs9XCp9WK3WbJ7rLktFp61Zi6lFJYEoqjlMQQkekSMktEYoooDDGJLiTTdfBCZEorJju+JNnt1icW3fpNA1AYhs9dvEq28bBiBVo6z7Z0WWjqtsTUbckEZvjVR3koAG+EZUYuUSTP1ViPFWTvKLzzIixrgZX7EiuneZbMYGu6nzXVGz+FERUVh2qUD18LjZxX4n3WmHCTcOx4LCfRmJ2E90025iZj2cnG3GQT7jpdVASek4BlJ5N0gIMbT+TE4zhr8ZwknFc03iXqx4PZTixHC8tJE2e6WDGCLR3nEhlhBtS5OKdwsmekqedKU89Ic7dFJM8Yfd4mg4Ct+v6bdWEcEwJ36gX/YBCwicBeS/RZhefG4zhr8dxYHDce45uE58bjOUl6btEL0w/WlFdWVyuq8zOrn09qLnSQCZgfSmk/7WYNgSZlpDr1V9Cb+LRmAVUuosoFjGYhSy50lgmYciGzWciQCx2b+Uy5kNnMZ8oFtGaxk0LqKi+0a685/M1qji8lqe7VhmGNVqvWaFQajUatVqtUKp3OVirVKpVGrdbCH+k/kJVfs2T8WxDky+3pPz3380//IKl+PxdV6SIxNTp5BathdV9nh0JYXHDhyq87fjm3KuPUioTTkcknkjMPHDh69NGdexXlpa3tLb0fulCNGsDIx2C1f5u+WSb5X01/yuF/YJV/l/2+tNAP6kKgQXSFZT4NoEGA+n9irvgD/VfhBYICALQaoMpfs/aMgcFT/NS7+On5ZHuxKVNIovHxNDGZJSAxCk3pQjK9GO8gwdu/MHIoJDgUGtrmE2lvyLQiQ6bAzEFgQRUbThdaM57+sreyqbF/QAVQrebr6/7pnfra7UNRVIuoBqM7dRfc35vHL1mx8QeL2dF6vqvH+qWM8k8f75+i55ugz0ueEJg6OiTDICh1rG/y2Dk7hoRsHRGcPpKXNjZkhz4n3SokcfH6nbn5YnV3D6r+AFBdB9s+DdA+vv3MNShmlMtqPU6iETfayGMtlhOl7xln7JuK9UvEcWKInHgMN94oIMHSNxEbEI8J2TgiMG1k0FZj/03k0OQRPgl6fhkjfTdhPb/bsH1vQ001qouA/tZiLxAURdFXAfPvGk2+YzL9qYPXQ0vaWwq10cK9xdxDbuGpsPRSWHi2mHtUU5ylJIaIxCwmM3UwQkSmikhMMZklIlPFFAchmS7UIQwSS0KmXdA3f7R7zwBANSr12TMXKTYu1o4hls5h5q4LzVzDTT2W6THm7Tl5AwGoTNFjHpA0mhZh7Lb8raRSVF5tH7IWx5xnzZprxQiaTPe3dmATJzJWrY5FgeZxrsjIeTmBHYfjJuA4cSbcJDwnActJNPFZpyv7bcxJwXGTML7rcOx4LDsZ7xOL4STjvRPwPmuw7GSsTxzeO4boFpOY/v3MGbMsrSZPmuFoTQuiMIKDI1IOnLjiuijVmBFO9lpu6rnS3GO5hftiInutvv9mA790Q/+N+oHbx4Vs1wv+AeObhGdHE9hrDd2jDTyicdwEgm8c1i8B75tM5CSMcY+an3KgoaGhUd75Lje+8fW0lkJmUwFdIXIQPXZMiGc8vebcU2bXXcxolzC6yxidxcwWIa1FxGwROcpF9DYxs0VElwsdZQK6QuTUImI2C1mtYucmgd172ZlvR3OgX9k/fW4V+Ojr1A6G7aG/Wyc/2Sv/XdX+n9H/ZFrdif/4u/75VDCqRgdrgnw8AkB3v7q/TdVQ11hRUpT3+sWTp8+fP30lySusLBPX1zV3dPb09PeptSrdNgpGgPKvVvgqfTtM8v8T/SNsgD/58WctPK4AACAASURBVD/59HUVPj5nkk8n/ivT/sNBgKAAQQCMAI1uDGKM/3v0X469AAAMqBHQInpz23Li6/GWd3GT+AQHoQVLSKLlEx2EZkwxhVFIpglMGVIivQRHKzNlCohTCixmFpBtS4ksCclZRGQUYh1e0VyeH/qxUdbU168GKAIGtCqg+qcX8Adp9fkr/Y9STKNLddECoEVgoO0Dyt6GpsaH957Gbfp55ty0CZy1Y/1ix/iuNQjOGOO/cSx3g17ABoPgjFH+6aP9t0zw32ToHUdgR4WuSDp77V5NbX1f93td5Q8tAFqtFgUDsFatVmpePs6dt3qzITtSzzt+AjtpnG+sAS8dE7DRyCeewF5L4iYYc+KMA+PJnARiYBI5ZIP+7C2jQrbo8zKGcePGhW039kkheMcmbtrTUlk80Nffj3xm4voK/U11L5DXEVG39Sffo8x6RJr1hGTzlGBXa+baZO4us/BQWHg2WXpUmDuLKQwxhSGkUEWmNJ2tQkyhScgsMZklIMwSkewkZBqfQhWS6SISU0y2f6o/6VFiSo9W09c3cDo7x3wa3YrJs3QOs3RZaO660NxtCcYxwn3Z1gGNGqAg68Yz+5D4n07eBCgACMpdmYGjhlo6hk5mBU2kcqwd2ARr+qrVsQiifZIrMHJZqis1geck4NiJWN/kCe5rx7rGjvNYO9olbrxb7Di3BCOfxLEua8a4rBnnGqPnEUtiJ2A58QS2LkQjnuAes3LN+pkzZllZT7GeRrdy8LNyXHgm6wJQ9SqVytDo7fqMhSTPFWYeK808l1q4L8Zwko19Uw19M/R42yYEbzcI2k5gxxG8YzEeq+hLMl0jdxt5xRh6xhizk7B+cURO7HiPmJCEXe1yRXtrX33e0ua8qZ8MFdW5jJtnPFr4zoUPHH8771KZ63n9jHv+fY/3pY5ysVO7lNlT5tIk8Owo9uopd+6vcG0tcpELXBQCF4WIpRBT+ztufVOa40vJ+MX2Dv59IGqAasAf3KDoH3v7/VO1/eUG8Q+i/Mvjf4oJvmZ1+IN6+FPp/7Wr/XweNQAagCIABqgGwGqADDrs+9T9nZrunr72nq7W1vftrW1dPe/7OvoGPqh6VBolDA/CMRgAgCIA/out2Vfpm2KS/9X0JXt//Bf5yvgnM/zTVT5x28eh/ZQ+g/771pG/oP+uc0QNdOXKgKZffvH8PUvbB8Spz7E2uSRaId7+LdH+rSlNRKYLiQxd85E8U5c8PKOQwnqLo741YwnJzBKMUy7R9ZljyOvsX6RtNf0DWq2u9BkKlPDXO/b+WdTVnwoL3REYAFSjBCgC68qZq/sAqoJVavTDe0VNw+O7r7//4eScyIxJ3JUmPjH6PklGvlvHcTYacNdj2bGTfWO95q+PXrf70OEzYn5+d1sbrFICgKhQVAuAUouiAOkDOqABDyh7ysvF2w+ccghKMXaPMOSs1mfHGXGTMX7xOP94vG8ihhtv4h+H8V2H4yURvGONgtPGBaZiecn6gQnjOUkYjyVrkr+vKS7pV/UodbdWo9X8ZfDF31H3AgEAFG/ZdWOC5V381IKlUc8tafdJtlJTVoO5W5O5e4u5xztTZwmZISDRdAhDjKcWEekCU5aISBOY0gREe/FkdwHFUUhyEJGpQpKDkEwXkalvDSY/iYjqHOjv6uw9eviI6UQbK5qvpeMcC+cFFm7hFPclZu4RRsyIjQcvISiAwe92nWMX7pHosy0cF1ixQiYx/K1pnMlUH7y5zfIVUVrlwJPXQiPXFSbsOBw7nsCOM2EnjPeMX73rYs7N1w4RO384/eDai6Lo3ecnuMVHbDx17ang+M08+0VbDT3i8JwEDDdel1CK81yzIiZlxjQba6sp1tNpFvbsmd7hVy/cvHX3xf0XBfmSdzN50XinZWSvleZeKyjuS0w9I3GcVGNuhlHAJv3A7ca+60g+MTivaILPGnFpw9nbr4bSllIXbSEHJOv8MgYuUXNT9ra1tXV09sgKFzQVzGgWUGV8h94yxt7vnaChkw/u9YiOZBmRJ1lNnzligqUxZVLmRtcP5XThY6clS51s7GdyfB2unvLakOYseerSLnGSi9wVYje5iNrb9vgb1Bxfe2G/eK9hFIVRoPk0EFT9qW7Bn872r9Nfn/Kvi+Mvv/A57PgaIvnTaT+GZWhRZNAaAWCtrpitBgUaLaJWK7Vovwbp0yIqpRbuBwPo4N4J0ao1AAAU+SfRWl+jb5BJ/pfSX/PMv8JXf/3p1+KO0S+Byle2p/8xyPjvwgsUqGAAkIEPAAZAW/Hi0gMf7guj6U+wM98a2z7HzXxCmMnH2RcRmYXmjgVmjgKKo4RAE5lQi4mORUYOhQSbNxaTHq8Oyb19sU4m7+9HVBo1QIAaABX81wkTfyKewJ+FdutoAAVAV3YNAWoYqAGihFUABf0AAQDR9rxXvu+srqm7/eTlsZyrBw+f/+nw4aMncw6dvJBz5dZvd26Vit60NdV0dfT0DfRrNQCgQAmrANAArRKgWg1QgwGgBAAGyIC2X6VRtjY3Pn35Ji5pjzVvtZH7Sj3P1fp+0fp+0RjfJLxvMo6zdkJAqrFfggU73pibiAlMInFXG3gtnxaSvuGnnPLqsg8D75WwziSsgYGurv1X6W9oaYZoUQBqss7d0DO9YWxRtuXHVzT2A8wMPoXeYO5Wb+Zaa+FWQmFJSQwJmSEm0YVEBp9CFZOoQgpVQqYJibbiiZ49FSW16TsL9acJSQ46L4mYxMw1mvKCt1De2a5o7Tx48CDZzNrC3tvaMdTSeZ6Z60JT90Vm7itIrisxzIVLUve/LCyWt3cVFlel/JiNc5xvxppj6ThnEjPQiulvRWVPtvfG4y3DFy8a6O15/Fpk7B6lSw0lcFabsOOMfBJFZQ0oAL09AwAAgAIUBbn8ysHobgCKKmUUv2RD7yQMJ5nAjsdw47Fea6KTN9nNsreynGw1jWrp4DPZJezqxf/T3nmHRXWmfz/7/t73t0l218RCHwaNGmNiQ3pnqCbGVNcYO4gNBSwxm7LRVNdNsim72WTXFBM1GCVGY8MCURFQpg/DMAxlGKb3Ckyf8/5xYJgZZjggHe7PNZcXDodznnOe77mf79N/2bT38P/Mf+b0+XKBWLXkhb/4J20ISdsclrYJn5YblLV7RvYrU5a/MX35XwOXFQZl5k9L2ZG46W0EQd7+siRj54cateHNL04/kLw9OLvwwdS8DQe+0si1crlUQlnJv7NISIoQkaINrKgPDkb9n/+d9bd3Uzdtiv/9w2EvrY5+cWXUlBlzZuDnMW9mr1sdcd+Dj8xeMD9g5vw/+s25f/rcs8cSNfWJUnKijEqQUOLbFTfHTsnhsduF62+614F2vtR9DdVEm6y6Fi5w/mwfcLzuv4fwOL7Xjbn0eLukp4+Tezcc6D4WDpsNQUxI18KQiANBbJ3oUHGTDXHYu2aXIOaumQhdO1+gC0wiFhMCrRdjiJ7MdVWsi2774zv7PnnXz+iyH27vkb17OXSP7hjbCIz/HbS96Ba6yeGwIw7EYmyhkoo//6QqLuPX0Ccu+s2/4b+wcvriOzPCq/3Ca4JjqH6RtIBwsv+C6jkRlZlP39y7++7J7zlsklqtNhqNTovg1SsME645arfb0Wlm7e3tBoPBYDB4zIPv4ySuZ7NarRqNRiAQXLhQ/vbhfy/ftH/ek1uCMvOnZRc9kFH4YPa+B5cVTV2+b3p2YUjWjgVPbstaVfD6259dvHhTKpUaDAbnqr3oOe19Trkb+aBgNdssiE1KZZzFLbrwYCjrzfeJT718dfr833DhzWFJvFmpTfhEWmgMHde1HDgVF628+pv81FlyYDgVF0n0X0yPWe5wOASnzxH/NJ+CiyaHRdBCY8ghMeQZC35LfaZF0MZtE1dXkXI3bZ45Z+EjEZmzk1bPSnxpZspafMomfMomPCFnRvTLIYnr5y/bMjNp7fSo1fiEtbMTXpob9/zs2BVzo5+aF5mBm7to7pz5Xx75Wm9QX6ug+BG2+mcVBmTtDsgumpa9Zwqh8DapwYEgFytosWvfOX7xLoIgal3nc698kZD7EYcvQxB7/Ka//TFlV0DWXv/svQHZRTMI+QcOf5GRlTkzbM7cx5fMjXwyJOq5v33+7Wdfnfz9E88u23wAcVh3H/r2oZg1+LS8MMLWMMJ6/4ztgdn7Zyx7I3DZbtReTEnJX7bz73aro5JYr9G2Oxy2Q0cvPJi0PSC74E/JW3f//ahMrpG2sQV3M4WkcAEpRkCKaq+PP/x27H0PzP74A8Km9YlPLJmvYqUomCmxyUumBj36+T+yZj0+/z+fJQkpKZyq5FUvRd0/Y05pcaKmLklCTpLSUqTkjA5tI5QcACYgEgCTkbYXqMPoHotkR+zmDoWsrubSreJ/3zr81u3d+bc2rL758nPl61fc3L7yt7/sq/jbwYojn1SdP04l32S3NPFVBo0VcS4qgrgX1QNOz8DxcIvoJHhfv+3jJIj7QBC73W4ymTr1MoVcxOI0lly8/uGXx9768Mjeg58Vvv7RnoMfv3H43+9+8s1nR4pP/3qVQqXLxQKTQWU0Gj0W5UTGnr0wmTo7O00qjfJSQta5+8OYBa8R1+aVTp1XHrKEg0/ghiWzcXFUXHTXwIuQKCou2tDaZtaoqI8lU/0iqX6R1PAMs9moLr9Fmr6YGhxFxUdQQiNp+Hjq9CVXk5Y1NTW1cHn1bM7tyrt79732yBORYeGZjyStnpWydmbKhrDUjaGpG0JTN+FTNuES1uCT1s1MXjM7afUj8Stnxz0/O+bZOZEZwbOeWLQw4tNP/sVubFWrFKW3aVPT8qdlFYZkFvhn7w3OLJqSkn+5gu5wON744sx9j2/c+NcjCGKvJLMfSNz5+8TCshqOw2GL3fjhH1IK/bP3+mcWzcgs9E8v+PjL73NycnChs+bOXzon6klc5HPpq/fXMRuWPL8bT8jR6Ttf//TEw9Fr8Wl5YWm5eEJOKGGzX+Y+v8x9gZmFgVn5IdmFf0zaumrfvxAHolAbtr79X4lc85ePT96ftC1g2e4pKdv/dfSMWKRo5lQLKqPEpGhhTaSYGK+vj/nb27G/+9/Z/ziUtnFjQmTMHBk9WkxPjk5cEjh7/l8PLlsYES6kpKhqE6zc+G/+lfH/ZswrOx2vZsZLqElSSqy49lmDVgIlB4AJiATAZITtRffaqghic9gtNqvNYXUg1nYEkZk7+XpNo1xWxxfUtQrqWviNbbIWvlggVYjVWkW7QWe1dCAOI+I2ztm9dXQk7EX/6afPcGvJsLY7rJ12m8VgMGhUar1aoxFLVAK+XNAiF7VplQq9VmfQ6S1mI4JY7Tajr/P0ccWRDwqdne0anVZl7Ly9be+Z3wUxi16nFb1x5aE513FL6vHx3LDk2pAYCi6ajo+lhcaQgyPJwUt01TSr3caIX0H2X0gOjqTOTTRqVIqKalLgIkpIBB0XRcHF1obEUKcuvvb0S408XmNzE7uhkc5gVdyu+vDDj2NTngxdQMDHvzAzqcthzEzeFJa0cWbKutCUtbMT18xKWDUrYdUjMS+ELiA88njU839eXVxcXFdX19LEVSnl127dCUjc6p+1K3jZLnTRiwdTdp65fhdBkA++u3hfeN7mt79zIEgVo3Va2r6paQU3yQ1Wuy18/ftTCIWBT+4NzN7nn73XL3XnF98Wv3PwXVzYnLnzI+dGPvlI3OppESuPlpQSqY3P5b9nNFkOfNZlL0IJOegK5X5ZRf5ZhYGZhcFZOwOyCx5IKcg9+K3dgbz1r9O/j93UJpTlHfz2T8lbp2UXhS7be+b8pZYmHodZLqyIFxAXC0hRgppIfUPcoYNxv3tg5kfvpa1ZmxCX+ISCniCgJC6NXYCbPf/s98tnPvb4hROZdl5yR3PaunXxf/R7tOrXZCUjXkpLEZPjxPTNarUWSg4AExAJgMnI2gu0+aJ76XZH12QyBLHZe3arRX9hcSBWxNS9wpXdhjjM3dvP2GzOHgrXmnrftfahxaPfy3XuSX+6xFwnFjtvxOFwIPauvXG6OmQRh82Odqea0BloaAec1da1gpvDZSxYP1M+8kHB0NGuVqpkeh356Imffh/E2Plaw7sflU6ZfS1kMSM0tgWfhHaLoP0j5JAoctBiTdltK+KofXYjedrjlKCljFmx7SK+ntFADoliBEVQ8VE0fCwpNLLy4fnndhTV8/mcFm5jY3M9u4nOYN6trjlZXLJ1R+HixKfDIp4OjHoxIPYlXMJqfOLq0ISXguNWB0e9EBz5LD5y+eMx2Ws3bf3qq69u3brNrG3gcJpauQK1SnHl1t2ApNyAjILAzMKA7CL/7KL7E/KPXahCHMiHx67dtzRn01vfIghSQ2uaStg7JWPfLVqj2WJbsu6dKYRd/tm7Z2S/4p+5Jyh129dHfzp+7GT40uhZc5fMjcwOjFn11IbXD3z0TR2bi/akHvzsxMPRa0Iy8nBpW/Fpufi0XFzG9qCsooDsouDswhlPFd6fkP/KJ6cciH3ZjsPBT+0VCpVP7Tr8UOqOKekFyevf+K3sFrO2kVlzjleZJL4bKSZFi4gR+vqYd95Muu93+ENvpyWmhsfEz1fR4gTUlMURkdNxs4mlhOjk+UFzHnvr9fiVq2MenDETN2ce6UqKjB4rJseJibEi1n6ZsgNKDgATEAmAyQhPTLXZELvDYbNbbeg+cl0jVZ0zbiwOh81uQ6wmxNKBWByIEUEsju69cLtb/72PexoBe+FaijsGt1qqqwXpOYPFgli7Zpd2LWSOWBDE6kDnJdutdrvVbXiaj9GpfVx3FFovdB1ypYIvltAq754KmU9et73xmx8uPzznavAiKi66OazHXqBrZxEDFqpKLjkQpCVvH/GhBdTgKEpIRGcLT9fcRAqLoYRE0HBxtSExtNCY36Y9dvrDf9Q3tTY187hcXnMzl93QyKCzyGTqzYobR78/tu/Vt17euDN7ZV7M0zlLntwY+eSGpGdyn3x5x8u5e159470jXx/9rbyCSqll1rI5HA6Xy+O1idUy0fUqWmD61hnpBSFZe4KyigIzd/0+cfv3ZyscDuTfJ6/ft2RTzoFvEAdCq+dNJ+ydmlFUU9uE2MxL1rw7hbArKKvIb9k+v6w9QYS8Yz+evnL1+qqXXg6ds+jRqGVBkc8u3/xmA7sldeNfr9wiOhzIu58X/yl2LS49D5e2LSx9c0hGblhabnBWQUB2Abq3yAOJ2z74+oLDgSRueG/2c6/zReronPcfTts2JW3Hvrf+Xl1dfZdUd7vsqLwyRXwnTkSKFpIiNPSYS8UpCckRd85n7i6KefGFCDkzVkRLik+KxM9fyCMlnzuRFjZv/n0Pzg545NF5CxaHzH2Ucj1JzogTkxPEpEgp6+9imR5KDgATEAmAyYjaCwvisHaN7+5eoqFrNIbZgVisiNXUNXe7a8NcO+osLN1ztO02B2KxI257i2A2FQwhvtoJHD4Y6Plt3SvkOIf2Ig7EYUOs3Z6jq8UCcVgcdgviaSz6Y3dGPijodAaFQtbGF1dTGSfSn7kZnS7+6czV6fOuBi8i4qMbwxLRLVLRDxUXTX7oCdkPPzsQhPfeP4j/N4z04FzqI4lmicQsllIeTyIGLqXgoum4uFq/8NOPx509d7GB09La2sbn8wUCQSuP39zSyqpvoDNYJAq54vadsuu3LpwvLTl9tvjH0z/9dPqXM+cvXrxYfv1m1e27pBoyg8Fk1Tc0NXO5vFa+UCASSVQy8dWyqoD07YEZOwMzdwVnFQRn5P8hPu+1L04bjebXPy/5n4icjPxPdR2dJVdqHkre9VBa0YXKuia+cvaKvzyUsTsoa3dA1m6/rD2hKbklJRdu3br10YefProobnbEUzMTVgfEvlxeTTv5a/njy3bpDR3vf1WMdo7g07bi0nND0zbOJGwKTd8WnF2ILkB+f0L+lz+V2RBk8Z/fiF33NrtRMO+F/VMIhQuf3Vl84mQ1kUQi069cLGkpf1pKThLURPIp0W3kCBk9WkZLlNOiheTY1rvxEkq8nBZdfTmx8lKajB715SdJpSWZ185kMH9bTsgInxEyl1VBkNGSJZR4KTVJxDkqEOmg5AAwAZEAmIz0xFSHA61w290chrPa7fzGpb3CgSDW7r3sHV172vZ0joyYt0B8tw0M1FV4XZzY4XCYEcSEIGYHYkXX3+zuR3I4ELu9y3qgA2PRMSgOl/EW/ewiGfmgoNFpZXJla2sblVl/9NPPTuHDKzJfvIoLLw1eWBUaiW4vgq72jbZhkB9a2HboU4fDYdTpJMdOtn32X2Vlld1sMSsU9EdTyYFRVFxkHS72RuCCr996k0hjchqbhUKxTCZTKBRSuUwikwoEIn6buKWltYHdXMdi19XVMRhMBoNZW1tXW1tXV1fPYrHZDY2cpkYejycUCiUSmVyulMmVCoVCKlNdKL0WnLU5MH0rLn1XUFZBcFZBYHph4LLdS9ccCHnqVf/svYEZ+xatOTjrmb/4ZRT6Zeyet/LN+SsPzkjfE7Bsd2D2vqCs3dOSt8Q/s+1yaVlV1Z3Sy9e37HoVvyhzZvKakPiXFz69o/QWhS9S2u3I4f+emRK1Dp+WG5aWi0/LC0vbhCdsnJmRF7xsV8CyPf7ZRX9I2HHy2l2jyfLYs6+GPbs/K//jqan5+Kwdf/v4nzdvVpCJFAaDeecO7dKZY8xrq9SkJH5NrJgcJyRGSSixIlK0hBoto8aJKDFCYpSCsVRbmyhnpCakLZ05+7E1q8PTMhbfP33e3j1x8tp4CSVWRk/V1edwaisEQimUHAAmIBIAk5G1FxanabDbHFY7up6LHbEhdjtiQxw2xGFH7DaHvXvqrc2MOKwIYrE7zHZ0Rre9Z92P3v0CA07PAOlPK0V/fIarLXA70mpF7HbEYUUcVsRuQRwWBLHaEZsD3Y/NYUccVsRiQqzoA/M+8XWstV7otQapXMbjcRuYnAvlN75+6sWzf8JdDll4JWRRBW4pHReD2gsqLpqKdpEEhDPmp8rKbqB53dnGbd79VtOGXU373qCFRNJComm4OIrf4mN/3vjrrVssFpvL5YnFUpVKpdWq9Xq9RqNTq9VKpVwqlYvFUoFAwOfzea3CVq6Qx+Pz+G1tAr5IJBKJRFKpXKFQqTRqtVaj0Wk1GpVaqZJI5Ww267XDXwVnbvMn5AVlbg/KKgjJ3BmUsW1G6ja/jMLgrAK/jMLpabv8MgoDM4sCsrv+G5D1yvTsooCs3dPTd85etuWfX/5AJJNqiOTq6upjx08uTl0ZGrtqVupGv7iXAxPWHv+1zGq1b37z39Ni14elb55JQB1GLp6wMTRjc/CyXTOy9/pnF/0pedvNu0wivXkGYadf2q5pKdunJW9Zt+P1q6XX7t4l0hnMOlZjHYtddZfx04/f0y6tUpBiBcSlImKEkBgjqokRkiKExCgRKVZEihVQYwSkCAU9jng5KS83MSZp8VPPRH3/ZYqGlSEnJSroBANzNbH8cxKVJRLBzBEAGxAJgMkID+0ERplRsBftBqVcwefzG+o5t0mUY2+8+7PfoxdDFpbiuuwFGR9DC42h4WPRXhJGaCzVfyklJKo+/UVm6gtEfDRx2gLy1EXkhxZScUsZobF1/ktvLEo5fvJ0DZXBbmjk8/lyuVyn03V2dhqNxs7Ozo6ODoPBoNVqNRqNUqlUKBRyFxQKhVKpVKlUGo1Gr9d3dHSgf6LX63UarVSmEghE9Qzq4X9+s/iZnX7JG4LSCwKz8gMzduDSd+HSdwVm7grKKgjKKArK2o0uHB6cWRScvds/e7df1p7pabv8Uje///FXdCqNWVdPZzBJZOqNmxXvfvDxnMSVwQlrZhJy/ZNzQlJyUjceCEnfFkrYHEbIC07bgk/LxaXn4Qk5c1PXh2TtCMoqCMgumJGxa8PrXyZveu9hwo6g7J0ByVsilm/5/ocfb1dW0xnMejaH09jcwGli1jVUVRN/OHGq8pctKnKElLRURI4UkaJFpFghMUpMjhORYkWkaCExRlQTp6yN0XESFLVpemaSpiFJQonX0FJb77x88ZdPrl693cThSiQyKDkATEAkACZgLyYXIx8UOgztarVSJJJwmhqptaxTx08Why28FPDoxZCF1cFL6PhoGj6Wjoui46Pp+GhqaBwtNKJ2Zjw5KJo6dTFxxkJSyFJ0CxJaSCQdH8kKjK4JWHhs919vEknMWnZLS4tYLFapVO3t7WazGd0w02w2G41G1GqgK57pXUBXP0NdhclkMnfTYezUGzpUSrlEJG7iCpiMuhM/nlqxaU9AwvqAlM1B6TuCM/KDM/KDMncFZe4KydwZnLUzKKsgMLMwMLPIP7NoRmbB9JTcuU/uePW9j0k1RA67gdPIZbM5zLp6CoV27VrZmwc+mJO6KiBh/UxCLi5lo3/8hhDCljDCVnxabkhaDj51My5je2jGlkdTc3DZ2wKX7QrKKgjKKpqSvHUqYQduWUFg2vbZaRsOH/7s5o1KKpVeX9/Q2trG5wtbW9uamlpYLHYlmfbTT+eunipovZUtp0dJqeFSYrSIEiUkRwuJUSJihIgcKSTFi0jxYnKMhJIopsbLaJFyakrN5W3Hj313pexOPZvTyuPLZGAvAGxAJAAmYC8mFyMfFIxGs0ajkslkrTw+q77hxu3q/6zf/MtDs68GPlYRHE7Gx9FxcdTQGCYunhYaw8BH0kJj6LgoOi6GERpPDY2j4iLpoRG1uChmcBxr2tLbweH/3bXv57LrNHptA6dFIhAqFAqdTmc0Gq1Wq3OGsM1ms1qtzu25zS6g/7VYLFarFV1c1Xlke4dRrdbK5fK2NkETp5nJqC0tLd3zxnsJz+8ITs17ODFnalKuX2r+tJQd0wg7pxGKphEKHkrZNjV5S0DK5nmZOStz9nz73fGaGhKH3dDc0srltfJ4vOZmLovFJtZQy67f/PAfX8SsyPWLXR2UtDGYkItL24pP2xpK2BKWtn4aTQAAFVxJREFUkYNLz8On5eEytoek7QjO3I7LKgzI3hmUmR+QXRCcke+fun1G7JrC197/raycRKKgXUIikUQmk0ml8rY2QXMzl1XfQKKQz569fuy7by8U76FfW8GvjpERw+WUCAU1SkaLlNIiZdQYBTVKQQmXkZe2ViWRL6755cQ7p09frK6ksVgsbmubWChSq9VQcgCYgEgATMBeTC5GPiiYzebO9g6dSi2Rypu5LfQ61tlLl37IzT83L6bcb0G1/8K7weG3Q5beCYlAF9ei4+Jo+HhGaCwtNIoWGkXHxTADoxj+4VVhURfilx89+P7Z8t+oVGoTp5knFMiVCrRbxGKxeN0Lyt4nrodZrWaTyWQwdKjVWqlUzmsTNTa1MpnM6sqqM7+c//jzr7btO/hszn7C2lcSXt6XuOaVlLX7Ute9sjzntQ073zzw3t+PH//xxo0bDAaT3dDMaxOIJTKJVC6RKkUiSVtbWx2LTaHSq27fPXXqVMGrB+NfyMelrA+KXx+UmoNLzcOn5eJTN4elbQrN2BJM2B6UkYfPzAvOyA/K2hKQkuufnDN/2ZbNRQdLL1+nMehsNqetTSCRyJRKpVqtVqvVCoVCLBa3tbVxGlqotcyKO6RfL1T8WFxy+uQXV355/c6ljTWXXyJffY527XnSlRfulK6+cWHnpZ/fOV185OTpC5evVVPpNA6H09raJhZKFEq1Xg8TUwFsQCQAJmAvJhcjHxQsNqvRbDIYOhQquVQsaW5pozHrb9WQfjxx6j/bCn5cnFQa+PiN6fMrZzxR6b+QFLCEERRV57+EFRBePz2cMWNJTUB4+dzk4lU5X3/2xZnSqxVESi2T1dLcJhZKlCqdQa81Go0Wi8XrZJz+g5oMq9liNpo6Ojo0Go1CJheLpa08fkNDI4vFotPpFAqt8vbdsrLfrl69erX02vXr5eXXf7t9q4JUQ6xlsupYbA6nqa2FKxSK5XKlRq3U6XQabbtWq5fLpQKhmMvlclj1dHrtnbvk8xdKD7z39+c3FC3MWodPXO2ftM4vbXNQ6saA1A1BhLxAQk5I4vqQ1LXz0tdGL9+wc8/BH0+cqrhdxazjNDV3n1+jQTe4QQeaaDQapVItFovbeOKmJg6bzWYwmEQS/cYtSun1ykuXbpw/f+38hSu/XiwvvVpVfoN0u4pBptQymcwGTksrj4+eU61V6Q1qk8kEJQeACYgEwATsxeRiNHZMtVssFqPR2G7QoUVgczOXWddwh0K5UnH7+KlTX7954PiK1afiss8vTrm6IOnywpTzERnnUp/5+dk1P23a+cPr7xw5cuTX62WVNWQajcFmNbS0tApEQoVKqdPpOk1d3mJAS5d6xeFwIA6bxWLpNJo7Owx6nUal0shkMr5AxG1ta2pq4XCaWCx2XV09jV7LqK2jM1hMJquurp7N5jQ1tnJb+Lw2kVgqUcoVGjW6v53eaDR2tOv1er1SqZZIZG0CPqeRW8diUyiUqtuVly9f/PabHw588NH23W89m7svbVVh0ov56at3rti0Z2X+X15584NP//nVzz//cuPWTRKZWldXz21pEgmkCoVCq9V2dHQ4O31MJlNHR4dWr1OrlTKJXCwU8XmClpaWxsZmNpvNZNUxGEwGnUWj1zHorLpaVn0di8NuaG7mcrk8gUAgkcjUarVWq+9o15uNJovFAiUHgAmIBMAE7MXkYhR2TEUcNpvFbLUYOzp1Br1SKRcJpK3cZnZDM4PBpJDo5dWkX67e+PHMuR+OFX939Ph3R098/+NPJ86dO33l6vnyW+UVVVU1RAqjlsVicxq5XF6LVCJSKtUGg6Gjw2i2mgZvLFDQLhKbzWaxWU1mq9Fo7DC0a7R6hUIhlytFIolQKOTz+a2tbS0trc0trc3cFi6X19raJhQKxWKhVCpVKBQajUav1+o7zUaTxWQyWc0Wi9nYaTLq9Xq1WiuXS4VCYWtrawOniVFbT6FQ7tZQqm5Xl5ffuHrp8q8/nyspOXOu5OzZcxdLL125WXGr5g6RSKmtra1raGhobOWLxFKlUo16C3T4iM1ms9ls6DgSk8mkN3SotSq1WimTK2UyiUQk5beJeTw+l8trbmlt4fK4XC6P28ZrE/CEEqFIIpPJlHKFVqvW6dvNRpPFZEXPCSUHgAmIBMAE7MXkYuSDAtoqYLMi6OAGnU6nVCrFElmbgM/l8tgNjcy6ehqNRiJTq4mkO3fJd+4S75DIZCKFRKZSaQwGg1Ff39DcxOO1CsVCkUwmk6m0Bp3etU9kCJc8cTgcdrvVZrNZLDaTyWQ0duj1eq1Wq1Zru+e4KqVSuVQuk0qlMplCLlfKFSqVSqNV6ww6fXu73mgyWCwWq8VktdusdpvVajVbbJZOo6GjXafRqlQqqVQqFApbuLzGxmZWfQOTyaTR60i0WjKZSiJT0X9pFCqDwairZ3EaWlqa2wQCgUwq1qiVOoMWnfCCjmN1jh2x2WxWq91iMhuNHQZDV5qVapVSKZfLlQqZUiqViyUyiUwql8uVcoVaqVGr1Rqd1tDR3tlpMpuNZqvFYrM67FaHwwElB4AJiATABOzF5GJUgoKzCER7SQwGg1qtlsvlEomEz+fzeHy064HN5jQ0NLLZHDabw+E0NTY2ow34fL5QLJbKZDKVSqXT6drb29HydZDjLfqgu8C2WiwWk8lkNBrRIQ7oHFedC86Zrmipb7FYXE2P642j02Xb29u12i6TIRKJ0NvncnnoE0DvurGxuamphcvl8vl8kUjkbBdBr2I2mz28hesAVTQBzjS3t7f3kWCj0Yim2TnpBn2eUHIAmIBIAEzAXkwuRisouFSyrWazGS2tdTp0hU2lVCqVSGRisVQslqJLaorFYqlUii71rVKptFqtXq93FuFDMtiib1wnnjithnNdDdcJrq5zXL1uYOvsdkFPghb8Op1Oo9GoVCqlUimXy2UymcQFqVQql8vRtb90Op3BYEBnxziNha9kOxPsOuEWTS2K1zR7tABByQFgAiIBMAF7MbkY3aDgMgvU6qzQo4tfoWte9a5kd3R0+Kpkjwy9Gwmcd+H1+77P03tNDnT2B7r8lxPXG3cOs8C8hOuFeifeYy5uH2eDkgPABEQCYAL2YnIxFoKCs6hDK9DO9nwPXOvZrg0DI+kteqe8/36i7zP0bhTxuHG0E2RI7t2XQ/J1/FgQCTDGAZEAmIC9mFyMkaCAlm2utWq0HPXAY/2rkUz5kOPwsfWd60qjHnc9Wjc+RkQCjGVAJAAmYC8mF2MwKPiqW99b88C4Y0hu3GnXhiRJY1AkwFgDRAJgAvZicjEGg8JEMhD30FcyTCkZDGNQJMBYA0QCYAL2YnIxloPC2CxrJyFjWSTAGAFEAmAC9mJyAUEBwAREAmACIgEwAXsxuYCgAGACIgEwAZEAmIC9mFxAUAAwAZEAmIBIAEzAXkwuICgAmIBIAExAJAAmYC8mFxAUAExAJAAmIBIAE7AXkwsICgAmIBIAExAJgAnYi8kFBAUAExAJgAmIBMAE7MXkAoICgAmIBMAERAJgAvZicgFBAcAERAJgAiIBMAF7MbmAoABgAiIBMAGRAJiAvZhcQFAAMAGRAJiASABMwF5MLiAoAJiASABMQCQAJmAvJhcQFABMQCQAJiASABOwF5MLCAoAJiASABMQCYAJ2IvJBQQFABMQCYAJiATABOzF5AKCAoAJiATABEQCYAL2YnIBQQHABEQCYAIiATAZlL2Az3j8DLWE+mLUbxY+9/YBkcAH8wMigQ/mp/9ZfB/2IQAAAAAAAAMB7AUAAAAAAEMM2AsAAAAAAIYYsBcAAAAAAAwxYC8AAAAAABhiwF4AAAAAADDEgL1AEIS7n3BkFqHkCB/zmPKygZ2z/8dPAMbvLY/flE9IxlR2DFVixtRNTXhG62n3pygZ/PnHjYo87MU4S/3AQW/Q4x7Hgr0Ybl0OIc5n2P05xHX5fqgC8WAfBbe4xDWR+ysxr3jPKfd8IP241rjI6EHi9bEM5l3z+bdoXq8o1vQ+rEsGXRK957vwro0R1NgEZDRyTXMkzz12DeoqrtdCU34vb/cEVtEksxeV5d5yEezFgHC7tbJDR7pjxBgSj0uqEARBuMUlzp+9MYiU86kr3P+27BDYi3t4LK4M2F50XS6PykV63nE0x1El9PvS/U/MCGpsojIKudZlLwZx5v5cdwBv98RWUf/sRVewQD9dz87luaB5Vl6GdKvErTp7xFU33QeXHCkun+XUlkdF5xC3l83syTAfXs/rtTxB09zLtHqxnyvyPE7V9WSOdF/d/XZ6p9PX8V6T6n6Swbrp4cZNJC5VEN+37E0/vo/3eEV7awPL77uGLZ8p753p/cwsdypdZez1cuM3oweBz8finrkudn+WZ9Z4ZEffj64nZ7nFJV3vb08Y6Q5o3nXoLSK5Hek7JA6nxgZSqR2njHiu+bQXAwjjPfniVsx5tl54+Ab3krGbia6i/tiL3rfq4iTyqFyX+0dvpqcVtOvBuWaqe0a6/7l3XGtCXjPJ57UQL4cRysu8F2C9W7e6FdzzfZ/VdLcam+vxvc7jJanjqFLrevu9b6H3I+r7Z1/H+25s9K6B/hzQ91X6n1kueEY0d1GN74weBH0/FvS/Xt6X/gvDk7JD6K80R/KOzDrELTvkElvc6jC9L9crIvlMmAvDrTFMkU8IRjrXvHWO+Hije0mxW9Iusuwdo3rJ2y1ne0l3oquoH/bCPYkuzVbdB1eWz8or3593ZEWxpuyQuw9w//R6KF7O34NXK+p2Wl91IA9b131vLv157tbSiz3ss+XfPcx5t8w+zuMzqeOo1PE11MDHI8LUj8fxvv+2C68a6H3AgF/a/meWB54xq+fFHt8ZPUi8PRafmdu3B8Xu2O6u2HD391Qxu6q2XVnmU4d9R6ShtRf91himyCcEI51rfVQ+scN4b3PTp71wTS168t5qmegqGoy96PKe+w+VdBnPQ+U9Hspn62j/7EXXc/FmRd110PMQvTdQe1zX/eNmkH3mX19loc90+jhPPxuNxzS+Xt2RsheINw30/u3Amxz7nVm+H43Twk6EjB4yXJz9cNkLNNNXHCpf4RLQV+Q5G1MHUFC5jyvss6lyWDXWt8gnBiOca77sRb/C+IDthTPxPoeSTHQVDaJzBOnp13E1Su5NAj3PtHtsV+9mIqwG8F7DxBCXq7vUCHtfywXPk/TdutV3vvoIkRiNvW6tW/14LGOWAdqLAXSUYL2uvZPiNvi8Bx8Dpu4t0/vSFbe4xNX99DJP4zqj7x2sx9K79bg/wuj70Tkb1dyatXu98n0XFQiC9JEwN0ZUYxPVXox0rvVpL/oVxgdiL1zrtD5qKRNbRV7thcvHy5CZXjnq2v7j9vJ7bR31GiPcr+vSfzGLcGRWXokzvz0GqriEMK/X6sFzoI2vGtVAW/59pNP3eXwmtdeIoTHLQO0FxtBOrEqqpzZ8a8ANt2G8vR+yW2IGnFk99+z9hH397fjJ6HvH92Nxy9xeh/VtLzAeXVeOd8dxj/8iCNYgQZeI5CNhPq44DBrrp8gnACObaz47R/oM4/dsL3o6SfsYUzmBVQTLanngs7ICAMBwMfB+KAAYB0xuYYO98ADsBQCMDB71LXjpgAnGcC+zMdYBewEAAAAAwBAD9gIAAAAAgCFmkPYCuhIAAAAAAPDEi72YwDusAEPHMGa961Bqn/JzGU8+abs2xzzDGx/6NwdHcyTPbX5Bv9QFjByjLRKIJMOGp72Y2DusAENGZTm6XMwwvJCaI4e6B1rzqSu8q4u7323WKyhwTDKMIkG4xSWYA/K7ixb32cLY6gJGkFEWCUSSYcTdXkz0HVaAoaIrHFSWu9UJ3Gaoe1ll1SkDlxpknwtMVZb73i3MdeEdCApjkeEUSf8z3bP1ogef6gJGjtEWCUSSYcTdXkz0HVaAoYFPXdGzOp7rikmuPzvV4nxjuwO9ayipLPduMTHni/fEmgm+AuZ4ZVhFMoCljr3Zi8m9GsEYYiyIBCLJsDEk9mLc7LACDAmuXWY9P7vVP7pjQS8luCzw2o+KgrO50jMEaI7kudRpoJwYewyvSNwyvbs08l5O+G69gMbw0WYMiAQiyTAyNJ0j42WHFWAo6LU5nHMTO69BwWdjlec6+T6u5WNPVPctLaCXbYwxzCJxLwn6FIBve9HXr4ARYAyIBCLJcNLPoZ0TZIcVYAjw7LHWHMlz1iRce0l7VOHMem5xCboSvus3XvY7db7wvuqXfOoK702pwNhguEXiPGHXn/chAHcP0R91ASPDWBAJRJLhxMvE1Am8wwoweLwY/O4aQE/+5pW4Bwj3UVqu33hp4nJVju+33aWxFCocY43hFwniGnx8CcAt4LgPBYP+2VFnjIgEIsnwAat2AsMAjMkHMAGRAJiASMYzYC+AocK1XghtzoBXQCQAJiCSCQLYCwAAAAAAhhiwFwAAAAAADDFgL4B7w2VxZQDwDogEwAREMmHxai9Ge7eq/m5WBIwinkHBV85iZGXPsG0XvXn9Ehh/eC05+thjzPfq3SCSCQuIZMLizV6M8m5V/dqsCBhN3FbQQzPRe85iZKWrBpxDxL1+CYw7vIjE6x5j3P3OLPaa3SCSCQyIZELjfd2LMbNbFTAGQTPId5NmT85iZaWbxrztIwDrKo5X+hBJH3nqUoo4AZFMWEAkE5xe9mLUd6uCVcPHOqgYvAUFj5zFzEq3FqxuCXn9Ehhn+BaJ7zzlFpd46UEDkUxYQCQTHE97Mfq7VXndhwYYU7j4Bi8O0jVnsbLSfSHXrgO8fgmMM3yKxPc+Mj6qHCCSCQuIZELjYS/GwG5VA9isCBhF0DqHV9PgUnsYQFZ67UmBnrJxjVeReHnx+z3cCkQy8QCRTFh6bcg+6rtVDWCzImA04FP3F2u6g4KLk/CSs96zsuxQ71kkmiN5vXtPvH4JjAe8iqQLb5MCelVUQCQTHxDJRMfNXoyV3ar6sw8NMGq47WPXnUG+ctZLVroGBaeuXF9+r18C4wqvIvG2x5j7AB3nwSCSSQCIZIIz8GW1YIYPgCCwGA7QD0AkACYgkglLP+0F7DEDeABBAcAERAJgAiKZsMCi4AAAAAAADDFgLwAAAAAAGGK82gtorQIAAAAA4N7pv72APWYAAAAAAOgXvewF7DEDAAAAAMDg8LAXsMcMAAAAAACDpbe9gD1mAAAAAAAYFN52TIU9ZgAAAAAAGAR9DO2EPWYAAAAAALgX3O0F7DEDAAAAAMCg6T32AvaYAQAAAABgUMCyWgAAAAAADDFgLwAAAAAAGGLc7AUJmByMltoAAACAScL/BydaYLfpQx1WAAAAAElFTkSuQmCC" 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I have some Roll N Read games from Lakeshore, and while I love them, they are noisy and the kids lose the dice all the time! With the Phonics Cube Set, they could play the same game, but I could select the dice I want in each cube depending on the word families/letters/blends we are working on!<br />
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Needless to say, I will be saving up to add to my dice collection now. I am always super excited when I have an activity that the kids will love, especially when they can use it independently. Once the kids know how to use these, they will be able to get them when they are done with seat work or during snack time and have some fun practicing math, and even writing or word work, too!<br />
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Here is the Roll and Read sheet I currently use when giving the kids free reign on the bigger letter cubes I have. If you download it, please rate me! Gracias!<br />
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<a href="http://pinterest.com/pin/create/button/?url=slidingintofirstgrade.blogspot.com%2F2013%2F01%2Fdice-domes-greatest-invention-ever.html&media=http%3A%2F%2F4.bp.blogspot.com%2F-1-PTsWBmHE4%2FUOn6H5e1i0I%2FAAAAAAAAARc%2FkCdMT9nEH9o%2Fs400%2FRoll%2Band%2BRead.jpg" class="pin-it-button" count-layout="horizontal"><img border="0" src="//assets.pinterest.com/images/PinExt.png" title="Pin It" /></a>
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<tr><td style="text-align: center;"><a href="http://www.teacherspayteachers.com/Product/Roll-and-Read-Recording-Sheet" imageanchor="1" style="margin-left: auto; margin-right: auto;" target="_blank"><img border="0" height="308" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOdmYG73TVNnIQhp2oMX1ossvi5w-PvJk_CFayLMuMC8u1tTvi1RUKaN60gqcoNnINX4uOZkCQmGp-OGFL-NJvmQWnGydwHPv1sTKfgmtiSqNPmvOYF2rQSr0wSi-92PAbNtryHQP2hGSu/s400/Roll+and+Read.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.teacherspayteachers.com/Product/Roll-and-Read-Recording-Sheet" target="_blank">Download a copy here!</a><a href="http://www.teacherspayteachers.com/Product/Roll-and-Read-Recording-Sheet" target="_blank"><br /></a></td></tr>
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<br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com17tag:blogger.com,1999:blog-3358483879269619872.post-9949391792663000652013-01-03T15:22:00.002-08:002013-01-03T16:23:59.277-08:00Lists, Letters, and Cards... the Sequel!So I've been pondering how to keep the enthusiasm rolling after break with the lists, letters, and cards. Obviously I will have to move on to other things, but I want to have the resources there for the kids to continue this form of writing if they choose. It's such a great way to show kids that writing is useful and is a fun form of communication. Even at age 32 with all the texting and emails, it's still so fun to get "snail" mail! I have tried to keep up with demand in the past with cards from the Target dollar spot and with parent donations, but the cards disappear so fast! Plus, in order to make these cards more kid-friendly, I had to run them through the printer to put handwriting lines on them. I couldn't put more than one in at a time, and that was so time consuming! Here is my solution...<br />
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These are just a few of the samples that I created using my Fonts 4 Teachers and Scrappin' Doodles clip art. If I print the pages back to back on cardstock, or even just on some thicker white paper, once I cut them in half and fold them, they'll be just like the little Dollar Spot greeting cards! I'm so excited to print these out and see what the kids do. I have a feeling there will be lots of cards floating around the room, which means that there will be a ton of writing going on!<br />
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If you like these, check out my TpT page... they will be up some time tonight or tomorrow. Can't be late for my Zumba class!!!Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-82137504374985731282013-01-02T14:37:00.002-08:002013-01-03T11:48:04.663-08:00Lists, Letters, and Cards... Oh My!I'm baaaack! I was really bad during the holiday season, but things were just so hectic for a while and then, to be honest, I just needed a break from everything! But I'm back and I've missed sharing!<br />
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This is my favorite time of year for writing. It's so easy to make it not only fun but relevant to the the kids' lives. December was full of lists, letters, and cards. Usually I just do the wish list and Santa letter, but I have always felt like that just wasn't enough practice to get the letter writing format down, as well as learning to use voice in the letters and make them sound like conversation. You know what I mean! First graders have a hard time understanding that a letter is actually corresponding to someone, not telling a story. You want to give the reader an opportunity (and reason) to respond.<br />
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<b>Opportunity #1: Elf on the Shelf</b><br />
This year, my classroom got a visit from a very special elf, which we named Cookie. Cookie had her own email address, Cookietelf@gmail.com, and would email us letters about our behavior and answer any questions we had. This is how we first started letter writing- writing letters to our little elf to find out more about her and to tell her about us. The kids had a blast writing to her and were so excited when she would address their questions in her emails.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFcfjShtWFCgWQ5j7vF2610HgOeSh1MjnAgCLC7aA_HNqMSJlHVkyZF1CEenesxp3b5IIqVC5_Gewy4hPgets6XxwmAua2ADXIVjzOkJ_4FsPOXYARTBk2pUe9q9rjNQb6X7XizkyqG6Qc/s1600/letter+to+cookie.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFcfjShtWFCgWQ5j7vF2610HgOeSh1MjnAgCLC7aA_HNqMSJlHVkyZF1CEenesxp3b5IIqVC5_Gewy4hPgets6XxwmAua2ADXIVjzOkJ_4FsPOXYARTBk2pUe9q9rjNQb6X7XizkyqG6Qc/s400/letter+to+cookie.JPG" width="345" /></a></div>
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<b>Opportunity #2: Reindeer in Training</b><br />
Next, we read Rudolph the Red-Nosed Reindeer and then wrote to Santa pretending we were reindeer. Now, the kids knew they were writing to me, not the actual Santa, because we know Santa doesn't have time to read our pretend letters about being reindeer! The kids had to write a persuasive letter to convince Santa why he/she would make the best reindeer to lead the way on Christmas Eve. I loved reading these letters- they were so creative and so funny! The kids took word choice very seriously on this one- they wanted their letters to stand out!<br />
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<b>Opportunity #3- The Grinch</b><br />
Of course we had to view my favorite Christmas tale, How the Grinch Stole Christmas, because reading the book myself just isn't the same! This is a great story for word choice and voice as well. I loved that we could work on reading goals (we were working on retelling and story elements) and prepare for writing at the same time! We discussed the Grinch character and his motivation for his behavior- great character study! After discussing the story, the kids were to pretend they were a Who in Who-ville and try to convince the Grinch not to steal Christmas. More persuasive writing! It was so sweet how some offered for the Grinch to come celebrate with them or told him they loved him. Some also may have been a bit stern with him, but hey, it's Christmas! No one should ruin Christmas!<br />
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<b>Opportunity #4- Santa Claus</b><br />
Cookie the Elf offered to drop the letters off to Santa upon her final return to the North Pole. So here was the ultimate persuasive writing task- convince Santa that you have been good and sweetly ask him for what you want! First, we cut out pictures of what we wanted and worked on labeling, finding the words in the ads that we needed and copying them correctly. We don't want Santa to bring us the wrong stuff! We made lists and hopefully checked them twice, then use the lists to help us write our letters.<br />
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After all of this writing, the kids were on a roll. I put out list paper from the Dollar Spot at Target and they were off making to-do lists, grocery lists, more wish lists, lists of friends, etc. I also put out donated Christmas and special occasion cards and the kids wrote letters to Cookie, their families, and even to me. My cards were cute because they were "thank you for the thank you card" or "you're welcome for the gift" cards in response to the thank yous I had written for the thoughtful gifts! I love seeing how inspired the kids are to write after this unit! They were writing letters to their own elves at home, too, then bringing in the letters that the elves wrote back to share with their classmates.<br />
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I think that these letters brought out my kids' personalities (aka voice) and had some of the best vocabulary choices I've seen in their writing. Now I have to find a way to connect this to other writing and we are set! We aren't done with letters just yet, though... we have Inauguration Day on January 21st, so we'll have a chance to write letters to the President finally, as we didn't get a chance to do this after the election. We will also work on thank you cards for gifts, too.Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com2tag:blogger.com,1999:blog-3358483879269619872.post-20575303901593421242012-12-11T18:58:00.000-08:002012-12-11T19:20:59.155-08:00Integrating Math and Technology- Collecting Data<div class="separator" style="clear: both; text-align: center;">
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This year we have been working on implementing the Common Core Standards
and teaching kids how to express their learning goals. They not only know
what the learning goal for the lesson is, but they rate themselves based
on a rubric.
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhww3El6p8XSjUUwzAYXJl3W3XvZUwh9RwOzskEFaH1VN3mNv7BNujODDV8mCPxks99O5e7UZ5MzlUP81811VBR2EaoXZvUHtRtufhYGXcjaUOJmpJsWMGHCZUTL3mCAAPaOQS0ALookmMZ/s1600/learning+goal+poster.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhww3El6p8XSjUUwzAYXJl3W3XvZUwh9RwOzskEFaH1VN3mNv7BNujODDV8mCPxks99O5e7UZ5MzlUP81811VBR2EaoXZvUHtRtufhYGXcjaUOJmpJsWMGHCZUTL3mCAAPaOQS0ALookmMZ/s320/learning+goal+poster.jpg" width="320" /></a></div>
Part of helping kids to become more aware of their own progress and learning is tracking data and celebrating success. This week I took after some of my wonderful colleagues and started data folders with the kids. Of course I have my own files as I always have with their running records and other assessments, but now they have a place where they can access some of this info in a kid-friendly format.<br />
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The first thing we started with was Fast ForWord data because this was easy for me to compile and was the more fun for the kids to see. The score page on their computer looks much like a video game screen with the top scores of the day. There are printable score sheets and graphs that they can fill in to monitor their progress.<br />
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The problem is... some of the kids still don't understand exactly how big (or small) their scores are. What did we do? Skipped ahead a few math lessons to the exploration lesson in Everyday Math Unit 4. Base 10 blocks! We built the numbers for the kids to see what a high score looked like and what a low score looked like. What does 407 look like in comparison to 97? How much bigger is it exactly? 97 seems pretty big to some first graders, right?! Not only was this good math practice in number sense, place value, etc., but it also helped kids understand their scores in our research-based technology program Fast ForWord.<br />
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Here are some pictures of our work in math/data collection:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0mtRrxLbsnVRCpwI-HcqPfk2CM3dtg6w2FJQpYHtAvrTx399H15bSwEpAZeCZJbulqX5Kq7oIDyEAYF5jzJHiJTqoDpqrlQ8d0aSmSTmS8QYXA8_lfTR2BmXzUgp7XrGAMvElaG9w-QBZ/s1600/base+ten+blocks+in+pocket+chart.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0mtRrxLbsnVRCpwI-HcqPfk2CM3dtg6w2FJQpYHtAvrTx399H15bSwEpAZeCZJbulqX5Kq7oIDyEAYF5jzJHiJTqoDpqrlQ8d0aSmSTmS8QYXA8_lfTR2BmXzUgp7XrGAMvElaG9w-QBZ/s400/base+ten+blocks+in+pocket+chart.JPG" width="400" /></a></div>
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First, we built some sample scores in the pocket chart together.</div>
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Then, we transferred scores from our daily score sheet to the math page. This was a great guide for students who weren't quite sure how to build their numbers. Students didn't know where to put 97- in flats and longs, or longs and cubes. We discussed what each placement would mean and decided together. It was awesome!</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPmMmKp6c9oHvs_NFnAN-nrp2Mx1znpLee6iaXgiAMlDQUXsJxpT4pKFxiUXZVRfzChv8tww5PtMQIu_b08Tkg-jVvAOknmSwZm_rGoOSzHQhaGaGMaSSxPBKbzhJGl6DGDOnTXLAexUvU/s1600/base+10+blocks.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPmMmKp6c9oHvs_NFnAN-nrp2Mx1znpLee6iaXgiAMlDQUXsJxpT4pKFxiUXZVRfzChv8tww5PtMQIu_b08Tkg-jVvAOknmSwZm_rGoOSzHQhaGaGMaSSxPBKbzhJGl6DGDOnTXLAexUvU/s640/base+10+blocks.JPG" width="476" /></a></div>
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Finally, students worked to build their own scores. This is a score of 407. We didn't have enough flats, so students put 10 longs together. When I first saw the representation on paper (2 flats, 20 longs, 7 cubes), I was concerned. However, this student explained what this meant perfectly- impressive! This was also a great lesson in cooperation/teamwork, as students at each table had to share supplies!</div>
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I'm always glad when two lessons can overlap because there are just so many things to fit into the day! Also, it helps students when they can apply a math concept to something real, like their own scores. I think this made building and comparing the numbers more meaningful, and understanding what each number "looked like" made their scores mean a little bit more and make a little bit more sense! I can't wait until I see their scores tomorrow to see if this made an impact. :)</div>
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<br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com2tag:blogger.com,1999:blog-3358483879269619872.post-64042848900365508492012-12-08T13:21:00.001-08:002012-12-08T13:21:16.071-08:00My Ongoing Calendar ProjectEver have one of those projects that takes forever to finish? This calendar project is mine! I keep adding and changing, dropping it for a while, then picking it back up and starting the cycle again. I just need to print it and let my kiddos test it out to see how it works. I thought I would post pictures of the pages I have created to get some feedback. I have decided to print the 2013 pages and start this bad boy up in January. My kids are at the point in the year where they could do this on their own when they come in every morning while all the arrival procedures are being taken care of and we're waiting for the announcements. What do you think?<br />
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There are three choices for the today's date/number of the day sheet: <br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmFn3wUY_NXW7klXnQNelNr4AtAEK4oQeBW2NGHiWs4_uGBzK9bsfvNr194qoVVDYrwW98qf1qCfAxtrs0XMDKrDs_3etkYJPRTfMv7_N1qsHQ7HlWMfL3JozkzYuV_xNNitGXcvK6Lp47/s1600/todays+date+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmFn3wUY_NXW7klXnQNelNr4AtAEK4oQeBW2NGHiWs4_uGBzK9bsfvNr194qoVVDYrwW98qf1qCfAxtrs0XMDKrDs_3etkYJPRTfMv7_N1qsHQ7HlWMfL3JozkzYuV_xNNitGXcvK6Lp47/s320/todays+date+1.jpg" width="246" /></a></div>
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I've never done a calendar journal before, but think it's a way to get every child involved in the calendar activities that we would do later as a class after all the morning stuff is out of the way. Has anyone done this before? What do you think of my creation?<br />
<br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-86961943852054989502012-12-04T14:27:00.002-08:002012-12-04T14:27:34.866-08:00Liebster Award<span class="Apple-style-span" style="font-family: Sunshiney; font-size: 18px; line-height: 25px;"><div class="post hentry" itemprop="blogPost" itemscope="itemscope" itemtype="http://schema.org/BlogPosting" style="min-height: 0px; position: relative;">
<h3 class="post-title entry-title" itemprop="name" style="font: bold 30px Kranky; margin: 0px; position: relative;">
Liebster Award</h3>
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This made my day! Jill at <a href="http://cruzninfirst.blogspot.com/" target="_blank">Cruz'n In First</a> nominated me for the Liebster Blog Award!! How fun is that?!</div>
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<span style="color: #38761d;"><span style="color: #38761d;"><span style="color: purple;"><span style="background-color: white; line-height: 24px;"><span style="color: #38761d;">The Liebster Blog Award is given to up and coming bloggers by established bloggers (less than 200</span><span style="color: #38761d;">followers), in order to recognize them, let them know that they are appreciated, and to spread the</span> <span style="color: #38761d;">word about new blogs. The rules are:</span></span></span></span></span></div>
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<li style="border-style: none; border-top: 1px none rgb(119, 119, 119); margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;"><span style="color: #38761d;"><i><span style="color: purple;"><span style="color: #38761d;">You must post 11 random things about yourself.</span></span></i></span></li>
<li style="border-style: none; border-top: 1px none rgb(119, 119, 119); margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;"><span style="color: #38761d;"><i><span style="color: purple;"><span style="color: #38761d;">Answer the questions that the nominators set for you.</span></span></i></span></li>
<li style="border-style: none; border-top: 1px none rgb(119, 119, 119); margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;"><span style="color: #38761d;"><i><span style="color: purple;"><span style="color: #38761d;">Create 11 questions for the people you nominate.</span></span></i></span></li>
<li style="border-style: none; border-top: 1px none rgb(119, 119, 119); margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;"><span style="color: #38761d;"><i><span style="color: purple;"><span style="color: #38761d;">Choose 11 blogs you love (with less than 200 followers) and link them in your post.</span></span></i></span></li>
<li style="border-style: none; border-top: 1px none rgb(119, 119, 119); margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;"><span style="color: purple;"><span style="color: #38761d;"><i>No tag back, (but please leave me a comment on this post with the URL to your Liebster post so that I can learn more about you!)</i></span></span></li>
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Here is my randomness...</div>
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<span style="color: purple;"><span style="color: #38761d;"><u><span style="color: black;">11 Random Things About Rhiannon</span></u></span></span></div>
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I began gymnastics after watching Mary Lou Retton take the gold in the 1984 Olympics.</div>
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I wanted to train for the Olympics with Bela Karolyi, but changed my mind when I found out he didn't let his gymnasts eat pizza!</div>
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I have a cat named Sparkie the Wondercat.</div>
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I wanted to be a pharmacist from age 5 till my sophomore year in college.</div>
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I didn't reach 5 feet tall until I was in college.<br />
6. My big purchase my first year teaching was a new car.</div>
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7. I have been to Disney World every year for the past 3 years and am going again in April.</div>
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8. I used to be painfully shy!</div>
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9. I was on NBC Chicago news talking to the former general manager of the Cubs.</div>
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10. The Cubs came to my school in 2007 after my kids wrote them a letter... And thanks to a good word from Len Kasper, the Cubs play by play man!</div>
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11. I really want to go to Hawaii and just relax on the beach!</div>
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<u>11 Questions from Jill</u></div>
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<li style="font-family: "Trebuchet MS",sans-serif; margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;">How long have you been a teacher? 9 years this year</li>
<li style="font-family: "Trebuchet MS",sans-serif; margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;">What was your best purchase from TPT? the Common Core posters from Deanna Jump</li>
<li style="font-family: "Trebuchet MS",sans-serif; margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;">How do you celebrate Christmas in your classroom in one or two sentences? We write letters to Santa and he writes back! We learn about Christmas, Hanukkah, and Kwanzaa. I want to make recipes from around the world, but haven't been brave enough yet!</li>
<li style="font-family: "Trebuchet MS",sans-serif; margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;">How did you discover the blogging world? I had to make a blog for one of my classes at BSU, but then Jill started her blog and I jumped back in!</li>
<li style="font-family: "Trebuchet MS",sans-serif; margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;">What is your favorite read aloud? tie- Don't Let the Pigeon Drive the Bus/ Skippyjonjones</li>
<li style="font-family: "Trebuchet MS",sans-serif; margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;">What are you wishing for this Christmas-money is no object?</li>
<li style="font-family: "Trebuchet MS",sans-serif; margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;">How do you incorporate learning goals into your day? I introduce the goal at the beginning of the lesson and have kids rate themselves 1-4... then we go back and check at the end of the lesson and on subsequent lessons.</li>
<li style="font-family: "Trebuchet MS",sans-serif; margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;">What is your favorite treat to order from Dairy Queen? Peanut butter cup Blizzard made with chocolate ice cream</li>
<li style="font-family: "Trebuchet MS",sans-serif; margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;">Do you wear heels, flats, boots, or other in the classroom? All 3- I try to be quite the fashionista. Plus, I am only 5 feet tall!!! I need heels!</li>
<li style="font-family: "Trebuchet MS",sans-serif; margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;">What is your favorite song to listen to when you are sad? ...when you are happy?</li>
<li style="margin: 0px 0px 0.25em; padding: 0px; text-indent: 0px;"><span style="font-family: "Trebuchet MS",sans-serif;">What was the best field trip you ever went on or planned? to see Polar Express at the movie theater- in our pajamas!</span></li>
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<u>Here are the Blogs I Nominated</u></div>
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Ok... here is the problem. I just started my blog and I don't know anyone besides Jill that I could nominate! If you have less than 200 followers and you are checking out my page, comment and leave me a link to your page! I want to nominate people, too!!!</div>
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<span style="font-family: "Trebuchet MS",sans-serif;">I'm gonna be on the lookout for some new friends to follow... I love a new mission!</span><br />
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</span>Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-36478564481683634122012-11-23T15:03:00.002-08:002012-12-04T14:24:27.757-08:00And I thought I couldn't love Reading A-Z more...but now I do! You can search for books that meet the particular common core standard you are working on- yeah!<br />
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" width="400" /> <br />
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Here is a screenshot of my search for CCSS.ELA-Literacy.RI.1.2 - Identify the main topic and retell key details of a text.<br />
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<img alt="" height="236" 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" 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I actually used <i>Animals, Animals</i> on Wednesday to work on main idea and details! We are still finishing our work on that lesson, but I will post about it next week. <br />
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I know this may not be the most exciting post ever, but I had to share! This is a great way to quickly find resources to meet your standards and the best part is that they are at your students' "just right" reading levels AND you can make sure that each student has a copy to refer to over and over again at home and at school! Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com3tag:blogger.com,1999:blog-3358483879269619872.post-35575339372010561992012-11-23T12:30:00.002-08:002012-11-23T14:18:50.549-08:00Making sense of dollars and centsGotta love chillin under the covers with your laptop on your lap while everyone else is out fighting lines to shop! I LOVE shopping, but I DETEST crowds, so I am home relaxing and doing some schoolwork.<br />
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We're still trying to master money and at the same time, we are working on reading nonfiction. So...<br />
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I was at it again with Reading A-Z! Have I mentioned how much I LOVE this site? Here is a level D book that helps students identify and count coins. It's a simple pattern book in a question and answer format. The same words and structure repeat over and over again, so all of my kids were able to read this text! So not only did we work on math concepts, we also practiced reading the sight words how and many, fluency (reading questions and statements), and comprehension as well! There is a comprehension quiz that we have not taken yet, but will be a great math AND reading assessment. I love when my grades can double dip!</div>
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What's up with the highlighter? Well, 1. My kiddos love any excuse to use a highlighter. It's bright and fun. And 2. It provided a visual of how 100 cents could be broken down into different coin combinations. We practiced skip counting by 5s, 10s, 25s, and 50s to 100 as well. </div>
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After echo reading this book together, the kids met with their reading buddies and read this as part of their Daily 5 Read to Someone time. You could practically see the lightbulbs going off as they were skip counting and using the hundred number chart to figure out how many dimes, nickels, etc. made up $1.00. The songs I discussed in last week's blog from Harry Kindergarten on YouTube worked for many students, but here was a visual representation for those who needed a boost.</div>
<br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-57123283288895593252012-11-23T11:00:00.000-08:002012-11-23T14:40:26.033-08:00Segmenting and Blending Sounds... mClass Style!<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
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This is our first year doing mClass and although it has been a lot of work at times, I really do love it. It's been difficult to find time to progress monitor all the reds (need a lot of support) and yellows (need some support), but I can see all the growth the kiddos are making and how it is transferring to their reading and writing, so it's well worth it!<br />
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<u><b>Small Group Instruction and Progress Monitoring </b></u><br />
I think the best thing that I did this year was to invite as many parents in as possible to help me throughout my day! :) I have AMAZING parents this year who volunteer in class or work from home, and luckily, I have 2-3 parents in my room at some point every day. How does this help with mClass? Well, while I progress monitor, parents pull back the kids that are on red or yellow for a particular activity, say phoneme segmenting, and do one-on-one or small group work to provide extra help. It is such a huge help to have extra hands to provide even more assistance to small groups. I think it is always good to have the kids work with different people and have different perspectives and approaches. MClass has suggested activities complete with step by step directions that make it easy for parents to work on the exact skill the kids need. It's wonderful! They enjoy working with the kids and vice versa, and they give me great feedback about how the kids did.<br />
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To keep this organized, I split my class up into 4 groups and progress monitor/provide interventions to 7 kids each day. Of course, I may do other interventions or progress monitoring at other times, but having one set time with parents in makes life so much easier and I can rest assured that at least once a week each child is getting some one-on-one time with me to work on these skills. Many students are moving into the green (yay), so then this time can be used to provide interventions on other skills/programs, which is exciting news!<br />
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<u><b>Parent Communication</b></u><br />
I think that as always with a new program, it is important to try to educate families about what we are working on and why. Parents want to help at home and I know that if I provide them with information and tools that my kids will grow even more! I found a resource on my favorite site, Reading A to Z, to help with nonsense word assessment. I am sending this assessment home as practice, since I do all of my assessments on the mClass program on my iPad. This way parents can see exactly what their child is doing in class and will be able to practice. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs4B4XfIxafXYtbssgzBPoIpcWQjsh1j5vaMvD7KlKxhc8l4rFuSsPg1wXVbSmtd9nJfckjSOzgPQ_TXKpHIEi0XiqlLM9lsIuZLrmSK0Dx-m6i3S64KTN7DFXrHaVzb2jm8VDQwJTCo8F/s1600/Words+from+earth+short+a+rules+pic.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Here is a picture of the note I sent home. We refer to nonsense words as Words from Mars, so this is actually really fun for kids to practice!<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://docs.google.com/a/ga.hobart.k12.in.us/document/d/1ZJhVUTBaX5-UV66kSttCqXZlT9QP0Uk-QOkYnc0MFcA/edit" style="margin-left: auto; margin-right: auto;" target="_blank"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHkjCbpa1R_MBWBxdtxAv_xkGgn3VI68QTJRB4r16yZbGA1vl9FGWLQJMyMPFHLGDEwrQMFMQXF37vcgBSw3LeLgKEdhzZ0qacNBYjtQe-F8Y5moi3Lh_MGTYolXLLelh-iEkv_utUtJFM/s400/nonsense+words+note.JPG" width="298" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Click on the picture to download this note! (Google Docs doesn't have the cute font... sorry!)
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW6SV7eSllt2mYBRitCD_Veq3H1OZiHVXl0VLrFoZ-Lrjy59EM3xVC6zmB1WejEHff3PhypdMzPFC8AoPAD-E-t__e1QXIBulc02hh4yAfDP3c4qA9QaVdDqI0YevSuJfIsOHMLdWSKfIp/s1600/a+to+z+nonsense+words.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW6SV7eSllt2mYBRitCD_Veq3H1OZiHVXl0VLrFoZ-Lrjy59EM3xVC6zmB1WejEHff3PhypdMzPFC8AoPAD-E-t__e1QXIBulc02hh4yAfDP3c4qA9QaVdDqI0YevSuJfIsOHMLdWSKfIp/s400/a+to+z+nonsense+words.JPG" width="298" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Click on the picture to view and download this from Reading A to Z.</td></tr>
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<span id="goog_894957472"></span><span id="goog_894957473"></span><u><b>Whole Group/Small Group Practice</b></u><br />
We practice reading nonsense words together according to the phonics rule we are working on that week. I have PowerPoints that we practice on the projector, as well as worksheets from a book that kids can work on independently during word work time. You can click on the pictures to go directly to my TpT page. I also posted about this on <a href="http://slidingintofirstgrade.blogspot.com/search/label/nonsense%20words" target="_blank">October 28 if you want to read more</a>. :)<br />
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<a href="http://www.teacherspayteachers.com/Product/Practicing-Real-vs-Nonsense-Words-Short-a-Words-From-EarthWords-From-Mars" target="_blank"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg9Og1yw4yLN1Xekf5SG9AFb8CaJn0zIFCj64a6ZWnU1NhSn6n3Z0OFvBA_HkpdMd-51P7hvPYM4-yKlOI2_gRQ0mLbx6xTN6sSZG8Q3dHy-DZnCbUMwNpeJrpOuqg6x-uuTKNPiHmDFEU/s320/Words+from+earth+short+a+title+pic.jpg" width="320" /></a></div>
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<u><b>Resources</b></u><br />
While blogging around, I came across<a href="http://blog.maketaketeach.com/?p=2532" target="_blank"> this post</a> from the <a href="http://blog.maketaketeach.com/?p=2532" target="_blank">Make, Take, & Teach blog</a>, a blog full of interventions! This post has 8 great ideas for segmenting and blending sounds- I will definitely be using some of these ideas to help my kiddos!<br />
<a href="http://blog.maketaketeach.com/?p=2532" target="_blank"><img alt="" class="aligncenter wp-image-2575" height="404" src="http://blog.maketaketeach.com/wp-content/uploads/2012/08/phonereal-1024x1024.jpg" title="phonereal" width="502" /></a>Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-9033852031299643052012-11-18T18:59:00.003-08:002012-11-18T19:11:21.210-08:00Reading A-ZReading A-Z: This is by far one of my favorite sites! I am lucky enough that our school has a subscription for each of us. You can project or print leveled books on just about any topic, along with a comprehension quiz, discussion cards, grammar/reading skills sheets, and more! This week I am using leveled books to help me integrate science into my 90 minute reading block. We are studying animals in science, and there are TONS of leveled animal books on the site. This is such a great way to get more nonfiction books in the kids' hands!<br />
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The Motivation Factor <br />
All the kids love these books, but it has really, really been beneficial to my struggling boys lately. They can't get enough of these books and I almost cried this week at the effort they put into reading their book. It's quite the sight to see a group of first graders huddled at a table discussing sharks, with their highlighters out to highlight new vocab, facts they learned, etc. One of my girls brought in pages and pages of information she printed after we read a book about marsupials.<br />
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Finding Time to Fit it All in- Integration of Science and Language Arts<br />
This is a constant struggle for me because there is just so much we want/need to do every day! With these books, however, I am meeting science and reading goals and we are having fun doing it. Some of the books even have writing prompts. When reading the discussion cards, I also thought that these would be perfect not only for guided reading group discussions, but also for writing about reading during Daily 5. It makes like so much easier and learning so much more meaningful when you can tie it all together, but sometimes finding the materials to allow you to do it is hard... not this week!!!<br />
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The Materials<br />
<img alt="" height="313" 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" width="640" /><br />
Here is one of the Level B books I will be using this week. It is below most of my kids' independent reading levels at this point in the year, but the content matches our science lesson perfectly. It matches more closely how many of my students write at this point and could be awesome inspiration for writing a nonfiction book to go along with our science lesson!<br />
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<a href="http://www.readinga-z.com/book.php?id=102" target="_blank"><img alt="" height="227" 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" width="640" /> </a><br />
This book is my favorite because it is available in levels E, H, and K, so all of my readers can be reading the same information at their own level! It also has comprehension quizzes and discussion questions at each level. Finally, there is a readers' theater script that has parts at all three reading levels! So we can work on decoding, comprehension, fluency, vocabulary, and science content all at the same time. :) My life just got so much easier!<br />
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We also belong to the RAZ-kids site, which has many of these books in e-reader format for the kids! They can listen to a book or read the book themselves, earning points for each. They also earn points for taking a quiz. All can be redeemed for fun things at the Raz-rocket store, which honestly I don't pay much attention to. I haven't even turned this on for my kids yet because they are just motivated to answer questions correctly and move up levels... you gotta love that!<br />
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So my plan for reading this week is to work on main idea and details in nonfiction books, as well as studying nonfiction features such as the table of contents, heading, glossary, index, etc. Our big question in science is "How are animals alike and different?" Reading books about which animals have stripes or spots, animal tails, animal feet, animal babies, and more will provide students with knowledge to be able to compare and contrast many different animals and sort them into groups based on similarities. This provides students with background knowledge that they may not all have come in with, and expands it for those who started with some knowledge of animals.<br />
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Extension to Writing<br />
There are so many possibilities for writing, from the discussion questions, writing our own books following the patterns provided in the mentor texts, using the writing prompts, and more. One of my favorites that I did last year adapted a Kristina Smekens lesson. We were working on stretching out words, so I used the sound box paper from one of her lessons (I don't know where that is right now) and stuck an animal sticker on each students' page. They had to stretch out the name of the animal in the boxes, then write a description of that animal (like a riddle) for other students to guess. This worked on the traits of ideas and word choice and the kiddos loved it! My kids this year will have so much more background knowledge that will make their descriptions even better, not to mention how accurate they will be due to the science content! I was also thinking that students could answer "Would you rather?" prompts, such as, "Would you rather have a tongue like a snake, or a tongue like a frog?" after reading Animal Tongues, or, "Would you rather be a giraffe or a snow leopard?" This would provide an opportunity for some persuasive writing.<br />
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So now that I've saved time integrating subject areas, my new problem is that I need more time again since there are just so many ideas!!!! That's a good problem to have I guess!<br />
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I am so excited about these lessons and really recommend that you check out <a href="http://www.readinga-z.com/" target="_blank">Reading A-Z</a> and <a href="http://www.raz-kids.com/" target="_blank">Raz-Kids</a> if you are not already familiar with these wonderful teaching tools.<br />
<br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com1tag:blogger.com,1999:blog-3358483879269619872.post-81198987515592226982012-11-16T18:57:00.001-08:002012-11-16T18:58:07.605-08:00Mental Math Update4th post of the night... I sure am making up for lost time! This was such a great week and I have to share it all before a new week begins! This week we did in fact start the mental math routines I worked on last weekend. I wasn't sure what the kids would think... last year's kiddos didn't like the flashes and dot plates as much as I thought they would (even if they did learn a ton from them), but this year's kids love them! They actually were asking them and groaned when we put them away each day- I love when that happens! They also were each clamoring to share their own strategy and didn't want to move onto the next flash. I wanted to provide some more resources to help anyone interested in making their own materials for 10 minute math routines.<br />
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First of course, are my ten frame flashes on TpT:<br />
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<a href="http://www.teacherspayteachers.com/Product/Single-Ten-Frame-Flashes" target="_blank"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5suz-PGannXUmmzDbDRkjcHRa5AOieeTUcCmZs9XrJhQS-KRbvtHbqJHZQt-iFOA7-3scGxMQV2pIJD0xhqLGn0IwgI8dW1NvrLL9UiOl5ttCBi88zfR4d1Qu6v85kOK0CgOKSRPFpMEw/s320/single+ten+frame+flashes.jpg" width="320" /></a></div>
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<a href="http://www.teacherspayteachers.com/Product/Single-Ten-Frame-Flashes" target="_blank"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTFkgFEh5OrngCdL4aEMQ6Wg8XCCZ7PgoSfJBShWofwsO5D0L8yH0tY5JitRv_RA58m1iqvDOTykN76j1nieG3WHnSxsAa8boC34QQq7vvf8yA1qTu-DxLRyDbKVEZsl7lLALPD6glpQD2/s320/single+ten+frame+flashes+slide.jpg" width="320" /></a></div>
I also have other ten frame flashes, but this week we started simple with the single ten frames.<br />
<a href="http://www.youtube.com/watch?v=QUlWyJihbOI&feature=plcp" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" target="_blank"></a><br />
Second, we used dot plates. All I did was take dot patterns and make them with red and blue dot stickers on Chinet plates. Super easy... took about 15 minutes tops.<br />
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<a href="http://www.pearsonhighered.com/samplechapter/020538689X.pdf" target="_blank"><img alt="" src="data:image/png;base64,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" /> </a><br />
I got these from a <a href="http://www.pearsonhighered.com/samplechapter/020538689X.pdf" target="_blank">Pearson website with a sample chapter by John Van de Walle</a>. Of course, my dots are red and blue, not red and black. :) <br />
<br />
We also did domino flashes. This is basically exactly like the dot plate flashes, only I hold up large printouts of dominoes instead. It's just another way for the kids to see the numbers, and this time it's in a context they are familiar with, as they see dominoes in class and maybe at home. Domino dot configurations also match dots on dice, so they are a bit easier.<br />
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<a href="http://mathwire.com/numbersense/dominoflashcards.pdf" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" 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" /></a></div>
You can download these at mathwire.com. There are so many great websites out there and it's nice that while we share with each other on TpT, that there are some equally great freebies, too! <br />
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Each of these routines only take ten minutes or less a day and give kids a chance to practice subitizing, visualizing numbers, and forming relationships between numbers. They also have some really great math discussions and have a lot of fun! My posts from earlier in the week on number routines give other resources and more description. If you have any routines or resources you use, link up!Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-33787780766440445092012-11-16T18:12:00.004-08:002012-11-16T18:32:48.120-08:00Lookin' So Cool With My Coins In My Hands<a href="http://www.youtube.com/watch?v=QUlWyJihbOI&feature=plcp" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"></a>Jill (Cruz'n Into First) is such a sweetie... she was so complimentary of my math teaching this week and really inspired me to put a little extra effort in! Everyday Math has a LOT of paperwork and sometimes the kids just aren't ready for it, or don't have the attention span. I also learned at Purdue that a lot of times what my first grade kiddos can do and understand is much more that what they can represent in written form. I gotta admit that the hands-on stuff is WAY more fun for me anyway. We have much more meaningful discussions and get so much more out of those activities than a workbook page, but you all have been there! Unfortunately worksheets are a necessary evil when I have to have some written assessments... and they do have to learn mathematical notation sometime! :)<br />
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On Thursday in Everyday Math, the goal was to learn to identify and count dimes. My kids have had a lot of trouble with identifying coins, as first graders seem to do every year. The penny is easy, but it's all downhill from there! I have found Mr. Harry over at HarryKindergarten on YouTube to be an absolute lifesaver! Here are some songs/videos we have used to help us with coins:<br />
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<a href="http://www.youtube.com/watch?v=QUlWyJihbOI&feature=plcp" target="_blank">Coins in My Hands </a><br />
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<a href="http://www.youtube.com/watch?v=ulcNLa49m9c&feature=plcp" target="_blank">Secret Agent Coins</a><br />
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<a href="http://www.youtube.com/watch?v=Peqc252O1gE&feature=plcp" target="_blank">Show Me the Money</a><br />
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I didn't know how much these songs were really sinking in until we worked on dimes yesterday. I put all these coins in the pocket chart and had kids volunteer to come find dimes.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkgcFed-iuZ62xh8blOIrG7RIEyrLIeRMYqgiFvHpPNf1AWRBnajpv2AlHv8gnzlI-JyAm_q3B3F5vHKgEfxFWdoq3An9IRw3IC-MtUfhaQTijNc-OrEq6KfhtSOr5W0g4MCpJlRyu1GZ8/s1600/coin+id.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkgcFed-iuZ62xh8blOIrG7RIEyrLIeRMYqgiFvHpPNf1AWRBnajpv2AlHv8gnzlI-JyAm_q3B3F5vHKgEfxFWdoq3An9IRw3IC-MtUfhaQTijNc-OrEq6KfhtSOr5W0g4MCpJlRyu1GZ8/s400/coin+id.JPG" width="298" /></a></div>
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I asked the kids to explain the traits that helped them determine that it was a dime (we had been working on the word traits in science). They used color, size, and features of the heads and tails sides. One of my girls who had been consistently calling a nickel a dime came up and correctly identified a dime. When I asked her how she knew it was a dime, she said she remembered from the song that a dime had a torch and some branches... yeah, Mr. Harry!!! Kids also knew to look for Roosevelt... impressive! We then identified nickels as well.<br />
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One of my smarties said he found a dime and grabbed 2 nickels, so that led us into talk about equivalency...<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGwBOHy3H_xY_4iWDaJNBsTnRMEefdl26jQFGASX0wGrF8XcCdfihLvoksNLcTrSghDk2y5JjRvl3YYBo1hviYvDH9_9ydtR2uVZy45bQ1X6vKOje8pjErpmBJsRR19uYuyTAzbbMQwPNt/s1600/coin+equivalencies.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGwBOHy3H_xY_4iWDaJNBsTnRMEefdl26jQFGASX0wGrF8XcCdfihLvoksNLcTrSghDk2y5JjRvl3YYBo1hviYvDH9_9ydtR2uVZy45bQ1X6vKOje8pjErpmBJsRR19uYuyTAzbbMQwPNt/s320/coin+equivalencies.JPG" width="320" /></a></div>
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<a href="http://www.youtube.com/watch?v=QUlWyJihbOI&feature=plcp" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" target="_blank"></a><a href="http://www.youtube.com/watch?v=QUlWyJihbOI&feature=plcp" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" target="_blank"></a>Finally, we played Coin Top-It with the coin card deck from Everyday Math. I was thinking about having a make and take session with parents where they could use some coin stamps to make their own cards like this for home. I feel like I have parents coming in and volunteering all the time, but I want to give back and maybe use some of my plan time to help them with some stuff for home. We will see if there is an interest for me to do something like that. Anyway, here is a picture of a round of Top-It. If you aren't familiar, Top-It is basically like War... highest card wins.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Zrt8PU7SkoU8Lqfgxqq0QCGe-yu5rU_yBnUa9lkBvPMRDF5wQ39WYOpB3WggHmP2gz1B7VXApBRzFs2T__-_bhdc5XtHPsLx2wPF35n59EhZXqZO6S2hXhcpNOx6HCiFH2bgM44KbunD/s1600/coin+study.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Zrt8PU7SkoU8Lqfgxqq0QCGe-yu5rU_yBnUa9lkBvPMRDF5wQ39WYOpB3WggHmP2gz1B7VXApBRzFs2T__-_bhdc5XtHPsLx2wPF35n59EhZXqZO6S2hXhcpNOx6HCiFH2bgM44KbunD/s320/coin+study.JPG" width="320" /></a></div>
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We never did get to the worksheets, but the kids had written homework, so we will just have to catch up on the rest another day! There just never seems to be enough time to do it all, but many of the kids met our learning goal to identify and count dimes! Yeah!!<br />
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<br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com2tag:blogger.com,1999:blog-3358483879269619872.post-20823135271118716492012-11-16T17:57:00.001-08:002012-11-16T17:57:32.501-08:00Using Vivid WordsThis is an idea I stole from Pinterest. I had pinned it a while back and never used it, but then when I was shopping for the canvas baskets at Lowe's, I saw the paint section and had a Pinterest flashback. :) I've been going through my writing material and filing things into my 6 Traits Organizer, seen here:<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.amazon.com/Scholastic-Trait-Crate-Grade-Learning/dp/B001U8FSQ2/ref=sr_1_1?ie=UTF8&qid=1353117000&sr=8-1&keywords=6%2B1+traits+of+writing+kit" style="margin-left: auto; margin-right: auto;" target="_blank"><img alt="Scholastic Trait Crate, Grade 1, 6 Books, Learning Guide, CD, More" border="0" class="prod_image_selector" height="300" id="prodImage" src="http://ecx.images-amazon.com/images/I/51wscIL8kNL._SL500_AA300_.jpg" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">I admit that it was lazy of me to buy this instead of making my own, but sometimes it's nice not to reinvent the wheel.</td></tr>
</tbody></table>
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In my organizer, I have this awesome book of graphic organizers:<br />
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<a href="http://www.amazon.com/Trait-Based-Writing-Graphic-Organizers-Mini-Lessons/dp/0439572932/ref=sr_1_6?ie=UTF8&qid=1353116835&sr=8-6&keywords=6%2B1+traits+of+writing" target="_blank"><img alt="Trait-Based Writing Graphic Organizers & Mini-Lessons: 20 Graphic Organizers With Mini-Lessons to Help Students Brainstorm, Organize Ideas, Draft, Revise, and Edit (Best Practices in Action)" border="0" height="300" id="prodImage" src="http://ecx.images-amazon.com/images/I/51HRU8isk2L._BO2,204,203,200_PIsitb-sticker-arrow-click,TopRight,35,-76_AA300_SH20_OU01_.jpg" width="300" /></a></div>
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It says that this book is for grades 2-3, but there are lots that you can use for first grade if you model it or use it during shared writing. I put my organizer under the document camera and we filled it out together.<br />
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We have been reading Fancy Nancy and "collecting" fancy words in our mind. To do this, we cover our ear when we hear a fancy word so that it can't escape our brains... it seems silly, but it's a good way for me to quietly see who is actually listening for the interesting words (expanding vocabulary for those who do the CAFE system).<br />
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Anyway, to transfer this to our writing, I used the Vivid Word organizer and the paint samples. It really did help my kids to see how some words are "brighter/more vivid" than others. It also got some of them excited to go to the store and borrow some paint samples!<br />
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Here's our handiwork:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2rxu-VeRTwd_n6HkvU7EY3g8bKMtOVa-vG7Zjk_OsPB8tD1hEgoSL4siOx8sO617ZHU8AliaEtNQoiVswwbIzap8ZhoSRlbS6SFGcYiYjZjDsq3n13B5XnVvj_g4zHJwuK5OFH13RiIgG/s1600/vivid+words.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2rxu-VeRTwd_n6HkvU7EY3g8bKMtOVa-vG7Zjk_OsPB8tD1hEgoSL4siOx8sO617ZHU8AliaEtNQoiVswwbIzap8ZhoSRlbS6SFGcYiYjZjDsq3n13B5XnVvj_g4zHJwuK5OFH13RiIgG/s640/vivid+words.JPG" width="476" /></a></div>
The color of the paint even helped the kids to come up with words, like blue for sad. We associated yellow with happy and red with mad. They decided you can be a bit green when you are scared. I thought they did a wonderful job with this! The graphic organizer that we did together is saved on my computer at school, but this is the one that we did on the rug together first. The one the kids wrote at their seats is in their binders to use as a reference for writing. We chose more vivid words for said, went, and other overused words. I can't wait to do more with this next week!<br />
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Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com0tag:blogger.com,1999:blog-3358483879269619872.post-9453546620099990292012-11-16T17:44:00.001-08:002012-11-16T17:45:21.289-08:00Extreme Makeover... the Classroom EditionWell, maybe the makeover wasn't extreme (unless you check the receipts), but it made this teacher EXTREMEly happy! I spent until 8pm Tuesday night and 7pm Wednesday night wielding a hammer and screwdriver to put these bad boys together, then organize all the math supplies to put in the canvas totes. Why is it that when you are organizing, you always end up with a HUGE mess in the middle, and then you just can't stop until it is all put away? Once I got all that organized, it left a bunch of old storage containers now being empty, so what did that lead to? More organizing, of course! Anyway, I love that not only is there so much more room in my classroom and the supplies are now more accessible to me (and the kiddos), but it's just so much cuter! I've already gotten some compliments, which makes the time and effort worth it, the kids are SO excited, and it just feels good to be organized. Here are before and after pictures:<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9agKaNngCRaXMnu8wwrIyVl0lI3COgRvd2oP6TcNa9O1KH77JTqnBZ9cVtLmF4Cr7aidLPMS3VJ9-Kr7Eal46j3SmSJhwuQLQEwM1mXoyKQRhIA71sRLG_UhzQO4uTn5x64v2-B9f8skm/s1600/before+2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9agKaNngCRaXMnu8wwrIyVl0lI3COgRvd2oP6TcNa9O1KH77JTqnBZ9cVtLmF4Cr7aidLPMS3VJ9-Kr7Eal46j3SmSJhwuQLQEwM1mXoyKQRhIA71sRLG_UhzQO4uTn5x64v2-B9f8skm/s400/before+2.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Table 1 at the front of the room... old Saxon containers serve to store new math stuff.</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm3nunxBt253vyoeM9H4GTlbpn9NN0m4y-puvSnsqDzUG2vkMROQVagbN7cfvz0veceMdaNIi6hai8RsFputyOUj0wuZ6_ku3DMsmNmy4niOPVp1jND2vlZ8ybOwQClMmf4db394K6NhjU/s1600/before+3.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjm3nunxBt253vyoeM9H4GTlbpn9NN0m4y-puvSnsqDzUG2vkMROQVagbN7cfvz0veceMdaNIi6hai8RsFputyOUj0wuZ6_ku3DMsmNmy4niOPVp1jND2vlZ8ybOwQClMmf4db394K6NhjU/s400/before+3.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Next to table 1 we have more math stuff on wire shelves.</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5MS8-haBrmym1w6_4rUjs20ZzaVmiI5p5HcIeMEiaxX2wtJrSVYQw9rAGabf3w1aHZegeBFsuARTNOhxAKk0hwAAPslBw5X2tkuvs2bHsyQlKl7Mxw27sSLz5mBJTOpI52xfLJOCmH1BM/s1600/before1.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5MS8-haBrmym1w6_4rUjs20ZzaVmiI5p5HcIeMEiaxX2wtJrSVYQw9rAGabf3w1aHZegeBFsuARTNOhxAKk0hwAAPslBw5X2tkuvs2bHsyQlKl7Mxw27sSLz5mBJTOpI52xfLJOCmH1BM/s400/before1.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Table 2 with more math manipulatives.</td></tr>
</tbody></table>
Originally I had these tables for centers, and then even when I didn't want them anymore, I had to keep them to have somewhere to stash my math stuff. I hated, hated, hated it that stuff was crammed underneath. I tried using those red and blue bins you see on top of table 2 to make things more accessible to the kids, but it just looked so cluttered and messy, so then I stashed it all away under the tables again.<br />
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Here is the new and improved classroom...<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9eTmbJzAPn2r-jmKRVu68aBX1MaFB7sCkZF3xRhR2m3EL9zMrco-aW4JJNwU9i2OzgQtmTNprl_k8z6_Mw9n7EmN-DN9w-WED53RO6o1yyeqmq4Pn40n3mZmSF5MLegyDrURxr420R99Z/s1600/after+again.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9eTmbJzAPn2r-jmKRVu68aBX1MaFB7sCkZF3xRhR2m3EL9zMrco-aW4JJNwU9i2OzgQtmTNprl_k8z6_Mw9n7EmN-DN9w-WED53RO6o1yyeqmq4Pn40n3mZmSF5MLegyDrURxr420R99Z/s400/after+again.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">On the left is the podium from our presidential speeches... the back holds math stuff! This is where table 1 used to be.</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKyYmgO8reb94DTzSVgHsV93pI9wBqxS02tcDF5IbYRS83ml4jdYDzm34WM1LwRSsXscUNxUqis__EvFcDtoS_15LebBZKvUtbna8vQX8INH02Crksw7CBCdYoRzIF7TUyWXDswY5uAYyO/s1600/after.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKyYmgO8reb94DTzSVgHsV93pI9wBqxS02tcDF5IbYRS83ml4jdYDzm34WM1LwRSsXscUNxUqis__EvFcDtoS_15LebBZKvUtbna8vQX8INH02Crksw7CBCdYoRzIF7TUyWXDswY5uAYyO/s400/after.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Where table 2 used to be...</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn438ORDcEJbphTTrB7mQLrQH5ks_dyGnaiHnWxZ0uz38z-4Fs6qF2RUjhGqEoDuz6jMQsC0RavU4keFV9zbAHZcwUXbbBexCWBkg0xeYrnnTx1BUro91hrAP5bXBidZf-HRIC_IlFnfkD/s1600/tada.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn438ORDcEJbphTTrB7mQLrQH5ks_dyGnaiHnWxZ0uz38z-4Fs6qF2RUjhGqEoDuz6jMQsC0RavU4keFV9zbAHZcwUXbbBexCWBkg0xeYrnnTx1BUro91hrAP5bXBidZf-HRIC_IlFnfkD/s400/tada.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">And a full view! Love it!</td></tr>
</tbody></table>
I have to say that being a blogger now has led me into so many classrooms virtually through blogs that I was inspired to fix my problem area. There are so many great ideas out there for classroom organization and I am so glad I put the time in to make my space more manageable. After all, I do spend quite a bit of time in my classroom! I know that no one will enjoy this quite as much as I do, but I hope you enjoy it at least a little. This is where all my time went instead of blogging and grading this week!!!! I will have to catch up over the weekend. Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com2tag:blogger.com,1999:blog-3358483879269619872.post-58612082204165872912012-11-11T17:18:00.002-08:002012-11-11T17:18:37.581-08:00Where did the weekend go? Getting organized!After 8 years of teaching, number 9 has me feeling cluttered. I remember walking into a big, empty room, opening up all of the cabinets and seeing... nothing! Ok, one cabinet had a few odds and ends, but that was it! I spent the first year too proud/nervous to ask to borrow materials (I work with the BEST ladies... don't know why I didn't ask), so I made everything from scratch for centers, along with my partner in crime, Mary Beth. We cried a lot on those long nights coloring, cutting, and pasting! Haha! Memories...<br />
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Well, fast forward to today. My cabinets are busting at the seams, but nothing is worth throwing out! Now I have to be more clever with how I organize things, deciding what I want the kids to have access to on their own, what I need to be able to grab quickly, you know how this goes! I've got cabinets of teaching books, cabinets of read aloud books, cabinets of center materials, science materials, and then there's the math materials in tubs under the tables. Now how are the kids going to get to any of that?! I tried having stuff out in baskets on the tables last year, but that was a cluttered mess and never was organized. I couldn't stand looking at it! I feel bad that it's all tucked away this year, though, because that means the kids aren't using it!<br />
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So... I was up till 2:30 am, brainstorming, making lists, making plans, and when I opened my closet to get something, I saw all my nicely organized pants... in this:<br />
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<a href="http://www.target.com/p/closetmaid-cubeicals-8-cube-organizer-white/-/A-12193627#prodSlot=medium_1_14" target="_blank"><img alt="ClosetMaid Cubeicals® 8 Cube Organizer White " class="photo" height="410" id="heroImage" itemprop="image" src="http://Img3.targetimg3.com/wcsstore/TargetSAS//img/p/12/19/12193627.jpg" width="410" /></a><br />
Of course, mine is on its side in the closet, and that got me to thinking... why not get rid of the tables at the front of the room? All they are doing is hiding the stuff underneath and taking up space! The kids don't really sit at them at all and the space could be used so much better (and look so much cuter). Well, that settled it, and the next day I was off to Target to get these bad boys!<br />
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What am I going to do with them? Well, I figure these are the perfect way to separate and organize all of the many math manipulatives we have: clocks, geoboards, dominoes, cards, dice, pattern blocks, base 10 blocks, attribute blocks, rulers, tape measures, and the list goes on! I also have school supplies in the closet that I would love to put out so that kids can get their own glue sticks and erasers when they run out.<br />
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So Wednesday night is my organizing party in my room. Is it sad that I am excited about this? I don't know if you've read this book:<br />
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<a href="http://www.amazon.com/Spaces-Places-Designing-Classrooms-Literacy/dp/B001TMED5G/ref=sr_1_2?ie=UTF8&qid=1352681788&sr=8-2&keywords=spaces+and+places" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="Spaces & Places: Designing Classrooms for Literacy [SPACES & PLACES -OS]" border="0" height="300" id="prodImage" src="http://ecx.images-amazon.com/images/I/51SGgIi1TYL._SL500_AA300_.jpg" width="300" /></a></div>
If not, you should! A few years back I completely redid a hideous corner of my room, inspired by this book! I really wish I had before and after pictures of the transformation, but basically I had so much wasted, cluttered, ugly space, and divided it into a library nook with a bench with storage under it, a cozy rug and lamps, and then the other half was turned into my word work area, with two bookcases back to back serving as a table with storage underneath. Melamine shelves are attached to the top of the bookcases to make a countertop workspace.<br />
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Anyway, back to this year's project. My room is all decked out in all things Cubs and Wrigley, so I popped into Lowe's and stocked up on these:<br />
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<a href="http://images.lowes.com/product/converted/089066/089066086999lg.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="ClosetMaid 10.5-in Royal Blue Fabric Drawer" border="0" class="productimage" id="prodPrimaryImg" src="http://images.lowes.com/product/converted/089066/089066086999lg.jpg" /></a><a href="http://www.lowes.com/ProductDisplay?partNumber=163294-76182-865600&langId=-1&storeId=10151&productId=3098363&catalogId=10051&cmRelshp=rel&rel=nofollow&cId=PDIO1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="ClosetMaid Red Fabric Drawer" class="productimage" id="prodPrimaryImg" src="http://images.lowes.com/product/converted/089066/089066086562lg.jpg" /></a></div>
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I have never seen these drawers in Cubbie blue, so I was super excited to find these! <br />
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Essentially, as if I didn't have enough to do, I have created quite the project for myself. <br />
<ol>
<li> Put these together... I bought 3, just in case. I have a LOT of stuff crammed under those tables.</li>
<li>Sort and organize all the math stuff and get it put away in the bins.</li>
<li>Label it in a kid-friendly way so they can find it AND put it away.</li>
</ol>
Prior to this endeavor, I spent my Saturday night organizing all of my word work materials into these:<br />
<a href="http://www.reallyusefulproducts.co.uk/usa/html/onlineshop/rub/b00_3litreOrg.php" target="_blank"><img alt="0.3 litre Really Useful Organiser Pack" class="rhsimage" height="250" src="http://www.reallyusefulproducts.co.uk/images/onlineshop/rub/fullsize/b00_3litreOrg2.jpg" width="250" /></a><br />
They are perfect for storing alphabet beads, scrabble letters, and even crayons! I tried to share pictures of my own handiwork (and my cat helping me), but Sprint isn't cooperating! After this Saturday night project, hopefully I won't have little Glad/Rubbermaid/Great Value containers spilling all over the place any more! These have handles that lock over the lid and each box has its own home. No more stacking containers to make ridiculously high towers that lean like Pisa and crash onto the floor! My life is complete. *sigh* Well, not quite, but hey, it's the little things! I'd like to thank the academy, Staples, Target, and Lowe's for emptying my wallet and still putting a smile on my face.<br />
Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com2tag:blogger.com,1999:blog-3358483879269619872.post-73576241026849003312012-11-11T16:28:00.000-08:002012-11-16T18:42:49.088-08:00Where did the weekend go? Working on Incorporating Math RoutinesOk, so how is it Sunday night already? I always have such an ambitious to-do list and then I just get disappointed when I don't get it all done! Here's what I did do:<br />
<ol>
<li>Lesson plans... really good ones, I might add!</li>
<li>Read up on math routines to slide into the time slots I created each day in my plans to practice math skills outside of the Everyday Math lesson.</li>
<li>Came up with a solution to my organizational issues in the classroom with Daily 5 and math materials... trips to Staples, Target, and Lowe's and $300 later. (Is this why I do not own my own home? I think so!) </li>
<li>Uploaded books on CD to iTunes to put on our classroom iPods for Listen to Reading. The kids are PUMPED about this, so I had to get it done!</li>
<li>Started a new to-do list!</li>
</ol>
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<div style="text-align: center;">
<u><b>Number Routines/Mental Math </b></u></div>
Alright, I posted on Friday about how I wanted to incorporate mental math into my day and I squeezed some time in after lunch. I only needed about 10 or 15 minutes, so I figured this is totally do-able. We'll see how it goes tomorrow, but after going back and reading or rereading some of the books I shared, I know I need to fit this into my day. We're going to work on number sense, subitizing, and the concepts of 5 and 10.<br />
<a href="http://www.youtube.com/watch?v=QUlWyJihbOI&feature=plcp" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" target="_blank"></a><br />
How are we going to do this in 10-15 minutes a day? Well, I will keep you posted, but here are some things on my list:<br />
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1.<u><b> Ten Frame Flashes</b></u>- flash a ten frame on the projector and students have to quickly determine how many counters they see. They also explain how they saw it. For example, in the 2nd slide below, one student may see 7 counters as 3+4, one may see it as 3+3+1, and another may see it as 8-1. Here are some samples from the slides I use, which are on my TpT page. Just click the slides to go see more!<br />
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<a href="http://www.teacherspayteachers.com/Product/Single-Ten-Frame-Flashes" target="_blank"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5suz-PGannXUmmzDbDRkjcHRa5AOieeTUcCmZs9XrJhQS-KRbvtHbqJHZQt-iFOA7-3scGxMQV2pIJD0xhqLGn0IwgI8dW1NvrLL9UiOl5ttCBi88zfR4d1Qu6v85kOK0CgOKSRPFpMEw/s320/single+ten+frame+flashes.jpg" width="320" /></a></div>
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<img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTFkgFEh5OrngCdL4aEMQ6Wg8XCCZ7PgoSfJBShWofwsO5D0L8yH0tY5JitRv_RA58m1iqvDOTykN76j1nieG3WHnSxsAa8boC34QQq7vvf8yA1qTu-DxLRyDbKVEZsl7lLALPD6glpQD2/s320/single+ten+frame+flashes+slide.jpg" width="320" /></div>
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<a href="http://www.teacherspayteachers.com/Product/Double-Ten-Frame-Flashes-Doubles-Facts" target="_blank"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieOgJl3ncgrrReSmaiwlpQTehZhnpMEY1ayzE592zl2XVRZZ-yeTm237CPmRrmVzHkzXFjLJsucemy4eACIlrSOiDJq8c5XIi1BRrp9SnHZuKlXRG7L4pKcXlUCK_VGCc2thlD59dU3ny8/s320/double+ten+frame+flashes.jpg" width="320" /></a></div>
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<tr><td style="text-align: center;"><a href="http://www.teacherspayteachers.com/Product/Double-Ten-Frame-Flashes-Doubles-Facts" style="margin-left: auto; margin-right: auto;" target="_blank"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAozhOQc9Em-oTp2QSYlSiqpLMvYIvPRb6GhB7VlokgP7isIzMM3oQd9_RHmYGqpb2HkzG7cUJsdF8WQgyfeYqeUfM35eY5_gYkeQ23KP3qNWZ0BhBe1fJuwGPe2NOg_BtCPLiaFeYCfpa/s320/double+ten+frame+flashes+slide.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">For this slide, students may see 8+8, 4+4+4+4, 20-4, etc.</td></tr>
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<a href="http://www.teacherspayteachers.com/Product/Near-Doubles-Ten-Frame-Flashes-Doubles-1" target="_blank"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGxUlmQX-QzOdsHY2Uou4iiegIrbpVNHsmKlcAI0mrVs_dZtHSKMeuVkza-jWfAiQDyQhBIAkKPS-91KllFEPibJWGQa0Zzy0l1fLmzbv2A8VKT5XLlHR7L25P8XGeAH6FfNhxuJlNd6K-/s320/near+doubles+ten+frame+flashes.jpg" width="320" /></a></div>
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<a href="http://www.teacherspayteachers.com/Product/Near-Doubles-Ten-Frame-Flashes-Doubles-1" target="_blank"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJr7BJc60r7BTHCTaT5WHUIg0pjFC0570AApCJi6HSdqH2XojeUx9t0vV-6KY7d3ZhmLvoEA9cqkaHrxZx1FjxmzUCE8y-cKDmwMXSPCiwM91mBpHpwgAEqBGKs03s7Yx3Z2rTwwPA1Kft/s320/near+doubles+ten+frame+flashes+slide.jpg" width="320" /><span id="goog_288961806"></span></a><span id="goog_288961807"></span></div>
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2. <u><b>Finger patterns</b></u>- students hold up fingers according to a number I give. We discuss the different patterns students made.<br />
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3. <u><b> Dot plates</b></u>- dots are arranged on a plate and students must quickly determine how many dots they see, much like 10 frame flashes.<br />
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4. <u><b>Domino flashes</b></u>- enlarged domino printouts are used just like ten frame and dot plate flashes.<br />
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5. <u><b>Counting around the rug</b></u>- We choose how we are going to count (forward by 2s, backwards by 1s, etc.) and students take turns counting. Each student says a number and we zigzag around the rows on the rug. This is one of the students favorites activities from last year, so we will see once these are all incorporated what this year's kiddos think.<br />
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I will try to share pictures of the activities we try and keep you posted as to how it goes. I already have all these materials made and have shared my ten frame flashes on TpT. I'd share the rest, but I printed out the dominoes from another site and I actually glued dots onto real plates for the dot plates! You're on your own for these for now! :)<br />
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Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com1tag:blogger.com,1999:blog-3358483879269619872.post-19950955194878453352012-11-09T19:37:00.001-08:002012-11-09T19:46:03.650-08:00What a crazy Friday night! Mental math is where the party is at!So when I first started teaching, a Friday night would go something like this: come home, eat dinner, nap, go out, and sometimes stay out till the wee hours of the morning. What am I doing on this crazy Friday night? Catching up on soaps, blogging, and reading about mental math! (It's okay if you call me a nerd.)<br />
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After taking a workshop on inquiry math at Purdue University Calumet, I bought some books to help me incorporate more inquiry and math talks into my classroom. I did a lot of work with some of the books in one of my grad classes, but didn't get a chance to read them all as much as I would have liked. Here are some of the books keeping me company tonight:<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.amazon.com/Number-Sense-Routines-Building-Numerical/dp/1571107908/ref=sr_1_1?s=books&ie=UTF8&qid=1352517747&sr=1-1&keywords=number+routines" target="_blank"><img alt="Number Sense Routines: Building Numerical Literacy Every Day in Grades K-3" border="0" height="300" id="prodImage" src="http://ecx.images-amazon.com/images/I/41oImhxg4cL._BO2,204,203,200_PIsitb-sticker-arrow-click,TopRight,35,-76_AA300_SH20_OU01_.jpg" style="margin-left: auto; margin-right: auto;" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.amazon.com/Number-Sense-Routines-Building-Numerical/dp/1571107908/ref=sr_1_1?s=books&ie=UTF8&qid=1352517747&sr=1-1&keywords=number+routines" target="_blank">This book is an AMAZING resource that really helped last year's kiddos with number sense! Short routines that are easy to incorporate into a busy schedule.</a></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.amazon.com/Number-Sense-Routines-Building-Numerical/dp/1571107908/ref=sr_1_1?s=books&ie=UTF8&qid=1352517747&sr=1-1&keywords=number+routines" style="margin-left: auto; margin-right: auto;" target="_blank"><img alt="Number Talks: Helping Children Build Mental Math and Computation Strategies, Grades K-5" border="0" height="300" id="prodImage" src="http://ecx.images-amazon.com/images/I/5130Sa0m74L._BO2,204,203,200_PIsitb-sticker-arrow-click,TopRight,35,-76_AA300_SH20_OU01_.jpg" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.amazon.com/Number-Sense-Routines-Building-Numerical/dp/1571107908/ref=sr_1_1?s=books&ie=UTF8&qid=1352517747&sr=1-1&keywords=number+routines" target="_blank">My new friend tonight. As you can see, it has a DVD, so it's movie night!</a></td><td class="tr-caption" style="text-align: center;"><a href="http://www.amazon.com/Number-Sense-Routines-Building-Numerical/dp/1571107908/ref=sr_1_1?s=books&ie=UTF8&qid=1352517747&sr=1-1&keywords=number+routines" target="_blank"><br /></a></td><td class="tr-caption" style="text-align: center;"><a href="http://www.amazon.com/Number-Sense-Routines-Building-Numerical/dp/1571107908/ref=sr_1_1?s=books&ie=UTF8&qid=1352517747&sr=1-1&keywords=number+routines" target="_blank"><br /></a></td><td class="tr-caption" style="text-align: center;"><a href="http://www.amazon.com/Number-Sense-Routines-Building-Numerical/dp/1571107908/ref=sr_1_1?s=books&ie=UTF8&qid=1352517747&sr=1-1&keywords=number+routines" target="_blank"><br /></a></td><td class="tr-caption" style="text-align: center;"><a href="http://www.amazon.com/Number-Sense-Routines-Building-Numerical/dp/1571107908/ref=sr_1_1?s=books&ie=UTF8&qid=1352517747&sr=1-1&keywords=number+routines" target="_blank"><br /></a></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.amazon.com/Makes-Sense-Ten-frames-Number-Grades/dp/1935099108/ref=sr_1_2?s=books&ie=UTF8&qid=1352518098&sr=1-2&keywords=it+makes+sense" target="_blank"><img alt="It Makes Sense!: Using Ten-frames to Build Number Sense, Grades K-2" border="0" height="300" id="prodImage" src="http://ecx.images-amazon.com/images/I/51ERgnUKEcL._BO2,204,203,200_PIsitb-sticker-arrow-click,TopRight,35,-76_AA300_SH20_OU01_.jpg" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.amazon.com/Makes-Sense-Ten-frames-Number-Grades/dp/1935099108/ref=sr_1_2?s=books&ie=UTF8&qid=1352518098&sr=1-2&keywords=it+makes+sense" target="_blank">This has routines for using 10 frames. I am happy that Everyday Math has incorporated ten frames into their curriculum, but I'd still like to use them more!</a></td></tr>
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Uh oh... while linking that last book up to you, I saw this...<br />
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<tr><td style="text-align: center;"><a href="http://www.amazon.com/Makes-Sense-Hundreds-Number-Grades/dp/193509937X/ref=sr_1_1?s=books&ie=UTF8&qid=1352518098&sr=1-1&keywords=it+makes+sense" style="margin-left: auto; margin-right: auto;" target="_blank"><img alt="It Makes Sense! Using the Hundreds Chart to Build Number Sense, Grades K-2" border="0" height="300" id="prodImage" src="http://ecx.images-amazon.com/images/I/51pfSnmJHSL._SL500_AA300_.jpg" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.amazon.com/Makes-Sense-Hundreds-Number-Grades/dp/193509937X/ref=sr_1_1?s=books&ie=UTF8&qid=1352518098&sr=1-1&keywords=it+makes+sense" target="_blank">40% off... dare I buy it? </a></td><td class="tr-caption" style="text-align: center;"><a href="http://www.amazon.com/Makes-Sense-Hundreds-Number-Grades/dp/193509937X/ref=sr_1_1?s=books&ie=UTF8&qid=1352518098&sr=1-1&keywords=it+makes+sense" target="_blank"><br /></a></td></tr>
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Before I go lose myself in thought with these books, I have to share what I just read in Melissa Conklin's book about 10 frames. She says to let the students drive the routines we focus on based on what they need, and to use certain routines over time, not every day. I'm pretty good at the first one, but the 2nd part is where I need work. Sometimes I want to see results so fast that I do the same thing every day... I also do it every day because if I skip a day, it's hard to get back into the routine. Anyway, I'm going to try to incorporate some routines and mix them up so that it's not the same one every day. Kinda weird since to me routine means repeating something over and over, but hey, if she says it's ok, less monotony for me!<br />
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Maybe I will post what I learn this weekend, though I've got a LONG list of projects I want to get done and a HUGE stack of papers to grade. TTYL!<br />
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<a href="http://www.amazon.com/Number-Sense-Routines-Building-Numerical/dp/1571107908/ref=sr_1_1?s=books&ie=UTF8&qid=1352517747&sr=1-1&keywords=number+routines" target="_blank"><span id="goog_328549795"></span></a><span id="goog_328549796"></span><br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com2tag:blogger.com,1999:blog-3358483879269619872.post-91903016049382757722012-11-09T19:11:00.004-08:002012-11-09T19:14:28.723-08:00Friday Flashback Linky- Don't know how to do it, but I'm giving it a whirl! <a href="http://www.teachingmaddeness.com/2012/11/friday-flashback-linky-place-value.html?showComment=1352515824632#c5644247089014572779" target="_blank"><img border="0" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjupKrsKYDlLHPeoBalciN30WfFsjMCKAAnNgqNx8HuRJgrPQeLY-UZ5GliFOGyhAp5eFxa8fswY9njPFAMQE4AfD7GGd_vU3W3b_KEHtHHeXM0HveIH6K1K2zlN3uwcJXqTIyjvxxM-I0/s200/Friday_Flashback_Logo.png" width="200" /></a><br />
I'm not sure how to do a linky, but if someone does... let me know! (Amanda?)<br />
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Ok, so I've kinda been reflecting on the week already and I stick with what I said yesterday that the persuasive writing we did with our presidential speeches takes the cake for the week! Unfortunately, today the space on my iPad ran out and I couldn't record anymore speeches, but I will take care of that by Monday!<br />
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Due to technical difficulties, I do not have anything new to post about that, but you can read my posts from Tuesday and Thursday to see all the good stuff! Here's one fun picture I already posted:<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB3O1cPhP6I1FAgLdAm2dG8XyHEVRQbvB3FUm_r-9nfoaXxnPrs3J2X7dI4ZjRdG8hWcpG9BXn1oMWCPdAzS4v_0SRFGFePEEALCsDBB3u6nvgaVmZyEAKZoHya_eKkuq7UXTn1tqAk_Si/s1600/campaign+posters.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB3O1cPhP6I1FAgLdAm2dG8XyHEVRQbvB3FUm_r-9nfoaXxnPrs3J2X7dI4ZjRdG8hWcpG9BXn1oMWCPdAzS4v_0SRFGFePEEALCsDBB3u6nvgaVmZyEAKZoHya_eKkuq7UXTn1tqAk_Si/s320/campaign+posters.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kids' campaign posters that are in the hallway with their speeches.</td></tr>
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Of course, we couldn't JUST do election stuff, so here's another new thing I tried this week. (After 9 years, I have to say that I am so happy that I don't repeat everything year after year, even if it would be easier. I still get so excited to learn and try new things!) Anyway, I've always had trouble getting kids to remember to try both vowel sounds when decoding new words. If we're working on short vowels, they try that every time, and if we're working on long vowels, same thing for the most part. It's frustrating! And when I say, "Try both sounds," or, "What's the other sound that vowel makes?" what do I get? Crickets! Arrrgh! So my blogging buddy Jill showed me all about the Beanie Baby strategies and I love the "flip the sound." For some reason, I really think that this little change in wording helped me teach this strategy better this time around!<br />
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I have some flashcards with vowel sounds on them and usually just stick them in the pocket chart or up on the wall as a reference, but with the whole "flipping" idea, I wanted something to go with that. I taped the long and short vowel cards back to back and physically flipped the card over when we flipped the sound. It sounds so easy, but for some reason the kids did seem to "get" it more than in previous years. I know their background knowledge wasn't any better, because I got the crickets at the beginning of the lesson and this definitely was not a strategy kids were using in guided reading groups.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo5AN4f_whidiK-UXoWkzjOWMs95fua5FUhY3MPnj0FOSsxTrhLmFVOAVeJGfkmIBd_98qdLOi2bOSylrWiEFGna4A3U7-mVOMvVGyqjfvgEgXfb-OxvZZeDydOfDrXipOUdKZg1jZWAdV/s1600/flip+the+sound.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo5AN4f_whidiK-UXoWkzjOWMs95fua5FUhY3MPnj0FOSsxTrhLmFVOAVeJGfkmIBd_98qdLOi2bOSylrWiEFGna4A3U7-mVOMvVGyqjfvgEgXfb-OxvZZeDydOfDrXipOUdKZg1jZWAdV/s320/flip+the+sound.JPG" width="239" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The cards before I taped them together for flipping.</td></tr>
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Next, we practiced some one syllable words, flipping the sound and deciding which one "sounds right" or sounds like a real word.<br />
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It seemed like some of the kids were seeing a visual pattern with the words (yay), so we sorted the short and long vowel words and then they talked with their partner. I'm trying so hard this year not to just give the information away... they are so much more invested when they come up with the rules and strategies themselves. Even if it takes longer, it's worth it because it sticks with them. They did indeed notice the e on the end of the long vowel words- yay!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZUDIg1fYw2nmcQ-v9XwIpYHVuxdWI0D3sahyphenhyphen-OS_jOm4L-3kefbetmwbVsgJ6kqLghuduS_tE0LIlAg5Xq0j6ckeQwoe73U_ZETneXXqSPxPcR1V8OgjXpMsBWLn4F7gCXF7TUvNGgJka/s1600/bossy+e.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZUDIg1fYw2nmcQ-v9XwIpYHVuxdWI0D3sahyphenhyphen-OS_jOm4L-3kefbetmwbVsgJ6kqLghuduS_tE0LIlAg5Xq0j6ckeQwoe73U_ZETneXXqSPxPcR1V8OgjXpMsBWLn4F7gCXF7TUvNGgJka/s320/bossy+e.JPG" width="239" /></a></div>
I took all of the vowel cards and photocopied them. I made it so that when the kids cut around short and and long a, they can fold them so they are back to back like when I taped them together. They will be on cardstock and I will hole punch them and put them on rings so the kids can put them in their browsing boxes for independent reading time. I actually made two copies per child so that one copy can stay in their reading bags for home. It took FOREVER to shrink these and fit them all on one page, especially since the copy machine had a mind of its own today, so I hope the kiddos use them!<br />
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I know this isn't anything prolific, but it was new to me!<br />
<br />Anonymoushttp://www.blogger.com/profile/11204261180191562708noreply@blogger.com2